Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit356-01-20021018_142700_20021018_191200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/18 |
Start Time | | 2002/10/18 14:27 |
End Time | | 2002/10/18 19:10 |
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 | | 0.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit356-01-20021018_142700_20021018_191200-constBx0 |
Minimum Dst Value | | -37 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjoyOToxNCBFU1QgMjAxOHzQW5MAAAHPdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNTYtMDEtMjAwMjEwMThfMTQyNzAwXzIwMDIxMDE4XzE5MTIwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItNCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0xMC0xOFQxNDoyNzowMC4wMDBaIiwgIm1heCI6IjIwMDItMTAtMThUMTk6MTA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMC4wNTM1NzUyNTA1LCAibWF4IjozLjAwNTk3MDI1MDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX23RyFUAAAABGdBTUEAAK/INwWK6QAAPHVJREFUeJzt3X98FPWd+HFMAgkQ4waihBgwCCIeKYc80AsQMdKAWNCmvZxGC5gqLbENmvb4EQURr1hpD7zooaQHanwcVyPmbK6NmN7lmruL19TGI97lSsSoAWMvQtQosQ2wGL7vbz5389jO7s7+yMzu7M7r+Ucek9nZmc+8Pzv7ee/MZz4z6jwAAABMNSraBQAAAIg3JFgAAAAmI8ECAAAwGQkWAACAyUiwAAAATEaCBQAAYDISLAAAAJORYAEAAJiMBAsAAMBkJFgAAAAmI8ECAAAwGQkWAACAyUiwAAAATEaCBQAAYDISLAAAAJORYAEAAJiMBAsAAMBkJFgAAAAmI8ECAAAwGQkWAACAyUiwAAAATEaCBQAAYDISLAAAAJORYAEAAJiMBAsAAMBkJFgAAAAmI8ECAAAwGQkWAACAyUiwAAAATEaCBQAAYLKYT7BGjYr5XQCAyLPiy/OXv/zlFVdcEXDNVmw6Wm0BbRD8iflPhr8PNx96ADBgxZdkfn7+Sy+9FJVNk2CZKC53KvJiPoih/lR6+eWXFy9enJycPHny5DvvvPODDz7QFvPk+ZY33nhj2bJl48ePz8rKevrpp31uZWhoaNOmTS6XKz09vbKyUv71LID3OnVeeeWVJUuWpKSkSKnuvvvuDz/80Hi1/ub7W4+/YoRa7HfeeWflypWuYTIh/xrslPG+9/X1TZkyxfMlf4XXVU1aWlp4wfHJUZHv7+9fs2bNhAkTMjIyHnrooYDLmxWciNGVX9upCy64YNKkSSUlJT09PQZvD6P8vb293/rWt3JyckaPHi3vWr58uXzD+CyMbqZM/NEf/ZHnJmT6qquu8lxAe6mzs/OrX/2qVNyYMWPmz5//4osvqvmffPKJlPOKK64YO3asbP3LX/5yU1NTwDJ7FybsBbzJ4Xn69OmRbzoMVucE/mohvO2aWFrv71KLNhQQaZlOzIcj1O+IG264QX5gSUtz6tSphx9+WNoP4/UcPXpUPrsHDhz4+OOPjx8/fvvtt/tcrLq6et68ee8Ok4l9+/aFVM6lS5ceOnRoYGDgxIkT69atW7FihfFq/c33tx5/xQi12AsWLNiyZUv/sPvvv1/+Ndgp432XZun73/++50sBCy8ee+yxDRs2GBc+4E55clTkS0tLJcn4YNitt976zDPPGC9vVnAixjvBUhOff/75b3/72z//8z/Pz883eHuo5X///fcvu+wyWe2RI0d+//vfSwL6s5/97MYbb/RZGN1MmZBG+qc//an20k9+8hOZ451gvfXWW5Id7tq1S75/JHf51a9+9ad/+qfqJdnWN77xDVngzJkzJ0+efOGFF66//nrjMvssTNgLhP2WmEuwDGoh6gmW93epRRsKiARLx77hkA/xfffdN2mYTGi/iqQKpZXNzs6WX6Xq3x/84AeXXHKJ/LD49re/LV802mLn//Dkh/cmpOUYN26c5/LeJKPas2dPwNJKgydNkZqWiUWLFukWCP6TJ5nf+PHjjVcbcHO69fgrRqjFlnDJatX0p59+qkXPmPe+S4M0ffr0wcFBf2HxWXip3GnTpkmrZlz4YIITcKNxGfmJEydKqqSmJcfyzjYMPqVmBUe43e4HH3xw6tSpLpdLWiw10+B437t3r+QxKSkpeXl5HR0dan5TU9PVV18tM+UllQl5H+y63fnkk0/Gjh0rE2VlZZ7J5dNPPy1zjMvvMzJ33XWXJLv+IhYwwTp48KDnJmTvXnzxRe/C33HHHTt27PC5Cdkd2Sl