Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-07-20020131_014000_20020131_062500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/01/31 |
Start Time | | 2002/01/31 01:40 |
End Time | | 2002/01/31 06:23 |
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 | | 28.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 235.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-07-20020131_014000_20020131_062500-constBx0 |
Minimum Dst Value | | -11 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIERlYyAxMyAxNjoxNjo0OCBFU1QgMjAxN2zapMYAAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNDYtMDctMjAwMjAxMzFfMDE0MDAwXzIwMDIwMTMxXzA2MjUwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wMS0zMVQwMTo0MDowMC4wMDBaIiwgIm1heCI6IjIwMDItMDEtMzFUMDY6MjM6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjo0LjYwMDk1OTk5OTUsICJtYXgiOjcuMTAxMDQwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfdVufM0AAAAEZ0FNQQAAr8g3BYrpAABOzElEQVR4nO2dfXQX5ZXHf0Aw4cU0wdQEGjAIaHARgUU3SEC0EWPBil2OGysgKF1pDS1rI6QFfOmymu1BFm0q6QIr7oltpKzNasScHjS7B7foiYpuKqymNWDaBYk1rbENECR7T+46Heft98zM85uZ3zzfzx85k/nNy/MyM/c+97nPvYl+AAAAAAAglUTYBQAAAAAAiBtQsAAAAAAAJAMFCwAAAABAMlCwAAAAAAAkAwULAAAAAEAyULAAAAAAACQDBQsAAAAAQDJQsAAAAAAAJAMFCwAAAABAMlCwAAAAAAAkAwULAAAAAEAyULAAAAAAACQDBQsAAAAAQDJQsAAAAAAAJAMFCwAAAABAMlCwAAAAAAAkAwULAAAAAEAyULAAAAAAACQDBQsAAAAAQDJQsAAAAAAAJAMFCwAAAABAMlCwAAAAAAAkAwULAAAAAEAyULAAAAAAACQDBQsAAAAAQDJQsAAAAAAAJAMFCwAAAABAMlCwAAAAAAAkAwULAAAAAEAyULAAAAAAACQTTwUrkYhnvQAAIKWk4uP5i1/8YtKkSUmvnIpbhyULIINAv2oKFh56AABwIBUfydLS0qeffjqUW0PBkkgsK5VS4tlebodKzz///DXXXJOVlTV69Og77rjjgw8+0P/a1dU1duxYwylvvPHG/PnzR4wYMWbMmJ07d1re5ezZs2vXrs3JycnNza2urqZ/tbvryc7OtjzdrlR2l7Xb7/Y6+hLqy/Pcc8/NnTs3MzOTrnPbbbcdP37c+XhXbeJ8EXMXuG0Eh/uaUa3lLR9mu8Ibnl7PPRIYhsbRSj5o0KD8/PyKiorOzk6H0z2U/9ixY9/4xjeKioqGDh1KZ5WXl1MPWhbGsJM2LrnkEv0taHvy5Mn6A7SfDh8+/JWvfGXUqFHnnHPOzJkzf/rTn/L+3//+91TOSZMmDRs2jO5+44037tu3L2mZzYXxfIAZ+sSdPHnS/609kGqdwK4XvN1XSmmdxZnEGwmisloWz5q7/UZce+21e/fu7enpef/99++8884FCxbof6Vv5YMPPqg/5e233yZ5X19f/+GHHx49evSWW26xvEtdXd2MGTPeHYA2tm/fbj5my5YtVVVVlqfblcrusnb73V7HrpWuvvpqGoZ2d3d/9NFHDzzwAL3Dzsd7axPLi5i7wG0jiPSFhlItb/cw2xXe7l5SWj4VmBUs3vjkk09++9vffvvb3y4tLXU43W35f/Ob31xwwQV02UOHDv3pT38i8fbss89ed911loUx7KQNEtLPPPOM9tPPfvYz2mNWsN555x3SDjdv3kxdRrrLyy+//Nd//df8E93ra1/7Gh1w6tSpEydOPPXUU1dddZVzmS0L4/kAz6eknYLl0AshKljO4kzijQSBgpU20EP8rW99K38A2tBGRdSFpKkUFhbSqJT//cd//Mfzzz+fBhZ33XUXfWi0w/o/OwQ334JkGA3ltX/pKzlhwoTe3l79wSSEamtrk5Z21qxZ9