Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit375-05-20021203_141800_20021203_190200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/03 |
Start Time | | 2002/12/03 14:18 |
End Time | | 2002/12/03 19:00 |
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 | | 12.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit375-05-20021203_141800_20021203_190200-constBx0 |
Minimum Dst Value | | -27 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAyMDoxMzo1MyBFU1QgMjAxODt3xTEAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNzUtMDUtMjAwMjEyMDNfMTQxODAwXzIwMDIxMjAzXzE5MDIwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMTItMDNUMTQ6MTg6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTEyLTAzVDE5OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC43MzIyMTc5OTk1LCAibWF4IjoyLjY4NDU0MjAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2mexxVAAAABGdBTUEAAK/INwWK6QAAPAtJREFUeJzt3X98FPWdP/D8giwhFzcQTIgkJhIseJGLNGiUqAsNGkvUaPPAiIBpQYlt0FwbYZEI8Q5reg/xgo9U0jPW2GKJmIfdRw2QRy/n3hVtSqMgzUnEoAGjFzDYVWK7QBC+728+3+/cdufHzu7OzszO5/X8g8dk2Zn5fOY9M5/3zH7mMzEXAQAAAEBTMUYXAAAAAMBqkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaMyaCVZMjDXrBQAQUZE4ef7+97+fNWtWwCVHYtVoC8BA1tz55A4qHGwAAAoicZIsLi5+7bXXDFk1zvkawsYMljW3V7CXSrt3777pppsSExOnT59+//33nzhxQviar5SUFMnP5dZy4cKFdevW2e321NRUp9NJfwY1+969exctWmSz2ahUq1atOnXqlPJi5T6XW45vScJZr9zWk6NQ8ZGRkaysLL//kvz+hx9+WFZWZh9HE/RnaBtHEldb3uPxrFy5csqUKWlpaZs3bxY+D7ZSmmz5SJDbnWJjY9PT0ysrK4eGhhRmD6H8w8PD3//+93NyciZMmEBzlZaWUqQkC+P3IU1cddVVvqug6Tlz5vh+Qfiv/v7+u+++mwI3ceLEwsLCV199lX3+xRdfUDlnzZo1adIkWvudd97Z3d0dsMziwoT8BTE6c545cyb8VYcg0jmBQqxJX1/fbbfdljyOJv70pz/5FkyyIQgqfHLn0oCNi56pEs9pmTVrHuw5YuHChXSBRS3N6dOnn3jiCWo/xLM888wzdXV1KpfPtLS0zJs376NxNPH8888HNfvixYv37NkzOjp68uTJNWvWLFmyRHmxcp/LLUduawS7XjVbT0xyI9Cp6sc//rFyI8Rcf/31Gzdu9IzbsGED/RnaxpHE1ZavqqqiJOPEuKVLl/785z8PrVKabPlIECdYbOLrr7/+9NNPf/SjHxUXFyvMHmz5P/nkk8svv5wWe/jw4b/+9a+UgL7++uu33nqrZGH8PqQJSpV+85vfCP/161//mj4RJ1gffPABZYdPP/308ePHKXf5wx/+8J3vfIf9F63rgQceoC+cPXv2s88+e+WVV26++WblMksWJuQvhDxL1CVYyrEeGBiYNm3a1q1bh8dRC0J/0ofKBQshfHKLQoJluCirOZ1KHnnkkfRxNCFcFVEIafedMWMGXZWyP3/yk59ceumldHn3gx/8gPZU4WsX//bSQbwKajmSkpL8PqQl5Obm0uHku5yAqNWnpohN08SCBQuCmt0XtaCTJ09WXqzc53LLESiUR816fUluPUnildJJaubMmV6vV02CRWuhsrHpL7/8UlhpOBtHkuW3/NSpUylVYtOUYwnZRrCVCnPLj42NPf7449nZ2Xa7nfIG9qHC8b59+3Zq22w2W1FRUV9fH/ucrvWvueYa+pD+i2VC4oPdr/pffPHFpEmTaKK6ulpILskLL7xAnyiXXzJ83/ve9yjjl6yj3Cy+Zdu1a5fvKqh2r776qrjwy5Yt27Jli+QqqDpUKbkC+K5U4SR5UWbjK588g51FfN6WDKvcbuDryJEjlGJSXVJSUu66666RkRE11VFeKe0AtED6Pm2oEGJ93333+d4SJps2bVq+fLlfwfyoDJ+vYBMsyYPCNxABNyZdnPzzP/9zTk5Oamrqd7/73a+++op9Lj6KxetS04jfeOONO3fuFApMVxHTp08PdrOYQZQlWBS8kpKSoXF0+U77K/ucYnPnnXfS9ajwJ33tk3E00dDQIHzuN+GHdpSnnnpKfKeBTta0Gwl/0uxpaWnUnuXn52/btu38+fOSS6O9U9g16VqE9rmgZvflcrkcDofyYuU+l1uOb3XCWa9AbutJEq/029/+9ssvvyxXHr8PKyoqKPp0yHk8nvr6evpTuZBqNo4ky295SrBomWyaMq2QKxXmlqd0gRZ19OjRP//5z7W1texDheO9vLx8cHCQKv7EE08IGQmdhTs6OuiUTWfkVatWSdbXt5EYHh5ev349u0NAGcZNN930yiuv0HR7eztNnzt3Trn8kuGjMlD7JFlHuVl8z0tUqlmzZr311lv0p9vtpmn6RHziosZJ+Fncz2233bZ06dI333zzr3/9q1wxLqo4SSpsfLllBjuL+LwtGVa5xfqaO3fuG2+8QVWmc0JNTc3q1avVV0dypXRWoS356bhbbrklhFhTjGh/9v2E/szIyFDeJirD5yv8O1h+gQi4Mbdu3fqtb33ro48+oqOVUsYf/vCH7HPJo9hvXWoa8a6urjlz5tCez/6LjuXGxkaVW8NUoizBuuKKK9577z02TZcaM2fOZNMUm2PHjglfoz+Fr/33f/+379f8JnyxLJsu6YS7uAyF+corrzx8+LDf9+k83tvbSweksCf5iYuLY+doQhPx8fFBzS44cOBAbm6ucCTLLVZ5deLl+FY8nPUKC5HcenL8Vvrb3/722muvZb1P1CRY7OY8WylNCKeGkDeOJB62/IoVK+hS++S4ZcuWJSQkhFapMLd8Xl6ecPNAoHC8U27Epv/yl7+wW1AkKyvr2Wef/fjjjxXqG/O36BKcThHsv06cOEE1cjqd9K/QoS3YPYc2oG/TKL5VIJ7F739/9rOf3XHHHRfHfy36t3/7N/EX2Fq8Xq9kAb788ktqw/7hH/7BZrPRBqyrq5O89A94klTY+HJ1D3YW8XlbMqxyi5VDW2DGjBnqqyO30v7+fjZNM0pWQTnWtKv4xYi+LBxfMSJC4dWEz5cmCZZvIHxJbszZs2e///77bJqOFDoDs2nJo9hvXSob8fnz57Pr7Q8++IAKQKGRq4uZRVmCRfucsMvSBP3Jpik2vj1D6U+5r/lN+KGdafPmzTfeeKPvh3Q5e/vtt8sVia6VfW9N+R4qaq7dFWZn6Co2Ozt7//79wieh3SoQL0cguTXUr1cgufXk+K306quv3rdvn0J5/D6ka6ANGzYIfbDoT+VChnAHi5Mt//nnn1NeRXkGXXA/+eSTwhV2sJUKduP47e2+h7ZA4XiXrNE777xTXl4+derUWbNmCb/ryX2ZlWfjxo2+fdfoepq+IPxGGXA7iNEGVMikJ0yY4PcLF9WLcjjfr9EXpk+f/qtf/Yr+FX5l81uOwh0sAZ0SKXO6//77JW9tBjxJqtz4voKdRXze9vtf5cX6ootViiPtxmynEvLgYKvj+30hUnL9FpRjTdc8IdzBEojDJ9lAKCwqqATLNxABNyalob6pobADSx7FfutS2Yi7XK5vfOMb58+fv/fee+mqSa4iJhdlCZbKKyTfizOaEH+N/dIsidoqv74yBQUFb775ptz3h4aG6GQn+V9qep8ozH5xPLfLzMx8++231SxWYXWSyxGIj8Og1utLvPXkiEMmeT0n9306wiPaB4ufLe/rpz/9KSVbAVeq1cbxRSlRUHewFGpEp+nOzk6hJfM72P2+THuRcNPi3XffpWvl11577bLLLhNuBwa751CL6HQ6/T4UVjpnzpw//OEPvv/V09OTk5Pj97WnnnoqISFB+FlEnGBRmH784x8rl4ShK5C/+7u/E38e8CQpt/EVTp4h3MFS86eaO1j04UsvvURXC9Qk07/iLRbsvqTmDpZyrCkzEPfBuu+++yTXK0cufJJrVPn5xUAHRcCNSanP4OCgeLGSR7HfulQGgo5iuup+9NFH6egQOghGnShLsOhyU/j5llLs+vp69rn4ILnllltY9wKaEHcFmDZtmu9PfitWrKA/z5079/HHH9fU1Phe8O3evfuGG27wK0ZlZSXtGRR1movKs3btWsnSbt++XfL5I5Wzb926NTs7WzjIAy5W7nO55fhurnDWq7D1FKi/upL8kJo9ij67g/XYY48JzV6wG0cSV1uezvh0NNFm3LlzZ1ZWlnDnP9hKhbnln3zySYfD8eGHH/r23lB/vLMJOrLo3E1HFiVYlAKyD/0Odt95T5069fjjjxcVFV0c78dGJ/T/+q//ounf/OY311xzDfv1R6H8kjvqsWPHaNXCk2VUnddff134JqWwtJb//M///HKc2+3Oz8//l3/5F4UF+n4uTHzwwQeUQT7zzDO0Zc6cObN//37hKcKbb775lVdeOXHiBO0YVOY1a9bcdtttkstUPknKbXy/7elLZbzkNqDcn3KL9UVb49e//jVtCtqFaFOIt1iw+xJ9X+iDdeutt4YQazqU0tLSKEbCU4T0p3DHS26bqAyfwnYL+PlFxYPiooqN2dTURBuTlkDH2p/+9Kd77rmHfS55FPutS/1OQhdy9GFra6vKSplQNJX14vgdRUpH2AMINCHcaRQfJOwBmdTU1Iceesj3OQU2QY2E3W4X/ty1a9fcuXMnTpxIDQzt0JSzC4sqLi52uVx+xWDfT0xMpOybdhe5zhCUg1MCzsZqWr9+vXD/U+Xs4ps6o6OjCouV+1xuOeL/Cm29CltPTb0kvxDw+9TAlJaWXjKOTkDCrfhgNw62/AsvvECNRFJS0uLFiw8cOCB8OdhKhbnlqTmhRHnGjBl0zFJTxD5Uf7yzCcoR6draZrNRevTGG2+wD/0Odt+ST5ky5Y477mA7z8qVK1mHJ4bKwJ5rUSi/5N57cfx3/+9973u0VRMSEqZOnXrXXXf9/ve/F7bGiy++WFhYyHZdmnjppZcCLjBG1MJdHH/qlpZMpaIdYP78+cI4WP/xH/9Bn9NmpO2Qm5v7gx/8QHLHiAl0kpTb+H7b05fKeMnVV+5PucX6oithCv2ECRMo+3/22WfFWyzYfYm+8OCDD9LGoU30T//0T7RkySooxJocOnSITlOTx1GW9u677/quSPJ4VBk+yYUE/FwgPiiC2phff/01fT579mxqxeiCQWgiJY9iv3Wp30lol541a9bY2JhfleW2hglFU1kBAEAT0dVQGYvyJMp1jC6Fwc6fPy/00NfH7bff/qtf/UrPNWoOxxgAAHeQYAVUW1s7PDx87Nixb33rW//4j/9odHEM1tvbKzwtGGlff/31z372s6uvvloYqSFK4RiDiBDfADfhCT0qChksS1YKNIe9IqCmpqYZM2ZceumlDzzwQJQOE6Ch5OTk5557Tp910c6Zk5NDKZ0+q4scHGMAAAAAGkOCBQAAAKAxJFgAAAAAGkOCBQAAAKAxJFgAAAAAGkOCBQAAAKAxXhIsyWfXAQAAQGdGZwQ64aae3EQUAADAtPhpjrmpJzcRBQAAMC1+mmNu6slNRAEAAEyLn+aYm3pyE1EAAADT4qc55qae3EQUAADAtPhpjrmpJzcRBQAAMC1+mmNu6qkiol6vV4eSAAAAcAsJlhX4DbwxNjYm/s7w8HBfX5/b7Z4/f/6ECROcTqf+5QQAAOAEEiyroYimpqauXbu2qqqqpKSkoKBgxowZkgOgZWRkLF++vK2tjXIvo0sNAABgKUiwrEZuPNm0tLTZs2c7HI5vfvOb08b5/m9+fn5dXV1XVxd+PQQAAAgfEiyroYhed911DQ0NbW1tlDD19vYODg5KfrO/v7+pqam0tDQ5OVnItGw22/z587OyslasWKFvwQEAAKwDCZbVhBBRr9frdrudTmdhYaHvba2+vr5IlBAAAMDykGBZTZgRHRkZqa+vj42NpeVs2bJFq1IBAABwBQmW3vbu3bto0SKbzTZ9+vRVq1adOnVK/J1wXsetSUQ7OztpOQkJCV1dXeEvDQAAgDdIsPS2ePHiPXv2jI6Onjx5cs2aNUuWLBF/J5yoaBXRhoYGWpTdbh8YGNBkgQAAAPxAgmWk06dPT548Wfy5GRIsUlZWxh4wpHRQq2UCAADwAAmWkVwul8PhEH/ORlVISkqi5Gbbtm3nz59Xv0wNI0p51ezZs2mBFRUVWi0TAACAB0iwDHPgwIHc3NwjR47IfeHMmTO9vb0LFiyora31+y+5wa5C6LOlrL+/nw3igA7vAAAA6iHBMobb7c7Ozt6/f3/Abx4/ftxut6tfsuYRRYd3AACAYCHBMkB7e3tmZubbb7+t5stDQ0Pp6enqFx6JiKLDOwAAQFCQYOlt69at2dnZ/f394v8SglFZWdnX13f27NnDhw+XlJSsXbtW/fIjFFF0eAcAAFAPCZbexF2mhJRFCMauXbvmzp2bmJg4c+bMjRs3BvV+wAhFFB3eAQAA1EOCZTWRiyg6vAMAAKiEBMtqIhpRdHgHAABQAwmW1UQ6oujwDgAAEBASLKvRIaJLliyhtdhstn//93+P9LoAAACiERIsK4jcQKOS3nrrLbai5ORkl8sV6dUBAABEHSRYVqNDRMfGxhYuXDhx4kSWZlVUVAwNDUV6pQAAAFEECZbV6BZRSrOam5vZc4V2u72lpUWf9QIAAJgfEiyr0TmiQ0NDbAxSUlxcLDmAKgAAAG+QYFmNIRHt6OjIyMhgPd8bGhrGxsb0LwMAAIB5IMGyGqMi6vF4Vq9ezW5lzZ49u6enZ3h42JCSAAAAGA4JltUYG1G3283eqMPceuutBhYGAADAKEiwrMbwiHq93vr6+tjYWDbme1AvUgQAALAGw5tj3XBTT3NEtKmpiUqSlJTk8XiMLgsAAIDeTNIc64Cbepomog6HA2+GBgAAPpmnOY40K9dT55HcVXK73VSYjIwM/EoIAAC8MU9zHGnc1NNMES0qKqLyNDU1GV0QAAAAXZmqOY4obupppoi6XC7cxAIAAA6ZqjmOKG7qabKIFhQUUJHa2tqMLggAAIB+zNYcRw439TRZRDs6OqhIeXl5GN4dAAD4YbbmOHK4qafJIkp5FWVXuIkFAABcMVtzHDnc1NN8EaXUikpVUFBgdEEAAAB0YsLmOEK4qaf5Ijo2NpaTk0MFc7lcRpcFAABADyZsjiOEm3qaMqJsYHfcxAIAAE6YszmOBCvX05wDjfryer0ZGRlUtu7ubqPLAgAAEHHmbI4jgZt6mjWi7CaWw+EwuiAAAAARZ9rmWHPc1NOsEfV4PHa7nYrndruNLgsAAEBkmbY51hw39TRxRBsaGqh4ZWVlRhcEAAAgsszcHGuLm3qaOKLCTayDBw8aXRYAAIAIMnNzrC1u6mnuiNbW1lIJy8vLjS4IAABABJm8OdYQN/U0d0SHh4dtNhsVsr+/3+iyAAAARIrJm2MNcVNP00eU3cSqqqoyuiAAAACRYv7mWCvc1NP0ER0cHEwYNzAwYHRZAAAAIsL8zbFWrFxP8w806qeqqorKWV1dbXRBAAAAIiIqmmNNcFPPaIjowMBAQkKCzWYbHh42uiwAAADai4rmWBPc1DNKIlpRUUFFra2tNbogAAAA2ouW5jh83NQzSiK6f/9+Kmp8fPzRo0eNLgsAAIDGoqU5Dh839YySiLa3t7MeY4sXLza6LAAAABqLluY4fNzUM0oi2t/fn5SURKWdOHHi4OCg0cUBAADQUrQ0x+EzSz337t27aNEim802ffr0VatWnTp1SvydCxcurFu3zm63p6amOp1O+lP98qMooqOjo8uWLaMCL1++3OiyAAAAaCmKmuMwmaWeixcv3rNnD+UWJ0+eXLNmzZIlS8TfaWlpmTdv3kfjaOL5559Xv/zoiujg4CAb2B1vJwQAACuJruY4HGas5+nTpydPniz+/Prrr6ckjE3TxIIFC9QvM+oi6nQ6qcwOh8PoggAAAGgm6prjkJmxni6XSzKxSElJGRkZYdOfffaZ3W5Xv8yoi6jH46EKUrE7OzuNLgsAAIA2oq45Dpnp6nngwIHc3NwjR46I/ysuLu7cuXNsmibi4+P9vhCjKOJF11pTUxMVOz8/f2xszOiyAAAAaCAam+PQmKuebrc7Ozt7//79kv/L1R0sQnlVXl4elby1tdXosgAAAGggGpvj0Jionu3t7ZmZmW+//bbcF7jqg8WwYbEyMjK8Xq/RZQEAAAhXlDbHITBLPbdu3Zqdnd3f3y/+LyEY27dv5+QpQl9FRUVU+IaGBqMLAgAAEK7obY6DZZZ6irtMjY6OCv/FJi5cuPDoo4/ax61fv96q42D5cbvdVPjk5GS8ARoAAKJd9DbHweKmntEc0fLycip/dXW10QUBAAAIS1Q3x0Hhpp7RHNGBgYGEcZI/oQIAAESLqG6Og8JNPaM8otXV1VSF8vJyowsCAAAQumhvjtXjpp5RHtHh4WE27qjb7Ta6LAAAACGK9uZYPSvXM9oHGvXT0NBAtSgsLDS6IAAAACGyQHOsEjf1jP6Ier3ejIwMqkh7e7vRZQEAAAiFBZpjlbippyUi2tbWRhXJy8vDuKMAABCNrNEcq8FNPS0R0bGxsfz8fKpLU1OT0WUBAAAImjWaYzW4qadVItrV1UV1mTRpkuT7sAEAAMzMMs1xQNzU00IRpeyKqjN16tSxsTGjywIAABAEKzXHyripp4UieuWVV7LnIp1Op9FlAQAACIKVmmNl3NTTQhEdHh7etGlTQkICVaq1tdXo4gAAAKhlpeZYGTf1tFxEKbWiSlGahaFHAQAgWlivOZajfT29Xm99ff3MmTNtNhv9u2nTpjNnzmi+FjUsNtComNPppHrZ7Xa8oxAAAKKCJZtjSdrXc+3atYsWLerr66NMi/5duHDhI488ovlagmXJiI6NjZWXl1PVZs+ePTIyYnRxAAAAArBkcyxJ+3qmp6cPDQ0Jf9I0faL5WoJl1YiOjo4WFBRQ7RwOBx4qBAAAk7NqcyyGBCvqDQ8Ps1foVFVVGV0WAAAAJRZujv1E5CfCkpKS9957z+v10r80jZ8II623tzc5OZnq2NjYaHRZAAAAZFm7OfYVkU7uGzduvOKKK2w2G/37+OOPG9XJ3ZflI+pyuVhffpowuiwAAADSLN8cC7ipJwcRbWxspGomJyf39vYaXRYAAAAJPDTHDDf15COiVVVVVNOMjIzh4WGjywIAAOCPk+b4YiQSrL6+vgULFrD35ZlnDCozlEEHY2NjDoeDKjt58uTS0lKv12t0iQAAAP4XJ83xxUgkWEVFRU888cRf/vIXzZccDn4iOjIyMnXqVJbXdnd3G10cAACA/8VPc6x9PW0221dffaX5YkNg+ZHc5bz66qtxcXFU5YaGBqPLAgD88nq9S5cu/eY3v3n06FGjywJmwU9zrH09L7/88sHBQc0XGyZ+Isp0dnayNxV2dXUZXRYAMMDAwIDRRbj4y1/+kl3fzp49GyMhA8NPc6x9PZ977rny8nKzdbLmJ6KChoYG9qZCM5xnAUAHdOLt6+tzu91XX301Hf4PP/ywsYWZNWuW8BuC0+k0sDBgHvw0x9rUMyYQTdYSZgmNLoIBysrKqOL5+fmjo6NGlwUAtDEyMnLLLbfMmTPnkUceqaqqKikpKSgomDFjhvjEm5aWZlQhKbuaPXs2u3f1y1/+MiEhgaZbW1uNKg+YBz/NMTf15CaiviivYue4iooKo8pA19NGrRrAklpaWuQuZSmjokPe4XDcdNNN8fHx9ElnZ6f+JfTNrtivGZRasU4Lbrdb//KAqfDTHGtfz9jYWM2XGT5+Iuqnv7+fvUVny5Yt+q/9nnvuoVXn5eU1yKivr6dr8crKSo/Ho3/xAKLRSy+9RIdVXFzcj370o7a2tq6urt7eXnHP16effjpmfFS8kZERPYsnzq4Yp9PJOi3QSUnP8oDZ8NMca1/Pyy677H/+5380X2yY+ImomCEd3ilhouSJsu2APx8zV1xxhQmfjQAwG6/XS1csdMg0NTUF/DIbFU/PG9hy2dXF8VH6ysvL2X/pnPOBqfDTHGtfz2eeeebuu+8+duzYhQsXNF94yPiJqCQ9O7zTaZRO/WlpaSxzysrKWrlypdwdrOXLlws5Fl1q4+cDAGVbtmxhHSvVPJRHFy3sBvaOHTt0KJtCdsWMjo4WFBTQFyjzw0OF3OKnOda+npL3JzRfSwilMroIBtOnw3t7ezu7vGbn0J6enoCz9PX1HTp0qLS0lN1mQzdYADmUMNlsNjpS9u3bp3KWtrY2dnE1NDQU0bIFzK6Er9GlFH2tqqoqouUB0+KnObZyPc2W5Bkr0h3e3W53YWEh29S0IpfLFdTsdDnLumiQ6upqXN0CiLGf2JYvXx7UXOziqqSkJEKluqg6u2J6e3vZfbXGxsbIFQlMi5/mmJt6chNRBZp3eKekjS6L+/r62Bmc/czX2toacnq0Y8cOdoHucDjQSwPAV1dXF7sXFewog3QosZ/sm5ubI1GwoLIrhi7A2Bkj2CsxsAB+mmNu6slNRJVp2OGdzqQpKSlxcXHsaXA67zc0NIT/emm6umW/IOTk5GCIBwAmqL7tYh0dHTQvXV9p/gRfd3f3N77xjaCyK6axsZEViQ55bYsEJsdPc8xNPbmJaEBCh/d33nkn5IXQ6f7BBx9k16CUY9XU1Gg4dj8tqqioiJ18cYFrchhfQx9B9W2XVFVVRUugI0vD39/Xrl3LTgKUY4VwBmBFogsqs735AyKKn+aYm3pyE1E12C96sbGxW7duDWH2zs5OoSd7bm7uH//4R81LSAkcO/nG4JXVJnbnnXdSgDZt2mR0QSwuhL7tYpQKs9HeNRwSb9q0aexMcuTIkRBmp1SPDSRxySWXvPLKK1qVCkyOn+aYm3pyE1E13n//fZa7xMfHV1dXqx+7ob+/nz3ux34R6O7ujmg5n376afaGDWoY3njjjYiuC4JFrWNcXBxFh9r+gwcPGl0cKwutb7uY2+1mPQQ0iVdzczMtbdKkSS+++GLICxkZGZkwYQK7EU7He/h9DMD8+GmOTVTPgI/7hfNUID8RVWnTpk3Tp08XNiadwZUvjunyt66ujqU7dru9qalJnwf9urq62GildK2sw+pAPfajFUM7Rmh9gyCgkPu2S6qpqWE/NYaZyghPzHR0dIRZpLvvvlvYkXJyctra2sJcIJgcP82x6eqpnGBFYrE8GxgYqK6uZr8+sP4ZLpdLnDm1trayjufUjq5evVrn5/uuvfZaVjy6wNVzvaCA0vGEcZ2dnbW1tSxApaWlePZTW2H2bZdcIHvij66XQl4InSJYL0mtxrIaGhqiPJKNQUpoItJ3x8FA/DTHpqsnEiz90ZVxQ0ODMPY6ndCbm5vZBW5PT48wulVxcbFRz/u8+OKLMXhTrGkIvXmcTif7hNIstv9QIo6mUUPh920Xo4OaJcchH02sVLQPaPuIA9Wxra2N7Vox4wN34adnS+KnOTZdPZUTLDqJJyUl0elm27Zt58+f12SxwFBGRXmV0HvdbrdPmTKFTdMpT59XbSior69n7XekB6SGgFiXIEq4fVt9igu1iGyHocQLQ8WGT5O+7ZLYo8R0Ov3tb38b7LyU9LCuAhG62qETUWNjI51/2L5UVVWFt5RaDD/NsenqGXDTnzlzpre3d8GCBbW1teJ5FUSsyJZC7aLL5WL3/xnazhF9u476grH2W9vnzCFYrGsztX/iZo/iQk0ja30LCwvRLoZJq77tYhSpzMxMdoAHlSdR9kPXtzRXTU2N5qXy5fF46MzD8svExMS5c+c+9NBDOPCtgZ/m2HT1VLnpjx8/Tqd4zRcLgvXr11NLSc2k0QX5XyMjIzk5OTHj79IxuiycOnjwIGvzFMYn6+npYWFKTk5ub2+nNAuPhoVA277tYsKbqaZNm6bmnaFMXV1dzPgTxPrEdGBgwPd98DfccIPmN/NAf/w0x6arp8pNPzQ0lJ6ervliwZcZblz56e3tZQ08HjXSn/A6y4AJrsfjqaysFNrFqVOnYjzSoGjet11sbGzs5ZdfZk+Q0DGlpg+A2+1mnbfUJ2Sa+MUvfsFeF8Hk5+e3tLQEdXaiyr755psbNmw4dOhQ5MoJKvHTHJuunuJNL3xCp+y+vr6zZ88ePny4pKRk7dq14SwWohSlVjEYe8kIbOjXgoIClXcvWltb2RBH5N1334108axk3bp1MVr3bZdEy6d0mcWovr5e4ZuU0LAbk4YM/DsyMnL06FEqIXucmd3bq6mpUX7zz+DgIKViFRUVQo+u2NjY3/3ud7oVGyTx0xybqJ5yXaaE6V27ds2dOzcxMXHmzJkbN24M6h41PxHlwerVq2PGh8zBoAC6aW9vZ7/6BfWCyO7ubnbHMZxBAXjzwAMPsHOgbj+HURbCes6Vl5fL3RliBx2l18Z2hKK1065YXFwstBR0sd3R0SGUisrvcrkoaxSe1xESMjZBLQjV18AqAD/NMTf15CaiPKCTKRs8orS0FP1edTAwMMBGlWxtbQ12XjZiFs2LVk0llgpMnDhRz32bUmG2XkqhxA/qspfEU66s+buiQ0aJPmVRbLck6enpN99883XXXcd2NiGpqqiooB1vcHDQ4/H867/+6x133MH+q7Ky0oRdIDjBT3PMTT25iSgnqA1gPxYo/64B4RPSWWqTQlvCjh07YsaHMevq6tK2bNbjcrloW02YMCGEXDZMlDyxPnZ0ZPn2shoZGWHHmglH+qW0qbm5mRWbod2suLi4oaGBqiCZoba3t7O0LC8vD90MDMFPc8xNPbmJKD/omptdrdLltdFlsTI2UHtOTk44V/xs4KVgf2HkjdfrZf2cKGkwpACUr7DBUHy7vVdUVNAnDofDkCKpxAbtW7RokZq9dGBggI0aT9XEjVX98dMcc1NPbiLKFbqkZs22+vdVQ1DYYAGUyIY/iD973n7GjBkRGnfAAtjQCYWFhQb+8O3X7Z3dfaRDzOSjmg0NDXV0dKjvmEvfFKqJnwt1xk9zbOV6yvWaBythl9dTp07dtm2b0WWxFGpQ//7v/57dI9TktyFquVnfZEog0J6J9ff3GzIIgiSh2ztj1VFR8HOhIfhpjrmpJzcR5Q011ZRdsWYAbyrU0E9+8hO2Va+++mqtljkyMsK6y5SXl+PpBD8OhyPGTIPo7ty5k+0Al19+udFliSD8XKg/fppjburJTUQ59NRTTwlPEpnh6t8aysrKWKvz3nvvabjY/v5+9lpoDNzgi/0SR1vGPCOyer3elJQUKtWmTZuMLktk+f5cmJOT8/777xtdIovjpznmpp7cRJRPf/zjHxcuXBijekxqUMY6A9nt9kg8lo+BG/xQUsUe0zPbrjsyMsLPq2kaGxtZjnXNNdcYXRaL46c55qae3ESUW+rHpAZlra2trGN75H5yxcANvth+W1xcbHRBuDY6Opqenk6BiI+PD/+RDlDAT3PMTT25iSjn1IxJDQqEwS8i3a8ZAzcw1Jazvu3mGcOTW16v96GHHqLdsqioyOiyWBk/zTE39eQmoqA8JjUooDaePVSlzy1ADNwgDOLqdDqNLgv8X3RVRjskfr+OKH6aY27qyU1E4aL8mNSggLIcNsplyCO2B0sYuCErK+vYsWP6rNRUqBUPfxBX0FZHRwfrgIhXnUYIP80xN/XkJqLASI5JDXKogS8qKmI9gYJ6jXqYDh06FBsby34rdLlcuq3XDCijZbdaeau4+ZWWllJcqqqqjC6INfHTHFu5nhholHO+3d6dTid+LlTAxmvNy8vT+dc6yoMTExOFg5SKwU+Y2C+kZWVlRhcE/A0MDNCFGUWHn4co9cRPc8xNPbmJKPgRur3HxsaiX4WkiA7KENDg4ODu3bufffZZ1v2LisFDmNxuN7u9avJX0HBry5YtFKD8/HyMiKs5fppjburJTURB7MUXX2Q3SObMmWN0WUxHh0EZVBoaGmKjm7JfKi38VB212ayPILXiRpcFpHm93ry8PIpRY2Oj0WUJkWk79vHTHHNTT24iCpLq6urYfSz0x/Kl26AM6nV0dLBRN202W0NDg1b3Dzwej8vlCr/JkVzC8PBwX18fZajPPffc/fffv3nzZpo+ePCg5N0park3bNhAFaQcC3dHzIyOjphoeNG1GO1Xjz322IQJE6677jqjyyKBn+aYm3pyE1GQQzkEO10ODAwYXRZT0HlQBvUoGVq9ejW7lUVZSE9PT8g9w4TUZ+bMmex5vQYZtbW1mZmZeXl5tDXkvkOzx8XFlZaWVlVVlZSUFBQUsEf6ldntdprR4XCUl5cvW7YsKSmJfU7tt7bbDTRXWVnJBtUzuiCqUCLY0tJSUVHBHp5gUlJSqPxNTU3meZs1P80xN/XkJqKggJ0uqV3EnYOtW7eye1e6DcoQLMqK2O9oTHZ2tlzeQyhxufvuu9etWxdU6qOVtLQ0KiqlUFdddVXM+FDgxcXF+fn5CmWgbxq9gSGwoaEhlqx0dnYaXRZpo6OjLperurqa/aApoH3v0ksvnTZtmu+HVBczJFsx3DTH3NSTm4iCAjoZsdNQbW2t0WUxWGpqKksF9ByUIVhUtvr6ejaOQ5ipzx133EFJz8MPPyyXon3/+9+fMmVKZmam0+mU+05paekVV1zx0EMPtbW1dXV19fb2+v14RAXesWOH39j0IyMjAwMDlC92dHS0trYuWrTo2muvxRuFowWlIzHj9z61OlIo9Pfdd19dXZ3CzVQ6TRUWFm7atEnuO3QVQd+55ppr2GWSkD9VVFS0tLT47pbDw8Pt7e2UgflerpBLLrmE9vZZs2YdOnRIk3qpx09zzE09uYkoKGNvJjHzJakO6Lo8Li6ONgJlFUaXJTBqHq666irKkOQamwcffJC1Gffcc49c6gMQmrGxsYKCghiNfkmnpU2ePDnkCwYxOpvRlQMdBT09PQFvzEsmW3RdofMNLX6aY27qyU1EISB2SZqWlsbPkEt+6BI5xsQ/DoaAWhe8NxoihPYulsqE/2QrG/0hZnzMObkLhqqqKpvNRnnPY489JvedzMxMukZ6+OGHQ35u4+jRo1lZWRMmTGBVo7NimFVTj5/mmJt6chNRUION1OxwODjsjOXxeFi3EvN0egUwOfbURUlJSTgL2bdvH3uxN13hKL+HR03aRAdyOIVhvF4vu9widFbU5+1A/DTHVq6n361Uo4sDJkLnEdYBma4FjS6L3hobG8NvKgC4QtlMWlpaTBjjvNAS2DnHhC/27uzsZLXLyMjQ4eFWfppjburJTURBJTYEFOHqbRh0wcpGmcIPagBBYUPyTp