/BfDcqMGX5Hk/wTf+8gz1Ld7f2z6r1d/HwJP86JXkRvYlLS3tK1/5Sl9fXzC7Y7xR+QDICmV5CZTP/TWoBX+fN+3fYD6r8hvge9/7Xk5OTnp6+te//vXPPvvMZ9y8GX+X+jwoPFcYMJj+CuZ9FHtvK5hG/Lrrrnv++ee1Akv+Onny5GA+1THBvgmWVF5hYWHPsBtuuGHbtm1qvtTNl7/8Zfk9qv0ri70/TCa2b9+uzddN6MgH5dFHH9V+lMtiGRkZ0m7l5uY+/vjj586dU/PlkyElkSqXj+CaNWv6+/t9rk0+ndpHU35KymdOt0DwCVZ9fX1BQYHxagNuTrcef8UItdjFxcVSEfLplzhs3bpV/g1mj7z3/Utf+tLf/d3f+XzJoPDy3SRHeMDCBxOcgBuNy8hLgiXbUtOSaYX0KTUrOEIaKlnV22+//fHHH1dUVKiZBsd7UVFRd3e3HLAPP/ywlpHIIVlXVydf2fKNfPfdd/ssv2cj0dvbu3nzZnWCRzKMxYsXv/DCCzJdW1sr02fPnjUuv8/ISBmkffIXsYAJlpTqiiuu+Pd//3f5t7m5WaZljvcXl3wF+bsifNNNN916662vvvrq73//e3/FOB/El6RB8P2tM9S3eH9v+6xWf6v1NGfOnF/84heyy3I4lJeXr127Nvjd8blROaAkkr8dtmzZMp+7YFALAROsYD6ru3fv/uIXv/juu+/KQbFq1arvfve7PuPmLeB3qXepPFcYMJj+CubzKNZtK5hGvLGx8aqrrpJPvnpJ4rNz505/Oxtz7JtgXX755b/5zW/UtPzUkCRdTUvdHDt2TFtM/tUW++///m/PxXQTnlSWLT/purq6POfLMdDW1iYHnvaJSUxMlE/ViWElJSWlpaU+S5uQkKC+o4VMyLu8txjMXh8+fHjatGnat7a/1QbcnG49/ooRarHVNREVPZkwOOwNVvKP//iP1157rep94jMsPgsvR+DMmTPl51rAwgfcKZ+cEPnVq1d/7WtfUx9m+UWelJRkvLy/nRph5GfMmKGdPNAYHO+SG6np3/3ud+oUlJgyZcoTTzzx3nvvGZR/1B+Sn+DyFaFe+uCDD2SPKisr5a/WETPUT44E0DOz8T5V4P0W3as/+tGPbrnllvPDF/v+5m/+xnsBtZXBwUGfBfj000+lDfvjP/7jlJQUCeCGDRt8/vQP+CVpEHx/+x7qW7y/t31Wq7/V+iMRyM7ODn53/G20s7NTTcsbfe6CQS0ETLCC+azOmjXrzTffVNPygZRjXFvMM246Ab9LfZbK3wp9BtNfwXwexbptBdmIX3PNNSpHfOutt6QAUjX+9jfm2DfBkq8M7QMtE/Kvmpa60fUI9reYbkJHPkwPPfTQdddd5/2S/M7w/FHu+aM/IyNDW63nl2moJyR0b1fkV+zUqVNfe+01bU54pwq81+OvGKEWW36O3H///VpPIPnXexMBN/qFL3yhpaXF50sGha+trb355puDKXwYZ7AcEvmPPvpI8irJM+Tn+COPPJKZmWm8vL+dCjU4uk+756GtMTjefZbwP/7jP4qKiiZOnHjFFVdo1/X8LazKs2XLFq3PpZDf07KAdo3SoPz+SAANMunRo0frrnDJfkkO57mYLDB58uQf//jH8le7yqZbj8G5E418JUrmdOedd/rsuRjwSzLI4HsK9S3e39u6V41X60l+A0s9ysdYfai0PDjU3fFcXqspf9faRnIGK5jPqmR7nj8GPD8nBnfAGH+X+iuV5woDBtNfwXwexbptBdmI19fXX3nllefOnbv99tslE/W5FzHKvglWkL+QPH+cyYT3Yv4uXZ8fzrG8+8qInp4eOZzUdH5+vme3FS3B0hl5HyxJILKysl5//fVgVmuwOZ/r8VeMUIstB9vIewKN8hJM4efOnfvqq68GU/hQ+2A5J/KennzySUm2Ai5vVnA8STMT0hksgxLK13RDQ4OWKeoOdt3CEkDtpMUbb7whv5VfeumlSy+9VDuNHeonRxKayspK3Uxto1ddddWvfvUrz5daW1tzcnJ0iz366KNJSUnaZRHv1lqq6fvf/75xSRRJvi+88ELv+QG/JP0F3+DLM4wzWMH8G8wZLJn53HPPya8FaZLlr3fEQv0sBXMGy6AWPBM17exLb29vSJ9VyTC6u7sNVu5v0/6+SzXGB0XAYPormM+jWLetICtCIiOZ4saNG+Xo0DoIxgf7Jljyc1O7fCsp9tatW9V874Nk2bJlqnuBTHh3Bbj44os9ryutXr1a/j179ux7771XXl6u/eArKSmRT4DUrrwq212/fr2a//TTT2tXVWQZzz5Anvbu3TuSuwh37949depU7SAPuFp/8/2tx18xQi22tEBSEeo8ygMPPBBk/3GDffd8yaDwL7/88sKFC3UzQw2OT46KvHyS5WiSNTz//PNTpkzRzvz7W96s4Og88sgjBQUF77zzjmfvjeCPdzUhB6N8d8sBK42WpIBqpu5g93zvhx9++OCDD+bl5Z0f7n8pX+j/+q//KtM//elPr776anWlz6D8Pj/Dx44dk01rdxHK7vzsZz/TlpQUVrbyL//yL58Oa25uzs3N/eEPf2iwQs/52sRbb70lrfJjjz0mkTl9+vRrr72m3b92/fXXv/DCC/LDT77QpMzr1q276aabfK7T+EvSX/B18fQUZH35C6C/f/2t1pNE4yc/+YmEQj5CEgrviIX6WZLltT5YN954o89dMKgFbXk5Kh9++GH5dEld3HLLLSF9VquqqqTMMkcW+6//+q/bbrvNOJ7e/C1pcFCcDyKY/grm8yjWbSv4D4n8kJOZ+/fvD2aPYoh9d2BwcFCyHHUDgkxoZxq9DxJ1g0x6evo999zjeZ+CmpBGwuVyaf8ePHhwzpw5Y8aMkQZGvo8kZ/ecn5ycLFm2fCw8T37K91FGRoasX5Izf53cJQeXBFwNU7R582afJ3X9/cLwXkYMDAwYrNbffH/r8VeMUIst3zLLly+/aJh8Jb399ts+dyf4ffecaVD4/Pz8+vr6IGNusFMOj7z8WpDv93Hjxi1duvTw4cMBlzcrODqSDUiOmJ2dLceUtFhqZvDHu5qQHFF+W6ekpEh69Itf/ELN1B3sniWfMGGCtHkqbmvWrFEdnhQpg/rhZFwpPvfl+PHjd911l0Q1KSlp4sSJX/nKV375y19q0Xj22Wfnz5+vak0mnnvuuYArHOXVwp0fvlNM1iylki+ua665RhuB6Z//+Z9lvoRR4jBt2rRvf/vb2heabp3GX5L+gq+Lp6cg68vf/vr7199qPcnPLan60aNHS/b/xBNPeEcs1M+SLPDNb35TgiMh+ou/+AtZs89d8FcL2nrkJ7pk8Opuwaeeeiqkz+rnn38u+zJr1ixpgyQv177u/MXTm78lvQ8Kz1cDBtNfwXwexbptBf8hkWBeccUVbrc7mD2KITG/AwAAA3HQUEXMf/7nf0qqGu1SRNm5c+e874Cx1M033/zjH/84kluMDA48AIhnJFgBVVRU9Pb2Hjt27Itf/OJ3vvOdaBcnytra2rS7Ba32+eef/+hHP/rCF76gjdQQTzjwMFLeF5Js+IUeE4UMVVzuFEzHpyKgqqqq7OzsSy655Bvf+EY8DRMQntTU1Keeeioy25IPZ05OjqR0kdlchHHgAQAAmIwECwAAwGQkWAAAACazS4L18ssvL168ODk5efLkyXfeeaf28ApPQ0NDmzZtcrlc6enplZWVxrffAwAARItdEqwbbrjhpZde6u/vP3Xq1MMPP+z5RAtNdXV18ANIAgAARItdEixPAwMDPp8EEuqDLAAAAKLCdgnWZ5999uijj/p8ZGkYD/HV+LyhHQAAmMWcPCBe2CscqoYuueQS7fGrnhISEs6ePaumZUJ77rfu7VQ8AAARRjurY7twfPrppw899NB1113n/dIIz2CZUz4AAOCFdlbHjuGQHGv8+PHe80fSB4uKBwDAOrSzOnYJx+rVq48cOXL27Nn33nuvvLzcsw+WVmd79+4N+y5CKh4AAOvQzurYJRwHDx6cM2fOmDFjpkyZsm7duo8++kh7SauzoaGhjRs3uoZt3rw5pHGwqHgAAKxDO6vjlHBQ8QAAWId2Vieew2HDuwgHBwejXQQAAMxnk3bWPpwSDjtUfEVFRWJi4j333BPtggAAYDI7tLO24pRwRL3i9+/fn5CQIMUYM2aM2+2ObmEAADBX1NtZu3FKOKJY8Z2dnQUFBeoy5QUXXCB/Kysro1UYAACsQIKl45RwRKXi3W73jh07UlJSZOsZGRm1tbXNzc1JSUny7/79+yNfHgAALEKCpeOUcES+4ltbW3Nzc9WJq9LS0v7+fjVfUiuZI2mWJFsRLhIAABYhwdKJ53BE6y7CgYGB8vJydaZqxowZ3olUZWWlvORyuTo7OyNWKgAArEOCpeOUcESs4hsaGrKzs9U5KkmkfI7L4Ha7i4qKZJlZs2ZpT1cEACB2kWDpOCUcEaj4v//7v585c6Y6W5aXl9fe3m6w8MDAwNy5c2XJgoICbioEAMQ6Eiwdp4TD6orv7u5OTEyUrcjfqqqqYHKm3t7ezMxM1UPL0rIBAGA1Eiwdp4TD0orv7OxUqZK47bbbgn9jW1tbamqqvGvnzp3WFQ8AAKuRYOk4JRzWVXxLS4tKkhYvXnzo0KFQr/fV19erzEwmLCohAABWI8HSiedwROAuwrq6OpVdFRcXh92VaufOnbIGWU9bW5u5xQMAIDJIsHScEg4rKn7//v1qLIaKiooRdlQvLS2V9WRmZvb29ppVPAAAIoYES8cp4ZCKNzd3UaedxI4dO0a+NsnP1ON0xo8fv23btpGvEACASCLB0nFKONT9fb/+9a9NWVtFRYUa6aq6utqUFYq+vj51tVFow74DABATSLB0nBIOlbhIBrNr1y6fg38Gye12FxcXy6pSUlLq6upMLKG49957Zc1paWnmrhYAAKuRYOk4JRxS8dOnT1dpVk5OTk1NTRgrGRgYKCwsVIlaS0uL6YWU7G3ixImy/q6uLtNXDgCAdUiwdOI5HN53ETY2Nqrx04VMNDU1BbkqSX3WrFlz0UUXqa7oHR0dFpV57dq1somtW7datH4AAKxAgqXjlHBoFS+pUk1NjXpcoCgsLDR4pk13d3d1dXVxcfGFF16olpccy9LTS5LzqUdEW7cJAABMR4KlY5dwvPLKK0uWLElJSZk8efLdd9/94Ycfei8zknGtdMsPDg7u3LnT5XKpVZWWlh4+fFjSqfPD1wHr6+vLysoky/HcXHJycmJi4rPPPhv+TgZB8r+MjAzZnPGjDAEAsBUSLB27hGPp0qWHDh2S5ObEiRPr1q1bsWKF9zIjqTyf7+3v76+oqJCsTsuiZs+erYa2UiQDKy4urq6u1nKvsAsQPHWLIlcJAQAxhARLx47hOHXq1Pjx473nm55gKV1dXUuWLNGSKkmw8vPzt2/f3traOsLhQ8PT0tIixcjOzo78pgEACA8Jlo4dw1FfX19QUOA9XyovIyNj3Lhxubm5jz/++Llz54JfZ8CKv/feexcuXFhbWxuZ01TGVBcxK25UBADACiRYOrYLx+HDh6dNm3b06FF/C5w+fbqtrW3RokUVFRW6l0YZsrjgZlJXCb13EAAAe4qtdjYC7BWO5ubmqVOnvvbaawGXPH78uMvlCn7NsVXx7e3tXCUEAMSQ2GpnI8BG4aitrc3Kynr99deDWbinp2fSpEnBrzzmKl7dwxj8SF0AAERRzLWzVrNLOHbv3j116tTOzk7vl7Q6Kykp6ejoOHPmzJEjRwoLC9evXx/8+mOu4rdu3SplXrt2bbQLAgBAYDHXzlrNLuHw7jKldTbX6uzgwYNz5sxJTk6ePn36li1bQnqkYMxVvLpKmJGREZU7GQEACEnMtbNWc0o4YrHi1VN9uEoIALC/WGxnLRXP4YjduwiVHTt2SLFXrVoV7YIAABBALLazlnJKOGKx4ru6uqTYqampIV0MBQAg8mKxnbWUU8IRoxWvrhLW19dHuyAAABiJ0XbWOk4JR4xWfFVVFVcJAQD2F6PtrHWcEo4Yrfienh4peUpKih0e4AMAgD8x2s5axynhiN2Kz8/Pl8IfOHAg2gUxGR3LIunnP//5n/3Zn7399tvRLgiAuBW77axF4jkcsX4XoaKuEhYVFUW7IGaqqakZM2aM5I7RLohTjB49Wj5FOTk50S4IgLgVu+2sRZwSjtit+L6+vqSkpHi6Sig7MmHCBJX1Pvjgg5zKspoEPCEhQQW8paUl2sUBEJ9it521iFPCEdMVX1hYKOXfv39/tAtijpKSEtkdrcnPycmpqamJdqHiWXV1tcR5zJgx8nfWrFlktACsENPtrBWcEo6YrnhJraT8kmZFuyAmUM9YTE1N7ezsbGxsVONQCJlgzHqLzJ8/X3Xjk+xKJiorK6NdIgBxKKbbWSs4JRwxXfHqKqGQiWiXZUSkjZeKkB2R1ErNcbvdNTU12dnZKs2SJLK9vT26hYwzHR0dEliXyzU4ONja2qo+SAQZgOliup21glPCEesVX1RUFOtXCVtaWqRpl72orq7WvSRt/86dOyUJUGlWaWlpd3d3NMoYh8rLyyWk8lf9W1FRoc4X8hBxAOaK9XbWdPEcjvi4i1BR535i97a7rq6uzMxMz5beW39/vzT/KSkpslhycvLVV1/9ve99L5KFjD+Suaq0taOjQ80ZGBjIycmRObt27Ypu2QDEmVhvZ03nlHDEesVLu6gyj56enmiXJWRSeNX7Z/ny5QFPnEgqtmrVKi0tvuuuuyTxikw544/Ky/Py8jxnNjU1qdFrOzs7o1UwAPEn1ttZ0zklHHFQ8eoqYVVVVbQLEhrJqNRdkLm5ucGPNPFXf/VXWo7lcrm2b99OmhWGgoICn9dkS0tLZb68GpVSAYhLcdDOmssp4YiDiq+vr5e9mD9/fmwNiFVWVibFzszMDLVblSz/b//2byqtJM0KQ2dnp7ph0/sDI2FUV2z37NkTlbIBiD9x0M6ayynhiIOKHxwcVFcJ09LSYiXPUMPQS7FbW1vDXkl7eztpVhg2bNggEZME1+erdXV1Kp6xeNEZgA3FQTtrLqeEIz4qfvbs2SrPaG5ujnZZAmtoaFC3DdbW1o58baRZIXG73eoclUFqW1xcLAusXLkykgUDEK/io501UTyHI57uIlSksbzwwgvVeNy9vb3RLo6Rjo6O1NRUKapkQiau1jPNGj9+/B133BFbF0wjRp2gys3NNVimp6dH3WNoSgYMwOHio501kVPCETcVL3mVuiMvOzvbtneB/cM//MO4ceOkkKtWrbJi/ZJmLVy4UKVZS5cutWITsW758uXBdLGqqamRxTIyMmJ9DFsAURc37axZ7BKOV155ZcmSJSkpKZMnT7777rs//PBD72WGhoY2bdokv7nT09MrKyvl3+DXH08V39/fn5+fr3qOj6Rvk3XS0tJGDY/Ybt1j7xobG7Vzkw0NDRZtJUb19PSorm/BXEVVdxpalAoDcI54amdNYZdwLF269NChQwMDAydOnFi3bt2KFSu8l6murp43b967w2Ri3759wa8/zipeArVy5Up1j5jd+mPt2bMnMueWJMeSXFwlmpyA8bR9+3YJS0lJSTALd3d3q4u55KkARiLO2tmRs2M4Tp06NX78eO/5CxYskCRMTcvEokWLgl9n/FW82+2WFlSdKKqrq4t2cf5XZ2enaq2feuqpyGxRnYApLi6OzObsTz4Y6tmOwWfeu3btkuVHjx7tPWIWAAQp/trZEbJjOOrr630OgZiWlqadqDh58qTL5Qp+nfFa8erRcpJj2WFAI2na8/LyRg0/TDBiG9VOwBw4cCBiG7WzhoYGdRtE8G+RipPsSt514YUXWlcwAPEtXtvZsNkuHIcPH542bdrRo0e9X0pISDh79qyalonExETdAqMMWV70KNm5c6fawR07dkS3JFIA1fs+wgMoqJ7aDOmkqMEX5FMR0rtuv/12edfEiRMtKhWAuBfH7Wx47BWO5ubmqVOnvvbaaz5f5QyWP9XV1WrEqYqKimiVob29XZUhKn3CVI+0wsLCyG/aVnp7e5OGhTqKRzDjZgGAgfhuZ8Ngo3DU1tZmZWW9/vrr/hagD5aBuro6ld8UFxcHfKCy6QYHB3Nzc