KDzNm3Mnj3bcAAVbPz48fRFTnopfansLpv0doLX0XB4MejtHT58uPjxGh5uatkFbhtBpHEsiX3LizzM+sLb3ctny/f19W3cuHHcuHE5OTkksXinw/u+bds20mNomF5SUtLW1sb79+3bN336dNpJP7EmZH7ZDeX//e9/P2zYMNpYtWrVv/zLv2j7d+7cSXucy2/ZFLfffvt3vvMdyzranaIv2+7du/W3oNr99Kc/NRf+q1/96qZNmyxvQdWhStkVQH9Th49kv03jO3883Z5i/m5bdqvdY6CHxgmk3FBdsrOzb7rppq6uLpHqON+UHgC6IB1PDWVZX4desHvetH9FnlUaA/z93/99UVFRbm7uihUrPv74Y8t2c8AgzrTTzS+F/oJJG9OuYOa32HwvESE+Z86cn/zkJ1qBSX8dPXq0yFMdNdJMwaLOKysr6xyAhvX33nsv76e+ufHGG2k8qv1Lh/1mANq4//77tf2GDTONjY3z5s3T/v3Sl7705JNPGk6hJ4NKQl1Oj+CyZcu6u7stL0VPp/Zo0lCSnjnDAfRe0dMpUnF9qewum/R2gtfRsGslep0eeugh88BIRMx7uKllF7htBJHGsST2LS/yMOsLT/fKy8sjJW/KlCmPPPLImTNnnK8v2PIkqOgWv/rVrz788MM1a9bwTof3fdGiRR0dHdQgDzzwgKaRUC327NlDn2z6It9xxx2WjaMXEseOHVu3bh0beEjDmDt37lNPPUXbDQ0NtH369Gnn8ls2O5WB5JNlHe1O0X+XqFSTJk36r//6L/q3paWFtmmP+cNFvfbrX//a8hbXX3/9zTff/NJLL/3pT3+yK0a/wEfSofHtrun2FPN327Jb7S6rZ+rUqS+++CJVmcRwZWXlypUrxatjedMNGzZQS/52gPnz51tWwaEXkipYIs/qww8//MUvfvHdd9+ll2LJkiV33323Zbs5YBBn5mJYXjBpY9oVzPItNtxLRIg3NzdPnjyZnnz+idqnpqYmaWUjSJopWBdeeOFbb73F2zTUmDBhAm9T3xw5ckQ7jP7VDvvlL3+pP8ywYeD1118fP3689n38+c9/fsUVV7BLhP6UIUOG0FP1/gAVFRXLly+3vNrgwYP5G03QBp2l/5WenosuuujQoUNJa20old1lnW8nfh0NO2FA0MC3vb1d5HgDbm9q1wVuGyHpfS1RoeWTPsyGwjMkGFpbW0kaaZ9Rny0/ceJEzXig4fC+k27E23/84x/ZBEWMHTv20Ucffe+99/QXMcsSPTQEp08E/3T8+HGqaXV1Nf3VHN3cPjkZGRl6zcZsKjCfYvj1Rz/60Ze//OX+gcm+f/7nfzYfwHfp7e21LMAf/vAHkmGXXXZZVlYWNWBVVZXl0D/pR9Kh8e3q7vYU83fbslvtLmsHtUBhYaF4dexuevjwYd6mEy2r4NALSRUskWe1uLj4f/7nf3ibHsgLLrhAO0zfbnZYvrl2pbK7oGVj2hXM8i023EtQiF9++eU8rn7nnXeoANQ1jnWNKGmmYNEnQ3ugaYP+5W3qG4OnsN1hhg09NF4cN27cK6+8ou259NJL9+/fbz6FBrU0luVtEks0oNeO0X9MncfuNEq+4YYb9HsMp9uVypupQPw6+vL0W0Gv3H333TdnzhzB4/W4valDF6TagqVIy9s9zHaF10ODb88tb3ja9a+2hsP7bln91157bdGiReedd96kSZO0eT27g7k869ev1/u00XiaDtDmKB3Kb0dBQYFZpGk3HTp0qGGGi+pFOpz+MDpg9OjRP/7xj+mvNstmuI6D7USDPomkOd122212XjjObSvY+HrcnmL+bht+db6sHlL3qR9JXeaHStOD3VZHf7zWUwb/BA0/FiyRZ5W0Pf1gQP+cJF0Z4/zmmkulv2DSxrQrmOVbbLiXoBBvbGy8+OKLz5w5c8stt5AmalmL6JNmCpbgCEk/OKMN82HmqWtSd8aMGfPqq68armOA95eWlpIo4m3S3w0yScPZ+2TatGkvvfSSc30tS+XB2cXVdfTVtysYSXrLqX3n6ni4qV0XpNoHS52Wd3iYLQuvp7Ozk2SM8/UFW57EjCsLlv4ww7/0mW5qaiJFh/81vOyGgz/66CPNaPHGG2/QWPnpp5/+whe+oJkJ3T45pNBUV1cbdmo3nTx58ssvv6z/6cCBA0VFRYbDHnrooYyMDG1axCytv/rVrz744IPOJWG6u7vPPfdc8/6kH0m7xnfw+/FgwRL5V8SCRTufeOKJ3/3udySS6a+5xdw+SyIWLIde0CtqmvXl2LFjrp5V0jA6OjocLm5H0jfX+aVI2ph2BbN8iw33EuwIahkaXd9zzz30dmgOgmlHmilYNNzUpm9Jxd6wYQPvN78k8+fPZ/cC2jC7Anz+85/Xz809/PDDpOxrr5Ml+lvs3Lnz1ltv1WZV7Pyotm3bZrf+6LnnnrvyyiudK