Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-03-20020908_130500_20020908_175000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/08 |
Start Time | | 2002/09/08 13:05 |
End Time | | 2002/09/08 17:48 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-03-20020908_130500_20020908_175000-constBx0 |
Minimum Dst Value | | -83 |
SW Source | | DSCOVR-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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzoxMzo1OCBFU1QgMjAxOD5jGvMAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMzktMDMtMjAwMjA5MDhfMTMwNTAwXzIwMDIwOTA4XzE3NTAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wOS0wOFQxMzowNTowMC4wMDBaIiwgIm1heCI6IjIwMDItMDktMDhUMTc6NDg6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoyLjc1NDIzNDk5OTUsICJtYXgiOjUuNjI2NjY1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfX7B/q4AAAAEZ0FNQQAAr8g3BYrpAAA81ElEQVR4nO3df1xUdb4/cASUEYkGHAVdNAz0YiGRUVcDFV1sMamlLg/vlGhUlGxpy+6iYmLivaTsverFfVCyV93o8aCNjFvcDc1HD25z94F3yWizu9yFLSy0qYs5tZNNu6OOwfd95/Pds9PMnMOZmTNzzszn9fyDx5nD+fH5cc75vM+vz4kaAwAAAABFRamdAAAAAIBIgwALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGGRH2BFRUV+HgEAFBeMg+dvfvObuXPnjrvkYKwabQGEWORvcGI7FXY2AAAJwThIFhQUvPLKK6qsGsd8P6DQAhH5ZefrqdKxY8eWLl0aFxc3Y8aMBx544Pz589LjrVbr+vXrk5OTDQbDzp07xdYyOjq6ZcsWvV6flJRUW1tLP6UX6+b1119fsWKFTqejyR5++OHPP/9cerFi431djljuxKb/8MMPS0pK9E40QD/HLXxGThWIrTTq28ZNpNh4lLxbSSYmJipbwj6VfDCI5XfChAkpKSlGo9FsNkvM7kf6R0ZGHnvssfT09IkTJ9JcxcXFtHl7TYzbSBq44YYbXFdBw/Pnz3edQPjX4ODgvffeS1vLpEmT8vLyXn75ZTb+yy+/pHTOnTt38uTJtPbvf//73d3d46bZMzF+T+CJNqpLly4Fvmo/BDtWkKhr0t/fv2rVqgQnGvjd737nmjCvu5j86pOz+4cyVEJYxkR+Kfh6jFi+fDmdYFHz9tVXX+3atYsaRenxFRUVdFw+77RmzZpf/OIXXtfS0tKycOHCj5xo4NChQ9KLdbNy5crjx4/bbLbPPvtsw4YNq1evll6s2HhflyOWO7HpFy9evH37dqvTtm3b6Kd04ftUBWIrFatiXwsHJe9q//79NTU10pP5Wgg+lXwweAZYbOCbb7759NNPf/KTnxQUFEjM7mv6P/nkk+uuu44WOzAw8Oc//5mi6tdee+173/ue18S4jaQBCpV+9atfCf969dVXaYxngPXBBx9QdLh3795z585R7PLWW2/93d/9HfsXreuRRx6hCS5fvnzhwoWXXnpp2bJl0mn2mhi/J/B7lrALsKTremhoaNq0afv27Rtxop2LftJI6YTJrz45uz8CrNAL41KgQ8kPf/jDFCcaEM6KqGpp801LS6OzUvbzpz/96fTp0+n07vHHH6ctVZhs7NunDp6roOYwPj5eevzUqVOpyWTD1BaKHaBpi6f2lQ3TQH5+vvzVuaGwY8qUKdKLlbM6OcsRy53Y9JR+WiwbvnjxopzsjEnuja5lIrZSsdkDKRyv+Cl52k3mzJlDbYb0ZL4WgsySdzgcO3bsmD17Np2OU9zARkrs7wcPHqS2TafTLVq0qL+/n42nc/2bb76ZRtK/WCTkubO75evLL7+cPHkyDVRVVbmeKR05coTGSKffaxE99NBD1Np5zaPYLK5pO3r0qOsqKHcvv/yyZ+Lvv//+hoYGr6ug7FCmxBLgulKJg+SYSOFLHzx9ncXzuO21WsU2A1fvv/8+hZiUl8TExHvuucdiscjJjvRKaQOgBdL0VFB+1PXatWvd7m889dRT5eXlbglzI7P6xmTs/l43ftcCH7fQ6CTkH//xH9PT05OSkh588MGvv/6ajffcWz3XJaexXrJkyYsvvigkmM4WZsyYITP7mhXGARZValFRkdlp+fLltL2y8VRn3//+9+l8VPhJk33iRAP19fXCeLcBN7QB7dmzR7jSIDaeGkI6t2DD1CLSRuZ1abTVCpssTe85mdjqPHV2dhYWFkovdtzVyVyOWO7Epi8rK6OKoL2CTqTq6uro57jZGZNdBWIrpdkNBgMdU7Kzsw8cOHD16tXAC8crfkqeIhI6hrpOpkgJyyx5CheofM6cOfPHP/6xurqajZTY30tLS4eHh2lr2bVrlxCR0NG5o6ODDuV0pH744Ye95te18RgZGdm6dSu7QkARxtKlS1966SUabm9vp+ErV65Ip99rSVIaqN3ymkexWVyPS5SquXPn/td//Rf9NJlMNExjPA9c1GiJ3RFetWrVmjVrTp48+ec//1ksGWMyDpIShS+2TF9n8Txue61WscW6ysnJefPNNynLtDts3LixsrJSfna8rpR2KCrJT53uuOMOP+qa6oi2Z9cx9DM1NVW6TGRW35i83d9z43ct8HELbd++fd/97nc/+ugj2ispNPzxj3/MxnvdW93WJaexPnHixPz582kLZ/+ifbaxsVE619oXxgHW9ddf//vf/54N06lGRkYGG6Y6O3v2rDAZ/RQm+5//+R/XydwGXLHom07phKu4YuPXrVtHZyefOdGpZGxsrNfURkdHs2M0oYGYmBg5q/P07rvvzpkzR9iTxRYrvTr5yxHLndj07Do5yw4NCHuvNJlVIJ0pakr7+vromCjs5H4Xjlf8lDwd4+bNmzcwMOA2PvASllnymZmZwsUDgcT+TrERG/7Tn/7ELkGRWbNm/exnP/v4448l8hv1bXRqTocI9q/z589TNdXW1tJf4SlAX7ccqjXXptHzEoLnLG7//fnPf3733XePOe8W/eu//qvnBGwtdrvdawIuXrxIbdtNN92k0+moAGtqarxeEhj3IClR+GJ593UWz+O212oVW6wYKoG0tDT52RFb6eDgIBumGb1mQbquaVNxqyOaWNipozwIiZdTfWPydn/Pjd+1wF15LbSsrKw//OEPbJj2CFoLG/a6t7qtS2Zjfeutt77wwgtjzrvelACqAq/JCyNhHGDRNidssjRAP9kw1Znrk6H0U2wytwE3tJHt3LlzyZIl0uO/+OILav/o0EznKE8//bTrSYnrrjLuubvbYt1mZ+gsdvbs2adOnRLG+HepQP5yxHInNj2dpmzbtk14FIB+ehasJ5lVIOf6x7lz55S6juKKq5Jvb2+/6667xGYJpIQlrkG6bu2uu7ZAYn/3mqPf/va3paWlU6dOnTt3rnBfT2xilp7t27e7PgRJ59k0gXCPUiL9YqjWPK9qCCudOHGi2x0uyhfFcK6T0QQzZsz45S9/SX+Fu2xuy5G4giWgQyJFTg888IDXa+TjHiRlFr4rX2fxPG67/Vd6sa7oNIDqkfYdtlEJcbCv2XGdXqgpmt5rFqTrmk4U/biCJfCsPrddRs7u75k71wIft9Ao3HQNAYUN1eve6rYumY11Z2fn3/zN31y9evW+++6jsyPpMgkLYRxgyTxDcj05owHPydgdaK+ogReelZEz/plnnqFG0eui5Dx9IrZYhpq9mTNnvvPOO3IWK7E6n5Yjljux6WknVPYZLNcykZNIs9lM7Y309L4+g8Vbyefm5p48eVJslkBKWGbJU0jk0xUsiRzR4burq0toydx2dreJqQCFixbvvfcenUO/8sor3/nOd4RrqL5uOdQi1tbWuo0UVjp//vy33nrL9V+9vb3p6eluk+3Zsyc2Nla4XeIZYNG2sXv3bumUMNT6XnPNNZ7jxz1IihW+xMHTjytYcn7KuYJFI59//nk6RaGmmv56lpiv25KcK1jSdU0Rg+czWGvXrvW6XjFi1Tcmb/eX3vjHLTQKfYaHhz0X63VvdVuXzAKnvXXBggWbN2+mvUB4EDCshXGARaebwm1dCr3r6urYeM+d5I477mCPF9CA56MA06ZNc70bsm7dOvp55cqVjz/+eOPGjcIZg9h42kkoAbTpv/jii7NmzRIuoro5ePCg1/ePxBbrZt++fbNnzxZ28nEXKzbe1+WI5U5semqBqCLYidSTTz4p8/lxtyoTKxOxlRqNRtppaYekuWiT2LRpk3+F4xVXJT/m7CPj9ttvdxupVAnLLPmnn366sLDwww8/dH2qQ/7+LqSZjumUZgqwKK5lI912dtd5P//88x07dixatGjM+fAfHeh//etf0/CvfvWrm2++md39kUi/1zby7NmztGrhzTLKzmuvvSZMSXEzreU///M/LzqZTKbs7Ox/+qd/kljgmLcA64MPPqAIcv/+/VQyly5dOnXqlPAW4bJly1566aXz58/T3kRp3rBhw6pVq7wuU/ogKVb4buXpSmZ9iRWg2E+xxbqi0nj11VepKGgToqLwLDFftyWaXngG63vf+54fdU37r8FgoDoS3iKkn8IVL7EykVl9Y/J2f4mNX06hNTU1UaHREmif+t3vfvf3f//3bLzXvdVtXfI3BjoLpZGHDx92HSkzANWgcE33mPNKIx3o2YsJNCBcgfTcSdgLMklJST/4wQ9c319gA9Ty6fV64efRo0dzcnImTZpErRpt0BTLS48/cuQI7Vd0xrBy5cp3331XLLUUm1Ngzvop2bp1q3BdVGyxbqI82Gw2icWKjfd1OWK5E5uejvXFxcXXOtGxwO2q+Lj5ki4T6TKMi4ujEyPak4UtwdfCQcmPOfuB7OzsdJtYqRKWWfLUnFAjkZaWRvssNUVspPz9nQ1QYErn3DqdjsKjN998k41029ldSyA5Ofnuu+9m5bZ+/Xr2wBNDaWCP/EukX6wNOHfu3EMPPURVGRsbO3Xq1Hvuuec3v/mNUBrPPfdcXl4eqzUaeP7558ddoGfLR6gxoyVTqmivufXWW4V+sP7jP/6DxlMxUjnMmTPn8ccf93qEGfcgKVb4buXpSmZ9ieVX7KfYYl3RSQJV/cSJE+mU5mc/+5lnifm6LdEEjz76KBUOFdE//MM/0JK9ZkGirsl///d/0x46xYmitPfee891RV73R5nVNyZv9/fc+H0qtG+++YbGZ2Vl0XGATgyEo4TXvdVtXfI3Btp0586d63A4XEeKbTPaF67pBgAARYRvAxZ6FCdRrKN2KkLk6tWrYq9tBcldd931y1/+MpRrDCrsVwAAXEOANa7q6uqRkZGzZ89+97vf/dGPfqR2ckKkr69PeFsw2L755puf//znCxYsEHpqiADYryDoPC+Aa/CAHhaJ9FVEZgoUh61iXE1NTWlpadOnT3/kkUcioPsAmRISEp599tnQrIs2wvT0dArpQrO60MB+BQAAAKAwBFgAAAAACkOABQAAAKAwBFgAAAAACkOABQAAAKAwBFgAAAAACuMlwPL6vjoAAACEmNoRQYhwk09uahQAAECz+GmOIzmffIbMAAAAmsVPc8xNPrmpUQAAAM3ipznmJp/c1CgAAIBm8dMcayWfcm7nBXLLj58aBQAA0Cx+mmOt5FNOiQdSK/zUKAAAgGbx0xxrJZ9aCLBsNpvfywcAAIBxIcAKNSpxg8EQHx+fnZ194MCBq1ev+jeNxPKlJ1iyZMmkSZMOHTrkW7oBAABANgRY6rh06VJfX19+fn51dbUf0/jRs5nFYmlqasrLy2PTTJs2zeFwKJklAAAA+AsEWGo6d+6cXq8PfBpXbjVqt9vb29tLSkpiY2NZaKXT6SZOnEgDZWVl/iQaAAAAxoMAS01mszklJSXwaVwJNWoymSorKxMSElhcRQFWaWlpR0cHhVx9fX1svMT1MwAAAPAbAqxQMxqN/f39ly9fHhgYKCoq2rRpk/AvoTIkphkXLSQtLW3mzJnCHcNFixY1NzdbLBbXyXp6etg1rYaGBkXyBQAAAAIEWKF29OjRnJycuLi4jIyM7du32+124V9CZUhMMy4hrkpPT6+rqxsaGhKbsqOjg8VYFH75nR0AAADwhAAr0lCNzp8///XXX5czcUtLC7t7SMFWsBMGAADADwRYkSCQnt8bGxtZjGUymYKTOgAAAO4gwIo0ftRodXU1zZWQkNDb2xuMJAEAAPAGAVak8a9GjUYjzZiamjo4ODjuxBaLJTs7e9asWW+//bYf6wIAAIh4CLAijX816nA4SkpK2BuIIyMjXifo7e1tbGwsLi7W6XTsXuS1117b2dkZcJIBAAAiDQKsSON3jdpstoKCApo9KyuL9engGlQJ/Wkx9HPKlClsuKyszGw2K5oJAACA8IYAK9IEUqNWq5WiK3Zpav78+W5BVW5ubnV1dWdnJ0025gy/mpub2TR6vb6lpUW5TAAAAIQ3BFiRIJC3CN2MjIzEx8eLBVWezGYzu7dICgoK5DzCBQAAEPEQYEWawGv0n//5n6Ojo+fPny8WVHnq6OhITU1lHzqsr6/HZ6QBAIBzCLAijSI16vZdHTkoGqusrGSXsrKystDjAwAA8AwBVqRRt0ZNJhN7iovEx8fv27dPxcQAAACoBQFWpFG9Ru12e11dHYuxJk+e7MfFMAAAgHCnenMcMtzkUxs1+vjjj7MvSWdlZXntWAsAACCCaaQ5DgFu8qmZGqW4Kjs7W34H8QAAABFDO81xsEVyPhXspkFZQuelBoOhp6dH7eQAAACEiKaa46DiJp8aq1G73V5WVsY6f+/q6lI7OQAAAKGgteY4eLjJp/Zq1OFwVFVVUcJiY2Pb2trUTg4AAEDQabA5DhJu8qnVGhVeLWxqalI7LQAAAMGl2eZYcdzkU8M1SqEVe7Wwurpa7bQAAAAEkZabY2Vxk09t12hHRweLscrLy/FFHQAAiFQab44VFMn51OxbhF6ZTKaEhARKZ2Ji4t/+7d92d3efPn16eHjYc0qKwNCHFgAAhCPtN8dK4Saf4VCjfX19U6ZMifKg1+vT09MLCwtLS0vXrVtHEVh0dPS9995bL+LHP/7xPffcc+rUKbUzBAAA8C1h0RwrQiv5lHO1aXR0dMuWLRRtJCUl1dbW0k+flq9QSoPr5ZdfTkhImD59+rJly7Kzs9PS0jzjLZni4uJwoQsAADQlXJrjwGkln3JKvKWlZeHChR850cChQ4eUXb5mWSyWoaEhk8nU0dFx+PDhoqKinJyc6upqsStYN9xwA4ux8EEeAADQlLBujn2ilXzKKfHFixcfP36cDdNAfn6+ssuPGHa7/bnnnps7dy7lOi0tDR/kAQAAjeCnOdZKPqOc342Jj4/Pzs4+cODA1atXPadJTEy0WCxs+MKFC3q93qflK5PQ8GG1WtkHeVJTU3t7e9VODgAAAEfNsbbyeenSpb6+vvz8fK89QkVHR1+5coUN00BMTIzbBNLPJAU99dpjs9lKSkqinB/kMZlMaicHAAB4x09zrMV8njt3zuvVKVzB8oPD4TAajVHOD/J0dHSonRwAAOAaP82xFvNpNptTUlI8x+MZLL9VV1ezGKu5uVnttAAAAL/4aY61kk+j0djf33/58uWBgYGioqJNmzYJ/xIq4+DBg3y+RaiIxsZGdqu0oaFB7bQAAACn+GmOtZLPo0eP5uTkxMXFZWRkbN++3W63C/8SKmN0dHTz5s16p61bt0ZkP1hB1dLSgo8eAgCAivhpjrnJJzc1Kk346OGyZcveeusttZMDAAB84ac55iaf3NTouHp6enQ6Hbtd+Oabb6qdHAAA4Ag/zXEk5xPdNIjZvXs3K5O8vDyHw6F2cgDCQF9fH/qTAwgcP80xN/nkpkbloKBqz549er2eiqWsrEzt5ABoHYVW7Jzk3//939VOC0B446c55iaf3NSofHRGnpCQgGfeAca1bds2FmDde++9aqcFILzx0xxzk09uatQnPT097Jl39N0A4JXFYikrKxOeNNDr9VarVe1EAYQxfppjbvLJTY36SnivEH2QArihvcNgMLC4qrW1tbCwkIYbGxvVThdAGOOnOeYmn9zUqB9aWlrwLR0IU2fPnl29evXOnTuVXazrhauSkhKz2UwjTSYT+3q6a0d9AOATfprjSM4n3iKUj/XzTjEWvgkN4SUnJ4ft4D/5yU+UeiXW7cKV67/y8vJofFNTkyIrAuAQP80xN/nkpkb9xr5XmJCQgHfRIVwIL/cJ3Y709PQEskCvF65cdXZ20r/S0tLQvwmAf/hpjrnJJzc1Ggij0cjugAwODqqdFoDxFRQUsNdgjxw5QkEPC4zKy8s9AyM5JC5cucrNzaVpJCYAAAn8NMfc5JObGg0EnZTTWTs7QR8ZGVE7OQBS2MUkOh9gr/XZ7fa6ujr2lYKEhISGhgaZT0rRZt/U1JSUlCRx4cpVW1sbTZaZmYmLWAB+4Kc55iaf3NRogGw2G7sqkJWVZbFY1E4OgHcU3FCIQxtqS0uL6/jh4WHhHh9NQEGY2BJoSpqXJmY97jLPPvus/FXjpRAAP/DTHHOTT25qNHBWq5WiKyqxxMTEQ4cOqZ0cAC+am5slLiN1d3dnZ2ezmKmoqEi45U3nDxRyVVVVsQhJkJKSEhMTI78T0dbWVporNzdXsfwAcIOf5pibfHJTo4oYGRmZMGECa3tSU1PLy8upRcFNQ9AIOgegzZI2TokLVBR4URDGrk5R8HS7E+vyTegytKysrKWlZXh4mE0vPwF2u33cBACAV/w0x5GcT3TTEIgVK1ZQsyQ8mMJkZ2fX1NScOHGCPd1is9nUTibwqK6ujrbGwsLCcae0WCwPPvigsAFTgFVQUFBfX9/b2xvgE1RNTU20QFpaIAsB4BA/zTE3+eSmRhXEoqjBwUFqS4qLi9mHCxmdTnfjjTdSc3XLLbeonUzgy8jICHuSXWZ/IlarddKkSTT96tWrFTwlEC5ioes4AJ/w0xxzk09uajR4qEWhtqS2tpb1tSigdgttDIRMRUUFbXVGo1H+LKdPnz58+LDiF1zr6+tlXkgDAAE/zTE3+eSmRkPDYrHs3r172rRp0dHRwt3D5uZm3DSEoKJQKdZpaGhI7bT837Ux9owXpUrttACEDX6aY27yyU2NhtjIyAidx7N7JVHO/oc2btzY39+vdrogMhUXF0c5exZVOyH/H3sarLS0VO2EAIQNfppjbvLJTY2qwuFwdHR0FBYWCvcNaZjGoCdGUFB3dzd7+4/1LKoFwgNhuIgFIBM/zXEk5xNvEYZef3//xo0bhcfhk5OT16xZw16DBwgQ+0ZNY2Oj2gn5FvYRz4qKCrUTAhAe+GmOucknNzWqBTabrbm5OSMjw/WCVjCeMgZ+sL4909PTZX4AJ2RGRka081gYgPbx0xxrK58Wi2XWrFlipR/IFSl+alQ7+vr6WE1NnDhR6NzBaDR2dXXh1iH4hIIq9i1nbX5imb3YiItYAHLw0xxrK5+PPfbY7t27JQIsv5fMT41qSnd3d3t7u9VqpXaxqKhICI4NBkN1dTVFYNRw0jRauyYBWtPY2Bil4U/TDA0NxcbG0vmDxNcO6F//8i//QmGi/A/yAEQkfppjDeVzYGAgIyOD2loEWJHKbDZTSyl8JI7Ex8fT36VLl6qdNNAui8XCekPQcndrRqPR9fVGOo6dPn2azitoDJ1a0BmF69X3nTt34iIucIuf5lhD+bzzzjtfeOGFMfHSZ1c+qEmmFvrAgQNXr16Vv3B+ajQsUNtDDY/QuUNUAF88HB4e3rZt29133/1v//Zv1BIHKcGgIvYUeXFxsdoJkUKbdJTzo4d0HKMDlOtHDxmKEW+++WbhdnleXl5PT4/aqQZQAT/NsVby+cYbb9x2222jo6Nj45X+pUuX+vr68vPzPfvCiZIUxNSDX+gk/plnnqHWKCUlxbWm3L546HoDkcKprq6uvXv3VlRUUBPl+vUeIVArKSmh2dvb2/v7+3GdINwdO3YsOjqaAhftd67GPsjjuhmXlZU1NjbSFms2m4XJaMtkz5MROqlw/RdAZBsaGmLvAqudkBDRSj4XLFggnM/JKf1z587RGaH85fNTo2FK7IuHt9xyC/299tprFy5c6BlOEQrO2FWB6667znMCmpf252XLliUnJ1dVVamdS/ANxcesTumv2mkZH/uEFJ37sYcLJaak/9bV1bEOtChrDQ0NeAwReMA+kc5Pc6yVfPp6wYlO+6hl9Wn5gSUQQkTsi4fCBSoKwqqrq1taWnp7e1mHkxaLRfjuL50hdXZ21tfXl5aWZmZmus1OgRqNp50c3UKGBYo8WMVR1KJ2WsZHm67M708zw8PDZWVlLIO0rdJ2G7y0AWjB888/jwBLZW6lL/w0Go39/f2XL18eGBgoKiratGmT38uEsECREwVD1PYsXbr05MmTfvTfbbPZqM1bu3atTqdLTk52Dbb0ej2CLS3r6elh/Uvt27cvgi/wdHd3C6990GFtcHBQ7RQBBIXD4cjKykKApTKxAOvo0aM5OTlxcXEZGRnbt2/36ZjLT42ChJGRkfb29qqqKmE/F4KtgoKCJ554Ag/EaAQF0+xBpdraWrXTEnTU8DQ3N7M3JWNiYlauXInXNSDysPuD7MaC2mkJEW7yyU2NgkxiwRY6ndeC0tJSqguKevl5TYGCqvvuu49thLfccovayQFQktDZSldXFz/NMTf55KZGwQ8UUbGGTXgRDJ3Oq6i5uZldVuTtK5ZmszkmJoZtgW1tbWonB0AxlZWVUX/pbIWf5jiS8+nTU/PAM4qi2tvbOzo6JDqdl7OcCH5UKGROnz7NXq/j86Hv/v7+J554Isr5diE+bgiRgY6f7HlK9oghP80xN/nkpkZBEZ6dzicnJ19zzTVlZWX1ItasWRMXF1dQUKB22sOYzWZjd2w571OD9Qufm5uLC6gQAeioSNtzTU0N+8lPc8xNPrmpUVCWZ6fz43riiSf8eOERxv7y1WQKLDi/FkiBJnsW2LM7ZYDw0tbWFuXsYUc4KvLTHHOTT25qFILB4XDcc889iYmJElewKisrhZ4g9Ho9jUGY5ZP29nZ2a0z7nbaHALurwh4KVjstAH6iUwX2OvDhw4eFkfw0x8rnk3VSnJGRodPp6O9TTz116dIlxdfiK35qFNR1+vRp9gac32EWnz0hDQ0NsU7bXQ/EnGOvtRsMBvQeAmGKggHahhctWuQ6kp/mWPl8btq0acWKFXQOSpEW/V2+fPkPf/hDxdfiK35qFLTAvzBrZGRk6dKlNMvixYtNJhNFWpz0h+RwOFjH/UajUe20aEtxcXGUs+sQPIwFYYfOENh3zNy+cMBPc6x8PlNSUlzPt3z9po2C8BYhqEs6zKIzEJqgtbW1urq6qKjIYDCIPdSVnp5O8Qe1tRUVFbW1tevWrXv11VdVzJfiqARYNtH9mBuKsNkdFtp41E4LgA8oqGKHr1tvvdXtX/w0x5EcYLnip0ZBa1zDrNjY2OTk5FWrVmVnZ7MnbFxREJabmztnzpwVK1YUFhZmZmayrvm8evnll9XOmTJOnDjBSkZmXxi86e7uZq+49/T0qJ0WALkGBwfZkerpp592+xc/zXFQbhHS6fjvf/97OkGnvzSMW4QAFGbdfvvtbkEShVllZWWNjY1dXV1iz9k4HI7h4WE6HaRpWltbS0pK2Lzx8fH0M8S5UBbla9u2bezRq71796qdHO1iD7KkpaVxcssYIgCdD0Q5Xx70/Bc/zXFQHnLfvn379ddfr9Pp6O+OHTvwkDvAmHPXoBhr+vTpu3bt6uvr868nAtYnqhBmVVRUaPm2muuTQxROUYxIgRSlOS8vj8VVzLx581RMpPZRMbKehEpLS9VOC4AstbW1USL9jPDTHHOTT25qFDjR2trKYpTs7Gxt9mvw0ksvTZ48mU5hb7nlFtdwSjBt2rQJEybQwP79+9VOrNaZzWZ2v7ipqUnttACMj3Xk5vW+Nj/NMTf55KZGgR8UV7G+5il80drtwpGRkcTERNdwiiKt4uJiOqNtaWnp7e1lz/sPDg52d3erndjw0NnZGeX8SuY777yjdloApNChKcrZw4jXt1/5aY6VzyeVbH5+Pp25uh5bFV+LHG6ny6qkASCobDYb6/1cU7cLKbpiX7yh40BhYaEQTkGANm7cSKU6YcKExx9/XO20AIhqaGigDbWystLrf/lpjpXP56JFi3bt2vWnP/1J8SUHgp8aBQ5p6nahEF3RXxpWNzERxm63sy9hx8bG4oF30Kzc3Nwo8Y8Q8NMcK59P2v+//vprxRcbIH5qFPikkduFiK6Crbm5OS4uDiUMmmU2m9mBSOw9Hn6aY+Xzed111w0PDyu+2ADxU6PALdfbhTfccMOJEydCnABEV6FBZcuC6dTUVD4/rARaxj7xJPFVBn6aY+Xz+eyzz5aWlmrt8MpPjQLn9u7d6/pceXl5eWtrawj2R0RXoUTBNOu4wWAwoANS0JTCwkLaMtva2sQm4Kc5Viafni9ga+0Bcy2kASAE7HY7++rOtdde67oPZmdn19TUnDhxwr/+t6Qhugo9qseysjJ2L0bsYReAELNYLLGxsTqdTuKFG36aY27yyU2NAtCh7fTp02POThCampqKi4tdu6GiY19OTs7UqVMfeeQRRVaH6EotDoejqqqKPfMuccEAIGQOHz5MG2RRUZHENPw0x8rnc8KECYov0z9au4oGoBa73W4ymWpra/Py8lx3imuvvba0tJSCMBaQ+QHRlerYh3Si0AcpaAD77iqFWRLT8NMcK5/P73znO//7v/+r+GIDxE+NAkizWCw/+MEPdDpdUlKSa7Cl1+t9DbYQXWkE1Rr7drjXL5MAhIbNZmPdiEgfDfhpjpXP5/79+++9996zZ8+Ojo76Oi8d+mfNmiVW+rTALVu2UDNADQOdi/u0fH5qFEA+Og62t7dXVVWxOMn1ylZqauq8efNqamrqRTz00ENTp05FdKURHR0dLMYqLy/32n02QLDRRkhbYEFBgfRk/DTHyuczkIfcH3vssd27d4tN39LSsnDhwo+caODQoUM+pUr+xAAcEgu2pE2ZMgXRlUaYTCb2sB0dHl977TW1kwPcoeCeNr+9e/dKT8ZPc6yhfA4MDGRkZNjtdrHSX7x48fHjx9kwDeTn58tfOD81ChC4t99+e9q0aXq9/oknnhC7gsXeVZTo7QZCr6+vT3h79Mknn8SlLAgZ2thYfD80NCQ9JT/NsYbyeeedd77wwgtj4qWfmJgofB3iwoULdPSXv3B+ahRAKdLNs81m6+7uRhOuNT/96U+F64t5eXnoJQtCg44GtMnl5uaOOyU/zbFW8vnGG2/cdttt7LEqsdKPjo6+cuUKG6aBmJgYtwmk72UENf0AAFpAIW9HR8e2bdvS0tLYoa+8vNxsNqudLohwlZWVtLHV1dWNOyU/zbFW8rlgwQLhTAtXsAAAAmS326m1Y291JSQkNDQ0BKOPWQCGBfRy3kHmpznWSj7lXHDCM1gAAD4ZHh5mHb6TzMzMzs5OtVMEEainp4dtYHIm5qc51mI+3Upf+Hnw4EG8RQgA4Kvu7m72fegoZy/b+EQ0KKu2tjZKdjds/DTHWsynWIA1Ojq6efNmvdPWrVvRDxYAgEwOh6O5uZkOnnQwjImJuemmm/bt22cymSjYEh69APBPZmYmbVcy36jgpznmJp/c1CgAgBiKpSoqKry+BpSenp6Xl1dcXEwTrFmzJikp6cEHH1Q7vRAG+vv7afsxGAwyp+enOeYmn9zUKACABIfDkZKSQofEG2+8sbCwMDMzk13W8goXt2BcDQ0NtKlUVlbKnJ6f5jiS84luGgAAPNnt9r6+PtcxFHUNDw/39vZ2dXW1trbef//90dHRdNisqalRK5EQLnJzc2lTOXHihMzp+WmOucknNzUKABC4np4e9nHDlpYWtdMC2mU2m1k/IPI7AeGnOeYmn9zUKACAItra2ujISWGW/IsTwJumpibWma38WfhpjrnJJzc1CgCglPr6enZ9or+/X+20gBYVFhbSFkKxuPxZ+GmOucknNzUKAKCg8vJyOn6mpaWNjIyonRbQFovFEhsbq9PpbDab/Ln4aY65ySc3NQoAoCCHw1FQUBDl/HS0T+0oRLzDhw/ThlFcXOzTXPw0x5GcT7xFCAAQOIvFkpWVRUfR0tJSirfUTg5oRUlJCW0VFGb5NBc/zTE3+eSmRgEAFDc4OGgwGNBxAwhsNhv7lLivnaXx0xxzk09uahQAIBjQcQO4am9vp42hoKDA1xn5aY65ySc3NQoAECTouAEE7O2HpqYmX2fkpznmJp/c1CgAQPCg4wYYc34MgLYB2hKGhoZ8nZef5pibfHJTowAAQYWOG+D48eO0DcyfP9+PeflpjiM5n3iLEABAcULHDRRj4WvQfLrppptoA5g0aZLVavV1Xn6aY27yyU2NAgAE29GjR9mJ64033oiOGzjE7g9SgOVHhM1Pc8xNPrmpUQCAYOvv7xduDpSVlamdHAipvr4+qne9Xk8DfszOT3PMTT65qVEAgBAYHh5ub29nVzKqq6vVTg6ETl1dHVV6VVWVf7Pz0xxzk09uahQAIGSEzrEaGhrUTguESG5uLtV4d3e3f7Pz0xxzk09uahQAIJQ6OjpYjNXc3Kx2WiDozGYz66fDbrf7twR+mmNu8slNjQIAhFhLSwvrgJSCLbXTAsFFYTTVtdFo9HsJ/DTHkZxPdNMAABAajY2NLMYymUxqpwWCqKioiCq6ra3N7yXw0xxzk09uahQAQBXV1dXs5lFvb6/aaYGgsNlssU6B9H/GT3OslXweO3Zs6dKlcXFxM2bMeOCBB86fP+85TSBXpPipUQAAtRiNRjrYpqamDg4Oqp0WUB77wHNhYWEgC+GnOdZKPpcvX/7KK69Yrdavvvpq165dK1as8JwmkFrhp0YBANTicDhKSkrwIZ1I5fcHnl3x0xxrMZ82my0+Pt5zPAIsAACNowM4+5BOVlYWPqQTSSh61uv1/n3g2RU/zbHm8vn111/v2bNn9erVnv+iWjEYDBR7ZWdnHzhw4OrVq/IXy0+NAgCoy2q1UnRFR91rrrmmvb1d7eSAMrq7u1ncHOBy+GmOtZVP9nDV9OnTJQLkS5cu9fX15efne/YdHCUpyGkHAID/b2RkJDo6mg68SUlJaqdlfJTaEydOSHxUkf5F4QXnNz3ZSwx1dXUBLoef5lhz+bx48eLOnTuXLFkiPdm5c+f0er38xfJTowAAWrBmzRp2chvIK/2hkZKSQum87bbb6kXcfvvtNMHUqVP97l0zAmRmZlIh9PT0BLgcfppjLeaTYqwpU6ZIT2M2m2mXkL9MfmoUAEAjjhw5wjpuCPCpnWBjPdGPKzo6+syZM2onVh3s896pqamBL4qf5lgr+Vy3bt3AwMCVK1c+/vjjjRs3uj6DJVSG0WikOr58+TJNWVRUtGnTJvnL56dGAQC0g3XckJubK3EDTl2dnZ2UQp1Ot2XLFrErWDU1Nez57qysLD5vFDY0NFD2KysrA18UP82xVvJ59OjRnJycSZMmzZo1a8OGDV988YXwL6Ey2DRxcXEZGRnbt2/36VItPzUKAKAdNpuN3VryfGpWC6gdSU9Pj5LxIUWKq9iT+2lpaRz28rVo0SLKOwWjgS+Kn+aYm3xyU6MAAJrS19fH7sF1dXWpnRZ3tbW1lLC8vDw5F9isVivrgSI1NZWr3uopuGQX+RR5BI2f5jiS84m3CAEAtKCpqYn1s2M2m9VOy18NDg6yD7/Ij5ZsNhvrSTUhIYGfry4ePnyYslxaWqrI0vhpjrnJJzc1CgCgQcXFxVHOr6xo52EsSgwlqaqqyqe5KP3swTKKzDo6OoKUNk1hMSWFWYosjZ/mmJt8clOjAAAaZLFY0tLS6FBcX1+vdlr+T1tbG7uoZrVa/ZiddQpFMda4D2+FO5vNptPpKLNKPd3PT3PMTT65qVEAAG3q7u5mt+QC70spQBRUpaamBthHV2NjI3v+pKGhQcG0aQ17y7KgoECpBfLTHHOTT25qFABAs+rq6tiLeOp+prCqqkqRoKGlpYU9v6/NdyQVUVlZqWwQyU9zzE0+ualRAADNcjgc7EU8pZ6Y9kNvby+7kKZIbwsdHR0sxiorK9PO42UKMhgMlDsFe6bgpznmJp/c1CgAgJaZzWbWaWdTU1Po104xUF5eHq29trZWqWX29PQkJCTQMpOTk99++22lFqsFlDXKV2ZmpoLL5Kc5juR8opsGAAANEjpPP336dIhX3dzcTKtOT0+32WwKLnbv3r2soYmNja2qqtL4p4HkY/2EKXsDlJ/mmJt8clOjAADat3HjRjosT5ky5Y477jCZTBRpDQ8Pe51SwftuIyMj7OKZIj2Su7JarfPmzZs8ebJwSl9aWqr6s/yBY53XK9vjFz/NMTf55KZGAQC0z263T5s2zfODyhQApaenFxYWUoCyfv36tLS0hIQEpeKh8vJyWkVJSYkiS/NEseDQ0FBVVRXr14AsWrSIEh+mz2ZRXlhPFsqmn5/mmJt8clOjAABh4cUXX5w4cWJiYuLSpUuzs7NZL1lexcXF7d27N8DvtHR3d7P7kmKXyhQ0MjJSX1/PHg9nzzA1Nzcr8p2ZUGL3PSkqVXax/DTH3OSTmxoFAAgXng9CWSyWoaEhk8nU0dFx+PDhhQsXUgTGwpT09PTW1lb/VuRwONjdrlD2WUURFcVV7FvXUc6v68ycOdPvLIQee9+zvb1d2cXy0xxzk09uahQAIMKcOHEiNzeXhSk00N3d7esSKK6ieSnGCv3dOlpjZ2fnokWLWPp1Op26fYDJRImMjY2l1Cr7NsAYT81xJOcTbxECAEQGClNaW1uF24hFRUUy30A8c+bMo48+OnHiRJrLj8hMQWVlZRMmTGBxnlKfnQkeKm1WzoovmZ/mmJt8clOjAACRym63NzY2sjcBSUVFhdsDVfSzq6tr79699K+8vDzWPRWzYsUKlVL9V2azOTs7mxKTmpqqYNedwUDhIKWzpaVF8SXz0xxzk09uahQAILJZrdbq6mr2pt7EiRPj4+Nzc3PdwilBUlISG/j1r3+tdsL/j81mY882GQwGzfbjQIEsK0yKCBVfOD/NMTf55KZGAQB4MDQ0xLpdcJWamlpcXEzhV0tLS29vL4ViNGVfX19/f7/a6f0rCl/Y9SEKYrq6utROjhc/+tGPKHlz584NxsL5aY65ySc3NQoAwI+dO3dSmFJSUiKEU2HB4XCwD07Hxsa2tbWpnRx30dHRlLbrr78+GAvnpznmJp/c1CgAAISFuro6duFNlc8yimFfEyI7duwIxvL5aY4jOZ94ixAAALSMQqvY2Ngopb/357fBwUH29NVzzz0XpFXw0xxzk09uahQAAMJIR0cHi7HKy8tPnjwZjOfKZXI4HKy/roqKiuCthZ/mmJt8clOjAAAQXkwmk/AKJAVbavWSxbpjTUtLC+rTbPw0x1rJ57Fjx5YuXRoXFzdjxowHHnjg/PnzntOMjo5u2bJFr9cnJSXV1tbST/nL56dGAQAg7PT19Qkx1q5du0Lf4/zp06fZhTSK9oK6In6aY63kc/ny5a+88gpFzV999RVtW157hGtpaVm4cOFHTjRw6NAh+cvnp0YBACAc/fa3v509ezaLsfLy8kLZS5bdbmc9oG7cuDHY6+KnOdZiPm02W3x8vOf4xYsXHz9+nA3TQH5+vvxl8lOjAAAQvtrb24UvApWXl4fmkayamhr2DR+KtIK9Ln6aY83l8+uvv96zZ8/q1as9/5WYmCh8I/PChQt6vV7+YvmpUQAACGsU5dTV1bGu6hMSEhoaGoIa95hMplin3t7e4K1FwE9zrK18sph9+vTpQ0NDnv+Njo6+cuUKG6aBmJgYr7OLCXrqAQAAFDI8PMw6fCeZmZmdnZ3BWIvNZktPT6dV1NfXB2P5nvhpjjWXz4sXL+7cuXPJkiWe/8IVLAAA4Ep3dzd7OooUFRUp/onoyspKWnJubm7IHqvnpznWYj4pxpoyZYrneDyDBQAAvKHQp7m5Wa/XU0MWExOzYsWKM2fOKLLkrq4uWqZOp1M8bpPAT3OslXyuW7duYGDgypUrH3/88caNG12fwRIq4+DBg3iLEAAAOGSxWNavXy889FJYWHj48GGbzRbIAlNTU2lRe/fuVTCd4+KnOdZKPo8ePZqTkzNp0qRZs2Zt2LDhiy++EP4lVMbo6OjmzZv1Tlu3bkU/WAAAwI+RkZGYmBjWGSkLs3Q6ndFo7Orq8uMGH3vAiwK