2Xr5eXlEd60Ipl3RkZGMAMTxDd1OjO8Hmlq5Pdo1SCAWBf37Wyo7BKO3bt3T5061efATlqd7d27l7sIDbS0tKjRp8aPH//2229HctOqbZ41a5Z14zIEpIbWTE1Nte3wYBEwY8YMCUJjY2MY721vb1djYkU+QQcQB5zQzobELuHw7jKljdCt1dnQ0NDGjRtdwzZv3uzYcbAMbNq0SUXv+uuvj9hGm5ub1WWpqF9dKi0tlX3Py8tzZoogFaH6wIW9+3PnzpU11NfXm1swAE7gkHY2eE4Jh0Mqvre395prrklISIjYsEaSB+fk5Iwy+5E44env71cjFES9v39UqGE7RlIRaryGoqIiE0sFwCEc0s4GL57D4ZC7CL2pZjIyw2+uXbtWtjV37lybnDRSZ3GSkpLa29ujXZaIkrpOSUmRHR/JrZSqj7ysh4FbAYTKUe1sMJwSDqdVfGSG31RDLkl7bKtuT+Xl5aOGn3McxQ5hwTt8+PCsWbNWrFgxwtKqAfSXL18+wvKohxgy4iiAUDmtnQ3IKeFwWsVHYPjNvr4+dWP/rl27LNpEeCRTUc/D3rBhQ7TLEkB7e3t6ero6wzrCS7rqLs6Rj+kvHxjVj22E6wHgNE5rZwNySjgcWPFWD7+pBrT0OeZ+1LW2tqp+93Z7UKMnSYZUEizGjBkT9lU5bQD9CRMmjPxCraSnqlRdXV0jXBUAR3FgO2vMKeFwZsVbNPymtOI//OEP1ZgI3d3d5q7cLOqBx1LCN998M9pl8UEVb9TwY4XUXQJhn8FSwyuIq6++2pSyqX51W7duNWVtABzCme2sAaeEw5kVb9HwmwsWLFAtek1NjYmrNderr76qCpmbmxvtsvyBgYGBoqIi1RO/qqrq/P+NDirZcNgrVGPMvvjii6aUUN0oIGmfKWsD4BDObGcNxHM4HHsXoSfTh99sampSw0Ckp6ebskKL9Pf3qy5ilnZEC1V3d7fqLOVyuSSSaqb2fJvwLuZWV1ebfq1WjXZh5wusAOzGse2sP04Jh5Mr3qzhN+XtlZWVKmWZPHnyK6+8YlYJLTI4OPjXf/3XKr+0Q48iyVfUCcVZs2bpyqM6tIU3hNX8+fPlvbW1tSYV8//bunWrrHPt2rUmrhNAfHNyO+uTU8Lh5Io3ZfjN7u5u1ZAnJSXt3LnTJqNeBUMNvxn1kbq0B3KvXLlSe0qBprGxcVRYg7B3dHSo82Hmjkkh+Z9KTGNiqAsAduDkdtYnp4TD4RU/wuE3a2tr1Z1lOTk5UX8eTqgkm1FP6KuoqIhKASRnUt3GVc9xfylUeF3d1aBfVjyhWd2ZaO6JMQBxzOHtrDenhIOKD2/4TclO1BVGUVJS0t/fb10JrdPW1qbOHkXm8UGejh49OnPmTHU2yLgrWBhd3aUqXS6XvKujo2PEJdUza+RSAA5BO6vjlHBQ8WEMv9ne3q7O/UhysH//fkuLZ7WqqirZkYyMDItGBfOpt7d3woQJKj1tbGwMuHCoXd0tHRRUe/aOFMyK9QOIM7SzOvEcDu4i1Alp+E3JSNRZn7lz59rqSThhUw+BKSgoiExnLMlLVEYrkpOTgzn5F2pXd/VAJOsea6OGk1BjSQCAMdpZHaeEg4pXtOE3N2zYsN2PxYsXa89vqaioiJtuzn19faqzf3g364VEy66uvPLKZ599NsgMNaSu7rJOVZXeXebNUl9frzJsi9YPIJ7Qzuo4JRxUvPLzn/98VHCSk5Mj32PJak1NTeocXktLi3Vb0bIr+Rvq9bXgu7pLiixLlpWVhVvMwCS3VuNKhHdvBABHoZ3VcUo4qHilr6/vkksukQxjzZo1/s5gZWdnywJPPPFEtAtrCTXCk+xj2M/+MzaS7Op80F3d3W63GkbV6ps61b0R9n9sNoCoo53VMT8c8qtX2rDp06enpKTI323btp0+fdr0rYSKitdIBQXsD2TdVaeok9QkPz9fPg9FRUWmr3yE2dX5oLu6qwH6I/AUIEnggr9qCcDJaGd1zA/H+vXrlyxZ0tHRIQ25/L3hhhvuu+8+07cSKioeGsld1OgG5nbfHnl2pQTT1V112Df3EZP+qDtJA94FCcDhaGd1zA/HpEmTPH98y7TMMX0rweAuQvijum8nJyc/+eSTppybMSu7Oh9EV3c5pmSBlJSUyAxLtmPHDtncqlWrIrAtALGLdlYnnhMsT1Q8dO655x6Vea9bt26EqzIxu1KMu7qrW0FLSkpGvqFgaPlcHF84BjBytLM6llwiLCws/M1vfjM4OCh/ZTrIS4QBTzWN5IwUFQ+dvr6+hIQE+WCkp6d3d3eHvR7Ts6vzhl3d3W63GmwimMHMzKIG3KqpqYnYFgHEHNpZHUs6uW/ZsuXyyy+Xn7zy98EHHwypk7txghV2qah4eHvxxRcvvvhi+WxkZmaGl6+0traqgQxMzK7OG3Z1b2hoUJsza1vB2L9//6jhAbE4iQXAH9pZHduFgwQLkSQZg+owLtlMqI8DkuVHjx4t701MTDx27Ji5BfPX1V3N37lzp7mbMyZRkn0cNfy070huF0AMoZ3VsV04jBOsjIyMcePG5ebmPv744+fOnTNltXA4t9tdWVmprjuXlZUFOYq6umqmzJgxw/RSqa7uuoRGO7MV+ecDXnrppSoN5SQWAJ9oZ3XMD0dHR8eiRYvGjh0bXn+pgAufPn26ra1NNlFRUeH9XgMh7wmc5MCBAykpKaOGH