2tXKrvL2u13ex3LKhNLly6lRjt9+vR7771XWVnpzRPI7U3tfnLbCEnvq0eplrd7mO0KT8fQZ5E+eVQkehlXr17trXEM/MM//MO8efN+/etf6703xN93rWz07aaykdAiAcM7DS+7/twPPvhg48aNJSUl/QP+bfRB/8///E/afuaZZ6ZPn84zfQ7lt2z2I0eO0K21VYRUnWeffVY78oc//CHd5T/+4z/+MEBLS8uUKVO+//3vO1yw30rBeuedd0gqb9myhVrm5MmTr7zyirZ+7aqrrnrqqadIV6YHhsp85513Xn/99ZbXdP5I2jW+oT31CPaXXQPa/Wt3WT3UGj/72c+oKegRoqYwt5jbZ4mO13ywrrvuOssqOPSCdjxp5A888AA9XdQXX/7yl109q1u3bqUy0x467L//+7//5m/+xrk9GRFx5vBS9As0pl3BLN9iw73EHxJSE2nnjh079DtFvnXRIZ3K2j9gUaQPOi9AoA3N0mh+SXiBTG5u7te//nX9OgXeoEcwJydH/9wY6OnpMdzacAv6HtFYn65Pws/OyZ10cFLAcwZYt26d3v5ZWlra2NjoXFm7Utld1m6/2+uYT+Gdu3fvnjp16jnnnDN27Fj6atPIxvl4t22S9CL6nW4bweG+aHnLh9mu8FyYzMxMGnrSt1J7B322PGkD3/3udwsLC6kYJLF4p/j7zhs/+clPaGydlZVF6tGLL77IOx1e9lGjRpHM+9WvfkX7ly1bxg5PDJWBdU3nzrKsy9GjR2+//XaSmhkZGeedd95NN930i1/8QmuNxx9/fObMmZ8bgDaeeOKJpBdMmCRc/8DqWroylYoejMsvv1yLwPTCCy/QfmpGaofx48ffdddd+gdGf03nj6Rd4xvaU49gf9nV1+5fu8vqoSErdf3QoUNJt3j00UfNLeb2WaID/vZv/5Yah5roe9/7Hl3Zsgp2vaBdh0YjpMHzasHHHnvM1bP6ySefUF2Ki4vpdSO9XBMZzm+63Zurx/xSuGpMu4JZvsWGe4k/JNSYkyZN6uvrM9TOoe5RI53KCgAAQArpJajC5c033yRVNexShMyZM2dowBDkHW+44YYf//jHQd5ROnjHAABAOaBgJWXNmjXHjh07cuTIF7/4xb/7u78Luzgh09raqq0WTDWffPLJj370o0svvVSL1JCm4B0DKcFspo7gBz0tCumWWFYKSAdPRVK2bt1aWFh4/vnnf+1rX0vTMAESGTly5GOPPRbMvejhLCoqIpUumNulDrxjAAAAAACSgYIFAAAAACAZKFgAAAAAAJKBggUAAAAAIBkoWAAAAAAAkoGCBQAAAAAgGVUULMu16wAAAAAImLA1goCIcz3V7FEAAAAgsqgjjpWppzI9CgAAAEQWdcSxMvVUpkcBAACAyKKOOI5KPQ3TednZ2eZjzp49u3bt2pycnNzc3Orqan1ae5HryyssAAAAALygjjiOYj23bNlSVVVl3l9XVzdjxox3B6CN7du3i19TnR4FAAAAIos64jhy9Tx16tT48eN/85vfmH+aNWvW3r17eZs2Zs+eLX5ZdXoUAAAAiCzqiOPI1XP79u0rVqyw/Ck7O7urq4u3T5w4kZOTI35ZdXoUgOjQ29sbdhEAANFCHXEcrXp+8sknF1100aFDhyx/HTx48OnTp3mbNoYMGWI4AIE3AIgOjY2Nw4YNKykp6evrC7ssAICooI44jlY9GxoabrjhBrtfYcECII2YNm0aj23a2trCLgsAICqoI46jVU/6Ir/00kt2v8IHC4A04pJLLqH37rLLLgu7IACACKGOOI5QPZ977rkrr7zSvF/rjG3btmEVIQBpQV9fX1ZWFr138+bNC7ssAIAIoY44jlA9S0tLGxsbzfu1zjh79uw999yTM8C6desQBwuAyNLa2srzg3l5eWGXBQAQIdQRx8rUU5keBSAK1NbWautLuru7wy5OEvbs2VNQULBmzZqwCwJA/FFHHCtTT2V6FIAosHz5ck3BOnDgQNjFScLEiRPTRRcEIN1RRxzHuZ4I0wBAWEyZMoVeuuLiYvq7Y8eOsIuThCuuuILKOXXq1LALAkD8UUccK1NPZXoUgNDp7u6mNy4rK2vTpk20YZn5KlKwOrhw4cKwCwJA/FFHHCtTT2V6FIDQ2bdvH71xM2fObGxsTAvFZeTIkVROUrPCLggA8UcdcaxMPZXpUQBCp6amht64NWvWtLW18URh2CVy4tixY+xFQGpW2GUBIP6oI46VqacyPQpA6CxatIjeuPr6+r6+voyMDNqOclLCAwcOaJ6aWq4IAECKUEccK1NPZXoUgNApLCykN669vZ222c89ytlySBFMowWPAKQ76ohjZeqpTI8CEC6dnZ30ummpQtmatWfPnnBL5QB74jMNDQ1hFweAmKOOOFamnsr0KADhwo7t5eXl/G91dTX9e//994dbKgc4ZFdeXh79rampCbs4AMQcdcRxnOuJOFgABE9VVRW9bhs2bOB/d+3aRf9WVFSEWyoHSktLqYRsaVu1alXYxQEg5qgjjpWppzI9CkC4lJWV0eum5RXlpITTpk0Lt1QOsMdYXV0d/aXCh10cAGKOOuJYmXoq06MAhAvHlNKW42lBR8MtlR29vb1s4T58+DD9nThxYtglAiDmqCOOlamnMj0KQIhw4KvCwkL9zoKCAtrZ0dERUqGc0PQq1rQyMjLCLhEAMUcdcaxMPZXpUQBChD2uFi9erN/Jk4ZNTU1hlcqB5uZmbWaQFcHOzs6wCwVAnFFHHCtTT2V6FIAQqayspHdt8+bN5p1bt24Nq1QO1NbWar7t7O3e0tISdqEAiDPqiGNl6qlMjwIQItOmTaN3bf/+/fqdeiUmavCaR47OsGTJEtretWtX2IUCIM6oI47jXE+EaQAgSHp7ezkxTk9Pj34/T8OVlpaGVTAH9HFQN2zYEPGQXQDEAHXEsTL1VKZHQbxpb2+fPn16RUVFX19f2GUxwkn9zBEZOJtyXl5eKKVyhk1ura2ttL1jxw7aXrJkSdiFAiDOqCOOlamnMj0K4s3cuXPZItvc3Bx2WYxs3bqVCrZy5UrzT4bYDdGBC9bd3U3bLS0tkbW0ARAb1BHHytRTmR4F8Wby5Mn0MGdnZxum4aIA+zDV1dWZf5o5c2YEUymTwqdPm9jR0WGOMQEAkIs64liZeirToyDG9PX1ZWVl6XWCSDFx4kQq28GDB80/OeheIcJzmqT8aXvYOhjB6VcAYoM64liZeirToyDGkO6iLdqw1GNChCO2jxw50lI7qampoV+rqqqCL5gDDQ0NhqhdrCMePnw4xFIBEG/UEcfK1FOZHgUxhvPlMVELK+W8VLCxsZF+XbhwYcClcmbTpk0GtY9jokbQvw2A2KCOOI5zPRGmAcSMlStX8jI9+rto0aKwi/MZWFlZs2aN5a+cQidqmf64PfUTl+Y9AAC5qCOOlamnMj0KYgyrVvX19RGMerBw4UItoJSZvr4+DpHV29sbcMEcMNurWE2srq4OsVQAxBt1xLEy9VSmR0Fc4TCeBG1w1rxIuQqRwkdFam9vtzuguLg4aq5jRUVFhjKbvbIAAHJRRxxHqJ5vvPHG/PnzR4wYMWbMmJ07d5oP8DPlp06Pgriyf/9+LYxnRUVFpGayOMCBs1FNHzM9CvT19ZnXDJrXFQIA5KKOOI5KPd9+++2xY8fW19d/+OGHR48eveWWW8zH+OkVdXoUxBV9GE/2dic1K+xC/T+kNiX1Ya+uro5UIpr29nYqT1FRkX5nlIPOAxAP1BHHUaknaVS1tbXOx0DBAirDoaR27NhB24cPH6btgoKCsAv1/3DK5E2bNjkcs2vXrkgphbzssayszLCfI41FMI4rAPFAHXEclXrm5+dv3Lhx9OjRo0aNWrZsGWeuMMAjy+HDh0+ZMuWRRx45c+aM+PXV6VEQVwxhPCPlhlVaWkqFaWpqcjimtbU1YZWpMCzYCmhO7EOfl6j5igEQJ9QRx1Gp55AhQ2iA/v4ANMZdvny53ZEnT56kL/Xs2bPNC8ITjqS4BgCkEA7jmZWVpTkMsRsWG7TChYqkz+hnh1aFwArmDFvdampqDPt5OWRjY2MopQIg9qgjjqNSz+zs7BMnTvA26VhJfSCOHj3qKluIOj0KYsm+ffvoGS4pKdH2sEuWw1AkMDi+vEiMK7a6dXR0pL5QyVm8eDEVpqGhwbC/srIyEb04rgDEBnXEcVTqWVpaSnoVbx8/fjypgtXZ2Zmfny9+fXV6FMQSTjWjt9qyWmPw0Q6FHTt2CDpXcdwp55nEwOCgYub805s3b6b9pGaFUioAYo864jgq9dy5c+ett96qTRGuWLFC+0nrDNrf1tZ26tSpQ4cO0Zd69erV4tdXp0dBLOEYB/X19fqdOTk5UTAIcfRzEZNPpIxD3HpdXV2G/dHM6gNAbFBHHEeonvfee29eXl5ubu7SpUv1zhxaZ+zevXvq1KmZmZkTJkxYv369q5DQ6vQoiCWFhYVml3bWunbt2hVWqRg2Be3fvz/pkbW1tXTkqlWrAiiVM1pqavNPbBqcMmVK8KUCQAXUEcfK1FOZHgXxg4MzmZ0Oo+CG1dPTo8WXT3qwc0LoIHFY0uigewEA/KOOOFamnsr0KIgfPGlljtgk7l3ugbYBkh6mjy+flOiE8eTIqHYJs3n2kEobcKkAUAF1xLEy9VSmR0H82LBhAz3AVVVV5p84PoJ0VYAzxhB79+51PtKtSzgX2Oz5FDC8aMCySYmZM2da+r8DAPyjjjiOcz0RBwvEA4fITOXl5ZaxBnzCBh5epejsRM/BDsTDcUVEd1m1ahUVwy57hF0EBwCAf9QRx8rUU5keBfGDZ6w6OzvNP7ElRrrb+Pe//31tZFJQUNDS0mJ3JGlgdIzIZCLDCX9CT1PNASOam5stf7WLQQoA8I864liZeirToyBmcE5iO78lnssrLi6WeMeDBw9yPr6Ghga2kGVkZFjaqLq6utz6gzvPzQUG5x2ySzRkl0UHAOAfdcSxMvVUpkdBzHB2x9bS1Mhyw+rt7eVkfOxWRdevrq5mU9aqVau0RD1MU1MT7Z83b5749SMSZYprZKiOhl0eaACAf9QRx8rUU5keBTFjzZo19PRu2rTJ7gA2MpEeJvF2xcXFPT092s76+nq2aZEupfdPd/C+t6OtrS11Kx8FYaNgYWGh3QGHDx8OvZAAxBV1xLEy9VSmR0HMKC0tdU4vQ7pX4rNZdDzDlpuMjIyDBw8afmptbeVMgkVFRZrHlYe8yH19fXR9OstVoGC5cGJHB8MblY3bIchSAaAI6ohjZeqpTI+CmJE0rkFLS4t4JCoH6BYcL97OufvYsWMlJSXsdMVKlYP3vQPFxcV0llmHCwxOnugcoJWbIvQ0RADED3XEcZzriTANIN0RmVDr7e3l+Tt9gikPcOKdefPm2Xkm8b1IL9FcsniNobcbyZrT9AB7lTnMuvZ/ajh0WD4JAPCGOuJYmXoq06MgTrCtZfHixc6HkVbkdqrO8kY5OTkiNpvNmzfzNB9x9dVXu70X6zf333+/l4LKoKKiImHKnG2Aw0mEnucRgPihjjhWpp7p06PNzc12q8eBalRWVtKjSwqN82GkrPhxw2pvb+eJSPHQmvSUDho0iF2y3N6OtBY6kbQctyfKQiTYKfvv09/ASpV2tLa2wsIHPJBG4tgnytQzTXp0y5Yt7F3r1q8FxBJWBfbv3+98mB83rL6+PvascqvxcNnuvvtut3d0SLQcDHl5eUkDW7AWuGTJksBKlV5wJ4Y71QvSlHQRx/5Rpp5p0qMkdfizBSMW6O3t5Zk4fcQEhyOJpEeaYVNNUVGRWxcu0sza29vd3o6gG9Eds7KyPJzrH7570uCorLOWlpYGU6q0g9uH+PrXvx52WUCakS7i2D/K1DMdepTEFQvUIUOGhJ6sDYQOGwmmTJkicjBboexyv9hBjxlrZgHP9XDEh1DW6B08eFCkValszrGyAK8G/eY3vxl2QUCakRbiWArK1DMdepSXZfH8BQkAh8VcQAVqa2uTRhPQYM9x+it+/Z6eHs4k6OosKXAqQIfgXhpHjhy56667JM6YO0fG1xN6vK6Iw0E6Qg/KD9KOtBDHUohzPdMrTMOxY8eysrLom97W1saJ0pBrVnE4IAKpWSIHc4zQkpISt9efNm1a8Ko8O+9v3bo16ZGjRo2iI/Pz82XdevPmzYILApzzFSoOR8MXt7ACoBF9cSwLZeoZ+R7lFCW8IJ/9G0jf8ubjAuIB5wRsbW0VObinp8eVGxYbckaOHBmKAsHGuVWrVjkfxiHXiaFDh8rSAtlOLKK2spnN7ayrInBOSRFvNgAMRF8cy0KZeka7R7u7uzlWpBbemq0LSDcbDNT+K1asWLBggQcn8RRBJWElW3yKStwN6/XXXx82bJi4eUw6bG9zdiEnjYpVzMGDB7sKIeEMp24UmZ1cuXIlHVlXVyflvjGD10YwshKNA0WIuDiWiDL1jHaPchwjvV9IV1cXO2Mh1GEAPPzwwywqli5dGnZZ/h+2Ys6cOVP8lKqqqoRAAE9S3dh75pxzzgnLwYhEMrsbOhxDmk1iIIr91q1bJS7o44k/LZ2iAzU1NQmXqazVgcPxM1iRA1wRcXEsEWXqGeEe7e7uZoFnCHdUX1/PQsghD10MEBF1KYWE/fjx41lUzJkzJ9zCaLCrUGVlpfgpPGvjkMO4fyCgAyeBIcaMGRPiQgrnHIvaS0GVojLztpT0heKu6w0NDQmBMPpqwrkaeSGhc0x8AAxEWRzLRZl6RrhHWZRaykX2AhFcR5aOLFy4MBFqOEfSrlhIXHjhhexQEpHFmyTXqTw7duwQP0WLL2WnPVDV+LL5+fk/+MEPwg1m6xxOnb3gtSly9lBcuXKlz5tSlRPC+ROpbG6NiIqgxRITyeoIgIEoi2O5KFPPqPYoyUKOCWQZiKijo4N9s/bt2xd40YJgxIgR4gJPOpp2RX+17YjMd4jPZOnhQLV2Qa3YqSgnJycKK+M42Z+lhxPVmh32terzmjV6F3wmtHYVPlRkHlNNePEBqZ48jetf8QVKEVlxLB1l6hnVHmX/Eoe0IewIQuI2lvF4xo0bF9bEnEG76v90fVkUomN0dXV5W5/Flh5LNyz20KJrJk28EwwOHk5suDVMj7KxM2laRmc4p7W4xZTnMX1qdfGDv1rUQaxpOc9KA2AgsuJYOnGuZ+KzhF0cC/r6+jjSY2Njo8MxbJYIPhpkqmELAdtUgr+1Qbvq/9TnJgorN5uamry5ddu5YbFEzMjIEFk9FwxcVHOYSt5Pj4RBreE2offFzxwur31Lug5Ag5cxSvH9ihNsfaytrWXLooeE30BloimOU4