48ee/evSHMXl5eHjM+gq4575oPDQ2xl7eyFDCiheSnOeamntxEFNSrr6+PGX+eWZ8b42bABgMrKCgwuiAA0eeSSy5hPZaOHj0a1IzNzc0x40/5mfnZC0qqGhsb2TNAhYWFESpqX18fP80xN/XkJqKgHp1Q6IIyJnoGEgwfe3oIw9kDhGDp0qXsHk9GRkZPT4/KuQ4ePMheHe1yuSJaPE1QvXJycmLGx2R++eWX9+3bp+FILl1dXVz12OGmntxEFIIiDCSo50M0RqHzO7tjZ84fKQBMjg6c119/fdGiRTHjr3JSc6EyOjrKrmqqq6t1KKEmPB4PG5OZufHGG7VacktLCxIsC+InohAslnbQ6fJ3v/ud0WWJLIfDwUkqCRA5lGZRtsQShYCDY1VVVbEf5c08oq+k1tZWNlpeYmKiVp0odu7ciQTLgviJKISgpqaG9pDY2NjS0lKjyxIpbCwfu90e/guPAaClpYV1VyovL5c7ptrb29lvbX6D+0eLV199NSUlJWb8laAhvw9UIDxHyU9zzE09uYkohIAuLtlrj+Pj4zUZXcaE2ENMJnxEHCBKdXd3sw4GBQUF4lGLBwYG2FmltbXVkOJpgvIq9hMn5UZhjrPKrmOLior4aY65qSc3EYXQ7Nixgw1qXFdXZ3RZtEfnerrattls4V+GAoCAcg6Wf/h1ex8bGyssLLTG+xLompM9DBRU134/NCMbFgdPEVoEBhqFoLBxlmlXaWlpMbosGmPXjqtXrza6IABWQ/kHG0HKt9s7Gx49JyfHGr/IUy3KysrYz51utzvY2YX3ObI76Pw0x9zUk5uIQjjo/MjGubHSOJzDw8PsKfHw36QGAGJ+3d7ZYAR0Gunt7TW6aJqhOrJHC6leHR0d6mf0er0//OEPWbrJevrz0xxzU09uIgphamhoiOp+qWKsRvyM9QVgCKHbO/P0008bXSLtsTtzVM3m5maVs+Tl5bENIly18tMcc1NPbiIK4Vu+fDnr1GmBHkt0ycjeMsbVG4EADLF582aWTOTn5xtdlkhhLzMlW7ZsUfjayMhIU1MT64hG0tPThf/ipznmpp7cRBTCJ4zwTmeHaO9CQec49uSO0QUBsL6DBw/Gx8fHxcW98cYbRpclgoR7dbW1tX7/RVd07e3tZWVlws285OTkuXPnvvPOO8J3+GmOTVTPgL3RL1y4sG7dOrvdnpqa6nQ66c+gFq5FGYEXdPnFHg4qLy+P3nHPqeTs/nxUvKMDwAKGh4fFQzZYT0dHB0uhKioq2BnS7XavXr2ajUzBfkakkyd9TTzCKj/NsenqqbDpKWueN2/eR+No4vnnn9dksQCS+vv72Y9r0TtwA53dqPyUYxldEACwmn379rF0Kjc3VxhBlN0vb25uVhj8nZ/m2HT1VNj0119//Z49e9g0TSxYsECTxQLIifaBG9ij0VFaeAAwuQ0bNgh5VU5OTn19/cDAQMC5+GmOTVdPhU2fkpIiJMWfffaZ3W7XZLEACqJ34Aa3283GBoy6l6ABQFRgJ5m4uLiXXnpJ/Vz8NMemq6fCpqconjt3jk3TRHx8vHheBREsNFhaNA7cMDY2VlpaGvBJHwCAcAwODgbb54yf5th09cQdLDAhNnDDZZddduzYMaPLEpjH48nMzKQCT5w40aqvVgSAKMVPc2y6eqIPFpjQ2NjY/PnzY8bfBv3WW28ZXZwAuru72V1bKrPRZQEA+Bv8NMemq6d40wufbN++HU8RglFof2NZS1pa2sGDB40ujpLVq1dTOSdNmnTgwAGjywIA8Df4aY5NVE+5LlPC9IULFx599FH7uPXr12McLNCT1+u99957U1NTWZ/3pqYmo0skrbW1NWb8vbNWeg8aAFgGP80xN/XkJqIQUZRmsbdxkdLSUoWxXgzR09PDxpVoa2szuiwAABL4aY65qSc3EQUddHZ2sjFIMzIyuru7jS7O/zM8PEzloVLV1NQYXRYAAGn8NMfc1JObiII+hoaGSkpK2K0sp9Np+Ot0qABFRUVUGIfDYXhhAADk8NMcc1NPbiIKuqE8prGxkf0kV1hYODg4aGBhWMf2GTNmDA8PG1gMAABl/DTH3NSTm4iCznp6enJycthIpO3t7Ya85xUd2wEgWvDTHFu5nhjJHfTh8XgqKyuFPe3b3/62np3f0bEdAKIIP80xN/XkJqJglNbW1tjYWCHNysjIKCsrq6ura29v7+vri1C/KHRsB4Dowk9zzE09uYkoGKilpSUvL++qq65KTk72u4Fqs9kKCgpWrly5YsWKJ598UpOeUujYDgBRh5/mmJt6chNRMImBgQGXy9XQ0FBeXk5ZV4yI3W6n9Ki6urqpqamrq0tIuTwez759+9SsAh3bASDq8NMcc1NPbiIK5jQ6OtrT0yN01WIjwotTruuuuy4pKYmmly5dqtyRCx3bASAa8dMcc1NPbiIKZjY2NtbR0UGZFk1T/uR2u5ubm2tqahwOBxu51I9cRy50bAeAKMVPc8xNPbmJKEQvlnKtXbt2/vz58+bNk+vIddddd02aNAkd2wEgGvHTHHNTT24iClai3JHL2KFNAQBCwE9zzE09uYkoWBjryLV06VLan7OysvDkIABEHX6aYyvX0+9y3+jiAGhmcHAQ2RUARCN+mmNu6slNRAEAAEyLn+aYm3pyE1EAAADT4qc55qae3EQUAADAtPhpjrmpJzcRBQAAMC1+mmNu6slNRAEAAEyLn+aYm3pyE1EAAADT4qc55qaeAAAAYAJGZwQ64aWekaDPXmKltei2IqzFtCvCWky7IqzFtCuy0lr0XJHheKlnJFhpp7fYoYW1mHZFWItpV4S1mHZFVlqLnisyHC/1jAQr7fQWO7SwFtOuCGsx7YqwFtOuyEpr0XNFhuOlnpFgpZ3eYocW1mLaFWEtpl0R1mLaFVlpLXquyHC81BOU8bPHRx2ExrQQGtNCaMyMn+jwUk9Qxs8eH3UQGtNCaEwLoTEzfqLDSz1BGT97fNRBaEwLoTEthMbM+IkOL/UEZfzs8VEHoTEthMa0EBoz4yc6vNQTlPGzx0cdhMa0EBrTQmjMjJ/o8FJPAAAAAN0gwQIAAADQGBIsAAAAAI0hwQIAAADQGBIsAAAAAI0hwQIAAADQGBIsAAAAAI0hwbKmmP9P8kPxfwkuXLiwbt06u92emprqdDrpT+XPIVhy2//dd9+95ZZbJk+enJmZ+cILL4hnRGgiTc1Rk5KSIp4RoYk0ydB8+OGHZWVl9nE0QX+KZ0RodCAZHY/Hs3LlyilTpqSlpW3evFlyRstHBwmWlYmbioCztLS0zJs376NxNPH8888rfw6h8YvFkSNHsrKyduzY8ec///n48eP33nuveBaERh8Kh8kzzzxTV1cn/hyh0YdfaK6//vqNGzd6xm3YsIH+FM+C0OjGLzpVVVWVlZUnxi1duvTnP/+5eBbLRwcJlpWpT7CE/6KT1J49e9g0TSxYsED5cwiNXywoo2publb+JkKjD7nD5OzZs7m5uZ988on4mwiNPvxCk5SUdPr0aTb95Zdf0p/ibyI0uvGLztSpU0+ePMmmKccqLi4Wf9Py0UGCZWXiBCstLY1OQ/n5+du2bTt//rz4mykpKSMjI2z6s88+s9vtyp9DaPxCk56e/vjjj0+fPn3KlCkrV66kK3LxNxEafcglWHQZ/d3vflfymwiNPvxCU1FRsWnTpi+++IKOl/r6evpT/E2ERjfiBIs2LJumTMt3C/MTHSRYVibZVJw5c6a3t5euCWpra8X/GxcXd+7cOTZNE/Hx8cqfQ2j8QkPbc/ny5SfHVVZWVlVViWdBaPQhedR8/fXXV1555eHDhyVnQWj04ReaTz755PLLL2e9f2ji008/Fc+C0OjGLzorVqy477772Dlt2bJlCQkJ4lksHx0kWFam8Jvg8ePHJS8LLH9JYRJ+oaHN63u1l5aWJp4FodGH5FHT3t5+++23y82C0OjDLzQlJSUbNmwQ+mDRn+JZEBrd+EXn888/p7wqNTU1PT39ySefzMjIEM9i+eggwbIyhQRraGiI9nvx55b/Udwk/EJTXFzs219BMsFCaPQhedQUFBS8+eabcrMgNPrwC82kSZPk+mAJEBrdKDQ3P/3pTynZEn9u+eggwbIyvz2+srKyr6/v7Nmzhw8fpqu9tWvXir+5fft2ycc35D6H0PiF5oUXXhBup1OYfPv6IDQ6E7cTu3fvvuGGGxS+idDoQ/wUYX19PbuD9dhjj/k2wwiN/vyiQyc0uoyn0OzcuTMrK+v9998Xf9Py0UGCZU2SQ17t2rVr7ty5iYmJM2fO3Lhxo9fr9f0+m7hw4cKjjz7KhpZZv36978Akkp9DsORGI9u0aVNaWlpqauqKFSskO7kjNJEmF5ri4mKXyyX5fTaB0ESaZGg++OCD0tLSS8bddtttR48e9f0+m0BodCAZHbpozMzMTEpKWrx48YEDB/y+zyYsHx0kWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWBa0d+/eRYsW2Wy26dOnr1q16tSpU+zzYN+sKbccMXG/YPWzy6199+7dN910U2JiIs1+//33nzhxIszNAgAAoBskWBa0ePHiPXv2jI6Onjx5cs2aNUuWLGGfB/tmTbnlyPFLsFTOLrf2hQsXvvbaax6P5/Tp00888QTlaiFvEAAAAJ0hwbI4yk4mT57MpsMZ1c13OXIUBppTmF3N2ilLkxxFEAAAwJyQYFmcy+VyOBxsOpz3EvguR45CgqUwe8C1f/XVV0899VTA+2cAAADmgQTLyg4cOJCbm3vkyBH2Z8hv1vRbjhy5BEt5duW1s65dl1566cDAgPLaAQAAzAMJlmW53e7s7Oz9+/cLn4R2B0u8HMku7RdlEqyAswe8g/Xll19u3rz5xhtvVFVtAAAAE0CCZU3t7e2ZmZlvv/2274ch9MGSXI4ccYKlZnY1fbAoxwrYAwwAAMA8kGBZ0NatW7Ozs/v7+/0+D/bNmnLLkeOXYKmcXW7tK1asOHz48Llz5z7++OOamhr0wQIAgCiCBMuCYkRGR0cvBv9mTbnlBFxjULPLrZ29mnrixIlZWVlr1qz5/PPPtd1KAAAAkYMECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANIYECwAAAEBjSLAAAAAANPZ/ABqbisBfgi38AAAAAElFTkSuQmCC)
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