1ZoMAappF87duxQS0q6/7d/+7eSCVl0N5/q6u45PoLqm1VcXGzF5ow1NTWp03USqMhvHYD90c7qmB+OvLy8hx9++He/+114bw+yho4fP+5yuUxfLZxMEnc1PLpkNvI7wXuB1tbW3Nxcla+XlpZaPUqCdzoV3SGpampqRg0//bCrqysqBQBgZ7SzOuaHQ37cf/bZZ2G/PcgaCnX0Byoewejt7ZVfCCqNqK+v1+YPDAyUl5cnJSWpC4KRuYNPd0FQNjoq2oOql5SUqN7uDOwOQId2Vsf8cFx22WUjuendu4a0OfLl3tHRcebMmSNHjhQWFq5fv34kqwV8GhwcLC0tVaepVB/zhoYGNTKC5DqVlZWyQMQK49mlXSU3xiO8W00STXUWzfsCPQCHo53VMT8cTz31VFFRURidcP11mdKmDx48OGfOnOTk5OnTp2/ZsiWkdo6KR0h27dqlzlelpqaqD2ReXl57e3uEi6F1de/r60tJSQn4jMIIaGtrU5HxNw4qAGeindUxJxzGvcvtEHQ7lAGxRZKbCy64QD45CQkJVVVV0booprq6y48W+bt8+fKolEFHoqH6+Ec92wNgH7SzOvEcDrsleYg5aois2267LYplUF3dlbq6uiiWxJOKTEFBAZ2xACi0szrmh0N+9Ju+zpGj4hGeqN8xd/ToUXUi7eKLL7ZPNtPX16f6pUW3TxgA+6Cd1TE/HJdeeun//M//mL7aEaLiEaPq6urU6aslS5ZEuyx/oKmpSd3k2NLSEu2yAIg+2lkd88Px2GOPffWrXz127NjQ0JDpKw8bFY8Y1dfXN2/evMmTJ7/55pvRLove1q1b1cgRBkOzAnAI2lkd88NBJ3fAIdxud35+vuqDH+2yAIgy2lkdp4SDiges0NPT43K55PiqqqqKdlkARBPtrE48h8NuZ9GAuFRfXy/HV0pKSuTHCQNgH7SzOk4JBxUPWKe8vFwOsTFjxnCtEHAs2lkdp4SDigesMzg4OHHiRHWqODIPagRgN7SzOk4JBxUPWOr5559Xj9C58sorw3hSFoBYRzur45RwUPGA1SSvmjVrlhq4obOzM9S3u93u++6779Zbb33//fetKB4AS9HO6jglHFQ8EAH9/f1q4IbMzMzW1taQ3qs9FGj27Nn2GbMeQJBoZ3XiORzcRQhE3sDAwMqVK+WIS01NDbI/lqRTlZWVnker/GtxMQGYjHZWxynhoOKBiJGEqaSkRA66pKSkgA+o7u7unj9/vlp4x44dBw8eVH259u/fH5nSAjAF7ayOU8JBxQMRVlFRodKmPXv2+FumtrY2NTVVFsvJydEuKUpqpd7IDYlADKGd1XFKOKh4IPK0blU7duzQvTQwMFBaWqpeLSkp6e/v93xVXTF0uVxhdJYHEBW0szpOCQcVD0RFdXW1uuRXUVGhzWxvb58xY4bqp+XzUqDb7S4qKpIFZs2axZOkgZhAO6vjlHBQ8UC01NXVqRzr5ptvlmypqqpK/Tt37lyDE1QDAwOygCxWUFDATYWA/dHO6sRzOLiLELCJlpaWsWPHymF4wQUXqOOxoqJicHDQ+F29vb2ZmZmycGlpaWTKCSBstLM6NgpHwExoaGho06ZNLpcrPT29srJS/g1p5WaUEUCY5OBVB3haWlpDQ0OQ72pra1O94Hfu3Glp8QCMEO2sju3CYVBD1dXV8+bNe3eYTOzbt8+U1QKIgP7+/tLS0hUrVnR3d4f0xvr6epWZyYQ1RQNgAtpZHduFw6CGFixYcOjQITUtE4sWLTJltQBsTt2NmJqa2tbWFu2yAPCNdlbHduEwqKG0tDTtfqKTJ0+6XC5TVgvA/tSYDpmZmUePHo12WQD4QDurY7twGNRQQkLC2bNn1bRMJCYmer/XgIWFBmAxt9t9/fXXy4Es3wMM8g7YEO2sju3CwRksAD79+te/Vj+WJk2aNDAwEO3iAPgDtLM6tgsHfbAA+FNeXp6SkiKHc35+PjkWYCu0szq2C4d3DWlz9u7dy12EgMN1dnaqwbHIsQBboZ3VsVE4/HWZ0qaHhoY2btzoGrZ582bGwQKciRwLsCHaWR2nhIOKB+IJORZgN7SzOvEcDu4iBOIYORZgK7SzOk4JBxUPxB9yLMA+aGd1nBIOKh6ISyHlWG63+5/+6Z++853vHDt2LDLFA5yDdlbHKeGg4oF4FTDH6u7urq6uLi4udrlcqsPA2LFjQ30kIgBjtLM6TgkHFQ/EMe8cS/7W19eXlZXNmDHDsy+mGkZLPXWnubk52gUH4gftrI5TwkHFA/FNy7GysrKuvfbapKQkLalyuVzFxcXV1dXd3d09PT0/+MEPFi9eLPNlGZ66A5iFdlYnnsPBXYSAo0iOlZCQoI53SZ7y8/O3b9/e2trqdrt1S8qcyspKtWRZWZn3AgBCRTur45RwUPGAE2RnZ8vBft111wVzU+GBAwfUFcOCggLtOacj193dPXPmzGnTph09etSsdQL2Rzur45RwUPGAE/T29tbV1Q0ODga5fFtbm7qwmJOT09HRMfICNDQ05ObmqnNj48aN27VrV/CFAWIa7ayOU8JBxQPwSXKyvLw8+YpITU2tr68PbyV9fX2SS0mWplKrhISE8ePHq2mZWVNTY26ZARuindVxSjioeAD+DA4OlpaWqnxo+/btIb23ra1N3qvdnCjplGRa6oJjY2Pj3Llz1XyZaGpqsqb4gC3Qzuo4JRxUPABjkhipew9nz569ZcuW5ubmzs5Of32zJCerqamZP3++dhvNypUrGxoadIu53W5ZTPUME4WFhe3t7dbvChAFtLM68RwO7iIEEJLGxsYxY8aM8pKTkyO51PLly0tLS++5554pU6Zop6wyMjI2bNhgPGypZGM7d+7UhjmVlTDMKeIP7ayOU8JBxQMIhrpWKPnT4sWLZ8yYoWVF3q666qqamprg+7D39/dXVFSozGz06NELFy7kiT2IJ7SzOk4JBxUPIBhut7uxsbG3t9dzTnd3d2tra0NDg2RUa9askSQpJycnvNsDu7q6li9frlK0tLS0sLvVA3ZDO6vjlHBQ8QDMMsKRF3p6ehITE7UzYcXFxTLHrLIB0UI7q+OUcFDxAOyjt7f3jTfe2LNnT2pq6qjhh/lUV1dHu1DAiNDO6jglHFQ8ABvq6elZuXKlOpWVn5/f2dkZ7RIBYaKd1YnncHAXIYCYUFdXpwaUT0lJ2b59O89GRCyindVxSjioeAB21t/fv3btWvVrcNasWa2trTxjB7GFdlbHLuEYGhratGmTy+VKT0+vrKyUf72XGckZKSoegP01NzdLdqW+4hITE5988slolwgIFu2sjl3CUV1dPW/evHeHycS+ffu8lxlJ5VHxAGLC4OBgeXm5lmOVlZV1dXVFu1BAYLSzOnYJx4IFCw4dOqSmZWLRokXey5BgAXCIb33rWxMnTtRO2BcVFbW0tES7UIAR2lkdu4QjLS1Ne+bXyZMnXS6X9zLqqRTjxo3Lzc19/PHHz507F/z6qXgAMaerq6usrEx7LE9eXl59fT1d4GFPtLM6dglHQkLC2bNn1bRMJCYm+lvy9OnTbW1tixYtqqio0L3k74kW3EUIIHb19vZu375dfl6qr7IZM2bs2bOHLvCwG9pZHbuEI5gzWJ6OHz8ecBlPVDyAmCYZleRVkl1pj9mZPXv2M888E+1yAf+LdlbHLuEIpg+Wp56enkmTJgW/fioeQBxwu9319fV5eXnaufnMzMxVq1bV1NR4Pj8RiDzaWR27hGPv3r3+7iLU6qykpKSjo+PMmTNHjhwpLCxcv3598Oun4gHEkz/5kz+RrzX1pB1Nbm7uhg0bGhsbuYCIyKOd1bFLOIaGhjZu3OgatnnzZs9xsLQ6O3jw4Jw5c5KTk6dPn75ly5aQvkGoeABxRg3f0NnZWVVVtXz5cs9kKyUlZfHixTfffPPu3bubm5tlGa0Phqf+/n7jTQwMDNCnHkGindVxSjioeADxTX5zSi5VWVk5f/58f/f65OTkyKuSjZWWlt5yyy0JCQlZWVnb/ZBl5AftpEmTAuZhwHnaWS/xHA7uIgTgTH19ffPmzVN94QsKCmbMmOFyuYzvszaQmppaVFRUVVXV3t4e7T2DfdHO6jglHFQ8AEfp7+8/cOCAZ893t9vd3d3d2tra0NBQU1NTVlY2c+bMwsJCf2ewKioqJDNLT0/3TLYkUfNMtgYGBji/BYV2Vscp4aDiASA8kqXV1tZKQqY9J1G58MILk5KSRo8e3dTUFO0yIvpoZ3WcEg4qHgBGzmeyJTkWz0wE7ayOU8JBxQOAuY4dO3bjjTdOmzZNy7R4ZqKT0c7qOCUcVDwAWIRnJuI87ayXeA4HdxECQMTwzESHo53VcUo4qHgAiADdMxNHjx6dmpq6du1af/cqzps3Ly0t7b777jMYEBUxgXZWxynhoOIBIGLUMxNnz54d3shbngOiyt9JkyZt2rSJ3MvmaGd1nBIOKh4AIkzSrOuuuy4zM7OsrMzfGSxJpC666KLFixcHMyCqrGrlypUbNmyora3t6Oigm5et0M7qOCUcVDwAxATdgKiSeyUnJ1922WW6J1uPGn7k4ty5c0tKSoqLi5977jlOcUUX7ayOU8JBxQNArOvq6qqvr9++fXtRUZHWzSuYU1wMNx8BtLM68RwO3YEX7eIAAMw0MDDQ2tp69dVXyzf8mDFj/J3iWrx48ejRo7OyspqamuhHbx3aWR2nhIOKB4C41N/fX1NT093dfT6IU1w++9F/97vfvfbaa5ctWyYZWHt7u1oVQkU7q+OUcFDxAOA06hTXAw88IOlUbm5uMP3oNbKYvEveIrna6tWrJRubN2/e3r17GU7CH9pZHaeEg4oHACi6fvRr165NTExMTk5euHCh5GHZ2dnBZGCep8HWrFkzbdq0tLS0+++/37EZGO2sjlPCQcUDAPwZGBjQDTovGVJXV5dkS3V1dX/5l3+ZmpoqGdiyZctCOg3meSHyS1/60lVXXbV9+3aDDCxgZ/y2tjbbDo5PO6vjlHBQ8QCAsLndbl1mozsNNnfu3EsuuWQkGVheXp7Mufbaa/2NGbZw4UJZICsryyBFkwzM+OSZ5HDGKZrsl6SbYYSIdlYnnsOh+xxHuzgAAAfRZWCXX355QkKC5GEhZWChniQbNXxDZWVlpc8U7Zvf/GZSUlJKSkpFRYXPBTZs2JCamipruOuuu/zlebJFWcMdd9yhzZHNSV5IO6vjlHBQ8QCA6NJdAdRlYMXFxZK7yF9/mc299947Z86c66+/3twUzUTRCqw92SUcQ0NDmzZtko9Lenq65MLyb3jL+EPFAwDijC5FkyZy8eLFBimaNJ3z58/Py8vbunWrzwW2bdt27bXXShq3YcMGfyuRBbKysjwf4H3XXXclJSXRzurYJRzV1dXz5s17d5hM7Nu3L7xl/KHiAQCwSG9