Ey9Yxkj3JC2aRZb7V8JqH7g8uFFRomyKpZalf9Aj5MgbFp0yZv69c05xi9FsKrJRLyIh1IgXqcTbP6ndTyPDdqOXXIP/nRESsqKlw5ZbPZzGH8oyY85GttbaXHjB+tiHgugrQgmuI4FShTz+j1KH2SWGCIBGJgn9+SkpI4fch4So5XdQUWbchOu2KcfZgCg+X6nj17PJxr8CQj5YBbWCRsepDQk2xe0MfzhnZ5otgOV15e7vmmHCpMfJJUPOK8OhhykLMNHiGRgTgRFMcpIkL1fOONN+bPnz9ixIgxY8bs3LnTfMDZs2fXrl2bk5OTm5tbXV1N/4pfPII9ylMhpGOJ6Ez0LeN10WFFhkwFrF9ySNWKiooA7uisXfU7+jAFCYdA8ya09J5kpEmwF1E055e5L7QJOOoRLq3dkg4tHq9nJ31uWPHAmJqzkbfbxRJDtux58+Y5dBkAZiIojlNEVOr59ttvjx07tr6+/sMPPzx69Ogtt9xiPqaurm7GjBnvDkAb27dvF79+BHuUjSXi6/A135RwV9fLoqOjg6vDU0UBuHEk1a76xUJJpRoOJeDZL40nXsvLy0kLYX0laUaasOBglZqhjlVt57hTrD5603i04Pjip9g5iqkMLxTQugnx7oFbIiiOU0RU6kkaVVLbzKxZs/bu3cvbtDF79mzx60etR/nDXVBQ4Mrdh4MY6QO+py/sf8Z14TCSpHKl7nYi2lV/NNywfAp1XjowfPhwDv9Bz0xkp5U5ihLbCznoVNL8m6yO0wPjIakRm17oAXB7CvIZ62Err7ack/0Fo2kiBdEkauI4dUSlnvn5+Rs3bhw9evSoUaOWLVtmuS46Oztbi/t84sQJV0P8qPUo29Xd+nZ0dnZq4a1TVLDAYHMFtwBbMlKXFOjNN988//zzk2pXjHhGvxTB8RQ2bNjg7XTNRSYxsA4xstpV/6dKNs8Oc7OL1JrfHQ9z5R40V23RgNt7xRjOBKAtNeAlFMFM8YN4EDVxnDqiUs8hQ4YsWbLk/QHoXbWMXT548ODTp0/zNm3QKYYDEo6kvA7CcLTDvLw8D2aSRx99lM6luj///POpKFtgsG8s+99wLPvUzWRdcMEFiQFvepHZVTarhDgi5yhQnnXojo4Ozo5MD1h0cldb0tramhhYRctCuqCgQKTAe/bscWuIYrw5VLl124o9PMbTxrqIdw/cEilxnFKiUs/s7OwTJ07wNulYltGTY2PBYgnqzZOa5yyIyy+/XHrBAkNzwOJ/+RvtQWSKQFpsZmZmYiD1nsjxzc3NiYEFm6kojAgGAeaBXbt2XXvttW+++abEUqUCbUKWZzMFoyf09fXxgg+3jtXelgQ6p/RRDQ58pf8+I949cEukxHFKkV9PkmcbNmyYMGECfTfp77333nvy5MmkZ5WWlpJexdvHjx+3fF3j4YPFGpI5jqI4c+bMoStcdNFFcgsWJJxhQ5tWIJHpnPrXDzwxNH78eEEjRE9PD0cdC8X8wz5GpEAEf+tQyM/P5wGDK42Wozm4dUb0FtSKHR8jFUIsRCynWRHvHrgiOuI41civ5+rVq6+55hqSE6Rp0d+rr776W9/6VtKzdu7ceeutt2pThCtWrPhzET/tjG3btqV0FWEw3irsb+RnBooalr9o6Rt7huM96lce+ZwXc4AFpKsUKyG6YfHjcfHFFwd/6+AhfVpzF3NlIiJdmcZvdK6rhRG8ysFtSFt2iUM+Y4ZD4RtC4CLePXAFFCzv0JBU7+lC27RH5MR77703Ly8vNzd36dKl+sGQ1hlnz5695557cgZYt26d3DhYJIZHjBiROj9r5sknn6SSZGZm+nTp4FQV6fvR5ykhfTSj+++/n/asWbNG7o16eno4cpKr2BaWUiQYhg0bRrc+99xzg7918Ozfv5+1q0svvdTtufwKuBqo8JPg1jCJfMZ6DJE1GMS7B66AguUdzwpWSknao/yhJ/UuFbNUGqTD0V1Gjx7t8zpsqE+aYyeakF7FHs36nez4L71GvE7NbVyrFBUmKX19faRa0a2/973vBXzrsKCaUu8cOXLE7YnsIC++UoSjixmeOhHYJy8KGSqjAHu/GayAhsANADgDBcs7q1evpo/RW2+9RR8++kvbIlOEqca5R2tra7XFhiIr+b3R3t4+aNAgusV1113n81JpPUtocMBiUuT5xDOP4tFcGWpetnYE7Fayb9++hCk9H7CD3c8FO5etZR7WLvB4AJ3Sbx+0AvHugSugYHmHhNP69esvvPBCElH0d+PGjSJO7qkg8VnsDtMCXpOaxc4ENMz1nIvDAQ5CTdqVFGev9J0lZKcos1yU7vnU2dlJGhs9hx70JA62FPCsBwfF9hwBSzU4uINggAC2ZdJb4/YuWj5j9wWMGzwAMDc44t0DV6jzNilTT5sepa8ny3WOvNXT08Nh9PLy8sQzwoqgueXKsjml7yyhXdx2DkAlUb3ggbW3wPcp8glzgB5FDrkEZ2FBaCzHznwiDvLsV+ft6eJ5sZRmGkgL7CxVvPQ1RWFWQPyAghU37HqU8zzQB1QzctBXm00sI0eO1KIV+4fdFJzzrLkiTWcJOUqFZeZB6XkAeQrJ4JArCLthBZkjBfODHmClXCSMOFt8va1i4UEXPRIezo0T3IbmGPoekjwClYGC5R0azcyePZsXQyWdngsMyzKQsOdV4oZPZ19fH0/n0a+CwQ+dIe2NfXrkGifScZaQB8GWkfrl5gHkiIikg3q7mhaaK7AQ3pgf9EBnZ+eQIUMGDRp0ww03OHe0HyWJXzS3nnzxg/PTt7a2mn9CvHsgThRUgmCQX8+SkpIHHnjgj3/8o/Qr+8Hco/Q5Zo8rO99MnlNIuA/9bIbnm6QnaU7HWULntIP8BZcyOcvd52d1fXl5eSKoCJOYH/TMJZdcwu/p3LlzHZ4cnkx0Fa1Dg9/fOOm+dXV11157rauQYFqOS8tlKOxoIdetAsQVKFjeycrK+vjjj6Vf1ifmHuX4gcXFxQ4DX1Kt+Jvixxenu7ubvY6kf33SbpaQ1Ag7ByyGDYc1NTX+7zVx4sSE+2wqejhceOoyJOrB/KBnmpub6ZvD63N5Vpe0B4MSQG8KG6S93cKzg3w06erq4myVrsKP8eS+3aQ5hw6WYu8HsQcKlncuuOCCCHqDGnq0paWFgwIkdY/ds2cP61j0efW2+o8zGUt0LdKTXrOESXMONjQ00AHl5eVSblRYWOhnwWZKMyQawPygH0h/6uzspNZjM1ViIBVVZWWlthbYpxc2O+SVlpbKK3LIcEC+8ePHi5+yY8cOBy9SdoZLlw8RCBcoWN557LHHFi1aFLXJeH2P0ui2qKgoIZxumT6vbCiaOnXqa6+95uq+2kKnFHnIptcsYVKbECeOdZXG2xJeUuBzDWBgbliYH5QFtSTp6OxuxZSVldEYiV8Tz4q75yClkYUfbFdzps7RRFn9svStBMAAFCyXV0mGlLv4LJW2n60FpJSImzdaW1uHDx9OZw0dOtRVJEz26U6dApRes4QiXk2s+/pRNSTqK5wDJNUJlDA/KJ22tjbS4zU1gmfErr/+es8XZDO2lOUXocPrPxhxB1NWW+0WVvMzHCcjH0gdULDihtaj9IFIDCxVcxtKlJ0MEgO+6oKaGR3G6kJK41WmyyyhoEGIBsGuvvtmJOorDmseJYL5wRTR3d1dW1vL3njEZZdd5vlSfJFUxB8Onj179iQGFti6UonYe9Iuk1hHR0diYFJeXjFBbIGC5Z1BgwZJv6Z/uEfp68ATdh7SZtHH+r777mM7luDcE/vGpnr+Ll1mCQVdmpxdPUSQqHE6RO2SBeYHA4BGR9SJL7zwgucrcM4liWkGQoQX2NJHTDwPOhu96EF1OIa1WClpKkC8gYLlnS984Qv/+7//K/2yPuEe5QiifvzN9+/fzyO/pPYG+tDwqDfVE0zpMkvIa92TJiyzTAUtjvTWcF726B/MD6YFvL7VHGMzHeGJ7z179nDMFJH4XiLJcOJk5AMpBQqWd7Zs2fKVr3zlyJEjZ8+elX5xz1CPPvHEE2wY9ykstXWFztNY/Emij04AQ7q0mCUUz+7HVkZvX2rOTyfRF8Q5cJd/MD+YFvD6jKqqqrALIgF+v2gEwi9LWVlZ0lPY6OVc/TgZ+YAUurq6LAe6ULB8XNEK6XfxUCp2dJUiKfnD5OyvzTEzg4n+HP1Zwt7eXp6PEMm7zIZGbz3F+pD/2LAatbW1iZTFQML8YLrAAUQkproKC5J5iU8X6tLLyNFq7DyrNPi1cs46xUOFuro6mcUFaUtnZyd/882D6iioBMGgTD0HMOeB9wy7P9O3ydIkwxoPjRSDWXYU/VlCjiQkqAJ6di0nOSEoMMTxOWXpDOYH0wX2IJT4AQkLXuWjmXjZ7JR0HMjprp0jv8fJyAf8w9984uabbzb8BAUrDhisaFdddZWI+UQcjq1Hmo05RDtPh0m0oyQl4rOE7IAluDjAs2s5jZ4TMuKUGvAzZekM5gfTBb3hJ63huMfam8hrSpydqzhJKH3onK8cGyMfkEJfXx/Hs4WCFX9S1KOVlZX86dGP7Vhzz8vLCzJqjqtZQvpiLl++nD6Fx48fT3XBGOcgOma8Rfjku0jP18EROqTPfWB+ML3gZ1LuIC14DPPvbPTNyspyCO/Hdtak1rvYGPmAFPixSVilV4KCFTdS1KMkI/mDVVBQoFk42OouGCZeFq5mCb/73e/yo08jDBrRploRpG83z9yJx2j1kGiZw207iwpvsGGM1Cy5l8X8YHrBueEdtGF6j/bv3x/xOAXFxcWGWrC53WFYwlP2Sdf/xsbIB6TA5nnG8E2GghU3Utej9D1ljYok5bFjx3h6i74ywY90BWcJm5qaOJqXlh+3qKgopbEkmpub6S4lJSXip7A/R9Jvuh