1YCRVAj/NMTf55KZGAQAgUvX19bW1tVksltbW1qKiIuGClsFgqK6upv+OOZ9bH3c5tBD2iuLw8HDQE/1t/DTHkZxPvEUIAAARzGw2NzY2Ck/Bk2nTpkVHR9OYehG1tbWLFi2Ki4ujiSlKC32a+WmOucknNzUKAAC8OX36dHV1NXumSqabb75ZlaTy0xxzk09uahQAAPjkcDgaGxtnz55dUlIidgXr0UcfjY2NnThx4qlTp1RJJD/NMTf55KZGAQAAJFgsFqvVqtba+WmOucknNzUKAACgWfw0x9zkk5saBQAA0Cx+mmNu8slNjQIAAGgWP81xJOcT3TQAAABoCj/NMTf55KZGAQAANIuf5pibfHJTowAAAJrFT3PMTT4BAABAA9SOCEKEl3wqIjSbRcg2vkjKDtaCtUTMirAWrCViVsRPLOUV15n3VYRtkZGUHawFa4mYFWEtWEvErAgBFsgVYVtkJGUHa8FaImZFWAvWEjErQoAFckXYFhlJ2cFasJaIWRHWgrVEzIoQYAEEEec7mGahXjQLVaNNqBfwFbYYCC4clbQJ9aJZqBptQr2Ar7DFQHDhqKRNqBfNQtVoE+oFfIUtBoILRyVtQr1oFqpGm1Av4CtsMRBcOCppE+pFs1A12oR6AV9hiwEAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIs8E3UX3j+y2KxzJo1S6y3mNHR0S1btuj1+qSkpNraWvopPR584rVeor7N64yol2ATK//33nvvjjvumDJlysyZM48cOeI5I6omqOTsMomJiZ4zol5AJgRY4A+vrfVjjz22e/dusYa8paVl4cKFHznRwKFDh6THgx88W4txZ0G9hIZbXbz//vt0NtLW1vbHP/7x3Llz9913n+csqJoQkNhH9u/fX1NT4zke9QIyIcACf3gelQYGBjIyMux2u1gbv3jx4uPHj7NhGsjPz5ceD36QH2ChXkLMrS4oompubpaeElUTAmL7yOXLl+fMmfPJJ594Tol6AZkQYIE/PI9Kd9555wsvvOD5L+FnYmKixWJhwxcuXNDr9dLjwQ+ehW8wGOLj47Ozsw8cOHD16lXPKVEvoeFWNSkpKTt27JgxY0ZycvL69eutVqvnlKiaEBALsA4dOvTggw96nRL1AjIhwAJ/uB2V3njjjdtuu409cyB2wIqOjr5y5QobpoGYmBjp8eAHr4V/6dKlvr4+Op+urq72/C/qJTTcqobKs7y8/DMno9FYUVHhOQuqJgS87jLffPPNvHnzBgYGvM6CegGZEGCBP9yOSgsWLOjp6fH6LwFO+0JA4p7guXPnvJYt6iU03KqGipdKlQ1TjGUwGDxnQdWEgNddpr29/a677hKbBfUCMiHAAn9Iv3rj9ZiFBxdCQCLAMpvNKSkpnuNRL6HhVjUFBQUUV7Hh8+fPew2wUDUh4HWXyc3NPXnypNgsqBeQCQEW+EPO09NuPw8ePOj1FRux8eAHt8I3Go39/f2XL18eGBgoKiratGmT55Sol9Bwq5ojR46sXbtWuEXo+rgPqiaUPA9lx44du/322yWmRL2ATAiwwDfjXqkSC7BGR0c3b96sd9q6datr5zFex4NPvNbL0aNHc3Jy4uLiMjIytm/fbrfbXadnA6iXYBPbZZ566imDwZCUlLRu3TqvD7mjaoJKrF4KCgo6Ozu9Ts8GUC8gEwIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIs8MHrr7++YsUKnU43Y8aMhx9++PPPP2fjff36qdhy3IjNbrVa169fn5ycbDAYdu7cKZZasdk//PDDkpIS9iwqDdBPJcoGAADgrxBggQ9Wrlx5/Phxm8322WefbdiwYfXq1Wy8r18/FVuOG7HZKyoqjEbjeac1a9b84he/8Gn2xYsXb9++3eq0bds2+qlU+QAAADAIsMBPX3311ZQpU9hwID3vuS7HjdjsU6dOde2ksaCgwKfZ4+PjaaVs+OLFi/RTTn4BAADkQ4AFfurs7CwsLGTDgXw7wnU5bsRmpwDL9TMjYp+kEJu9rKzsqaee+vLLL61Wa11dHf2Um2cAAAB5EGCBP9599905c+a8//777KffXz91W44bsdnXrVsn9IJ9//33x8bG+jT7J598ct1117HeBWng008/9TH3AAAA40CABT4zmUyzZ88+deqUMMa/K1iey3HrVVls9i+++ILiqqSkpJSUlKeffjo1NdWn2YuKirZt2yY8g0U/Ay8TAAAAVwiwwDft7e0zZ8585513XEf68QyW1+W4kfMI1zPPPEPBlk+zT548Gc9gAQBAUCHAAh/s27dv9uzZg4ODbuN9/fqp2HJkLnbt2rVms9lqtb744ouzZs36wx/+4NPsFHjV1dWxK1hPPvkkPnoPAACKQ4AFPojyYLPZxnz/+qnYctyIzX7kyJGZM2fGx8evXLny3XffFUut2OwffPBBcXHxtU6rVq06c+aMgkUEAAAwhgALAAAAQHEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAU9v8A5iL8TMiJdA4AAAAASUVORK5CYII=)
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