vL+2sjl3CsWDBgkOHDqlpmVi0aFF4y/hDxQMAYB3aWR27hCMtLU278eHkyZMulyu8Zfyh4gEAsA7trI5dwpGQkHD27Fk1LROJiYlhLEPnOwAAooJ2Vscu4eAMFgAAsYt2Vscu4aAPFgAAsYt2Vscu4di7d6+/OwS1OjNYJiAqHgAA69DO6tglHENDQxs3bnQN27x5s+cYV1qdGSwTkCVDqgEAgP9jcmYQ4xwdjsh8GiKwFXbEVpuIzFbYEbtthR2x1SYisxV2BAYcHVOODbttJT42EZmtsCN22wo7YqtNRGYr7AgMODqmHBt220p8bCIyW2FH7LYVdsRWm4jMVtgRGHB0TDk27LaV+NhEZLbCjthtK+yIrTYRma2wIzBATOMBx4bdUCN2Q43YCtVhN9SIFYhpPODYsBtqxG6oEVuhOuyGGrECMY0HHBt2Q43YDTViK1SH3VAjViCm8YBjw26oEbuhRmyF6rAbasQKxDQecGzYDTViN9SIrVAddkONWIGYAgAAmIwECwAAwGQkWAAAACYjwQIAADAZCRYAAIDJSLAAAABMRoIFAABgMhIsOxr1f3zO9H5JMzQ0tGnTJpfLlZ6eXllZKf8az0eQ/IX9jTfeWLZs2fjx47Oysp5++mnvN1IjFgnmGElLS/N+IzViBZ/V8c4776xcudI1TCbkX+83Uh0W8Vkj/f39a9asmTBhQkZGxkMPPeTzjdSIiUiw7Mu78Qj4lurq6nnz5r07TCb27dtnPB8h0VXB0aNHp0yZcuDAgY8//vj48eO3336791uoEUsZHBSPPfbYhg0bvOdTI9bRVceCBQu2bNnSP+z++++Xf73fQnVYSlcjpaWlJSUlHwy79dZbn3nmGe+3UCMmIsGyr+ATLO0l+Qo7dOiQmpaJRYsWGc9HSHRVIBnVnj17jJekRizl76A4c+bMtGnT3n//fe8lqRHr6Kpj3Lhxp06dUtOffvqp/Ou9JNVhKV2NTJw48cSJE2pacqz8/HzvJakRE5Fg2Zd3gpWRkSFfUrm5uY8//vi5c+e8l0xLS+vr61PTJ0+edLlcxvMREl2NTJo06cEHH5w8efKECRPWrFkjP9O9l6RGLOUvwZKf11//+td9LkmNWEdXHcXFxdu2bfvkk0/k0Ni6dav8670k1WEp7wRLgqmmJdPyjCo1YgUSLPvy2XicPn26ra1Nfj1UVFR4v5qQkHD27Fk1LROJiYnG8xESXY1IGFetWnViWElJSWlpqfdbqBFL+TxGPv/885kzZx45csTnW6gR6+iq4/3337/ssstUTyCZ+O1vf+v9FqrDUroaWb169de+9jX1lXXHHXckJSV5v4UaMREJln0ZXBM8fvy4zx8Q/PiwlK5GJKqePwczMjK830KNWMrnMVJbW3vzzTf7ews1Yh1ddRQWFt5///1aHyz51/stVIeldDXy0UcfSV6Vnp4+adKkRx55JDMz0/st1IiJSLDsyyDB6unpkSPEez6Xzy2lq5H8/HzPDg0+EyxqxFI+j5G5c+e++uqr/t5CjVhHVx1jx4711wdLQ3VYyqARefLJJyXZ8p5PjZiIBMu+dMdGSUlJR0fHmTNnjhw5Ir8F169f773k3r17fd7o4W8+QqKrkaefflo73y6149nphxqJDO/24+WXX164cKHBktSIdbzvIty6das6g/XAAw94NslUR2ToakS+r+THuVTH888/P2XKlDfffNN7SWrERCRYduRzyKuDBw/OmTMnOTl5+vTpW7ZsGRwc9FxeTQwNDW3cuFENPLN582bPIUx8zkeQ/A1Ctm3btoyMjPT09NWrV/vs5E6NWMRfjeTn59fX1/tcXk1QI1bwWR1vvfXW8uXLLxp20003vf32257LqwmqwyI+a0R+E2ZlZY0bN27p0qWHDx/WLa8mqBETkWABAACYjAQLAADAZCRYAAAAJiPBAgAAMBkJlu288sorS5YsSUlJmTx58t133/3hhx+q+aE+g9Pferx59xQ2WG2Qbw/mOa8AAMQrEizbWbp06aFDhwYGBk6cOLFu3boVK1ao+aE+g9PfevzRZUihPtrT+w7tgM95BQAgXpFg2dqpU6fGjx+vpkcy/pvnevzxzpBCGlZO93aD57wCABD3SLBsrb6+vqCgQE2P5AkGnuvxx/s5MCE9GCH457wCABD3SLDs6/Dhw9OmTTt69Kj6N+xncOrW448uQwr10Z5hPOcVAIB4RYJlU83NzVOnTn3ttde0OeGdwfJej88+6eeDPoMV5NuDec4rAADxigTLjmpra7Oysl5//XXPmWH0wfK5Hn/M7YMVzHNeAQCIVyRYtrN79+6pU6d2dnbq5of6DE5/6/FHlyGF+mjP4J/zCgBA3CPBsp1RXgYGBs6H/gxOf+sJuEXj1Qb5doPnvAIAEPdIsAAAAExGggUAAGAyEiwAAACTkWABAACYjAQLAADAZCRYAAAAJiPBAgAAMBkJFgAAgMlIsAAAAExGggUAAGAyEiwAAACTkWABAACYjAQLAADAZCRYAAAAJiPBAgAAMBkJFgAAgMlIsAAAAExGggUAAGAyEiwAAACTkWABAACYjAQLAADAZCRYAAAAJiPBAgAAMBkJFgAAgMlIsAAAAExGggUAAGCy/wftFgm4rev+DgAAAABJRU5ErkJggg==)
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