6qeIq80VPkhoX5wTSCXvNLL72U+mvp0qX32zBmzBhvvoOBQXKOByF6LZD1p0WLFtmdxR8WkRAV8TDyAf9o5nn+29raqv8VClbcSGmP0meLJ6dodMjKVnV1depuZ4fILCEpLhxj4uabb6YRJ6k+vNqRT9y3b18qCsbOaq7aZP/+/eIzngwbGMRnIV3hP4GPAcwPphfsGy7CxRdfHHZhbbF8rTTTr50lmz8RBhlpSVIjH1AEzTzPw0iDdg4FK26kukdJWZk0aRJ/YTMzM0PJde08S0gSnbPQGKxctH/Xrl28SigxEBRH+vexpKQk4TJAjquwDv2f+sWTypKiCRr/CXwMYH4wvSD1gl+QJUuW2FmweJQlfSpZIhxzhGSeYT+X3HJBNL2JPCQTmXkXieYAVEAzz7N91PDIQcGKGwH0KK/HSYSa8dRulpAUPv6GkgZm9xmtqanhqOU8zSErdrkHByxGPDBp/6dGslWrVnkqY3I465HDNIpbMD+Ydhw+fNg5TgErza6mwgPG0pzQ/+nSQsvpdR66mP2ULVmzZk3CUyIyECf05nlLoykUrDhgMN2n+nakQFxzzTUTJkx46623Un0vOyxnCUkq8AxXYWGhs3Wqu7tby1BGKhHpW88995yUInlIT+RqYpEtcOZ4GbLgXLaknkqxkGF+MJbQMCaRLGFfuPBkn/k14VSD9HibZwld5QZlC1nqxjkgLdCb59ntj6SJ/ssJBStuKNKj5lnCpqYm3kMDa8GJSzqXLWFS5rB4UOthTaWgazy9tzNmzKAj8/PzvZZRCJ4ouemmm/xfCvODcYVtwBLj3EqE3hQeO1nakln3MrswujJKsaea9EB0IL0wmOfNnnmKiON+KFjxQz9LqLm00063sRjmzp0rRQngD3dLS4vbE7W5RYeSk8q4bNky1gUvu+wyXwVNxjnnnJMYCGzh3+yE+cG4wu6GHp72AODJvuLiYstfeRGunXuW4NqRtrY2h1sAFTCb5zmOoD5bgDriWJl6KtOj2iyhpUu7OJoxrLOz03NhOAa0wwIlZxyUM1KttNnMwYMH0yv94osvei6nCP/+7//OId1J5/Pj7Y75wRhj5+QUBdiP0G6yj2cJzctEXNnk6DXnF0RCcUF6YjbPs4efPuaOOuI4KvUU8Zfy41OlTo9q6+8S9i7tgrAxzLMyQSX5q7/6K5FpPjsspxf1qhV9ykmPDCwDI9WIi8TzIN5mgjA/GGPMsiQ6JJ3so2eSDtDHatG0LvG78CDEz6gMpDVm87w5E4A64jgq9RRpcT+9ok6PErm5uYmBOKKvvvqqn+vU19cnfCyK1EIHXXPNNd6uwNa4srIy/jdE1UoP1YtNUCRLPEQOw/xgjImyE1LSyT56Jg2zhPwCOmcqNMCTpKlbbgKijKV53pzLUh1xHJV6QsGSCA1Ss7OzV69e7fM6PT09rM14C+t15MgRDhb/zDPPeCsAL8uiN5MGxFFQrTSoPBxRNjGwzlF8aSHmB+MNrzaVHvRfCkkn+9hJS194VrmqqqrE78Jm75RmhgCRxc48z8ZRLcqJOuI4KvVkQ/Tw4cOnTJnyyCOPnDlzxtsxDteXV1iF4MiBev9EcXjNtocADXo4fOvgwYMjolppkKqkrSGYOXOmSNgwOubmm2+m4y+88MLUFxCEQzTTxfBkX1LNjwWhZn/yEDiUdbKAM7GCiGBnnucHSct3qY44jlY9T5482draOnv27DVr1ng4JuFIisseT3iWUJukcwWvznWVsNnMX/7lX3L3XX/99RFRrfQcOHCAY4yRWDXUlNSppqamzZs3k1JIGhjLXcan0gmiDK/MoAcj7IJ8BlKSRCb7qqqq6DDt08rh5ZzDqxrguFmpSAkKIo6DeZ7XqGrPlTriOIr1PHr0aNKU7CLH6FGnR+VCA3GOleDWoZsEDFscva0f1KDv9eDBg7Ozs6MZW6h/oIl4HTKRm5s7efJkgzql8fnPf55Ncf/2b/8WdqlBquCHIWpzZGxYSur5x3G3Sa/qt3KdEaGlpSURajYLEBYOy3fYN1EbqKsjjqNYz87OzqRBI0WO0aNOj0qHnY3czhJykAhX3ht2dHR0uE2zEzzUPjxdqFFQUFBeXk6Dtrq6OlI3ec6I1MQI2uGARGpqamQ9+Za8/PLLCxYscLu6YuHChYKTfWy1oifWvPhLhCh7oYGU4rB8h7579JNmE1FHHEelnjTsa2trO3Xq1KFDh0ii6x20tc5wOCYp6vSodNjm7yoNHykT7JB++PDh1BUsatTW1lKtJ0+erKlTQEE8rLxzBc/CZGdnuzqLoyeIKPcczUFL0+sh5ASPNHyarkF6kXT5jv4JVEccR6Weu3fvnjp1amZm5oQJE9avX69/ObXOcDgmKer0qHRo8EFfTFIdxM1IUtzbAUhHOJp5UVFRKi5OHz3OKJCbmyt+lsF+4AzPEk6cOJHXA3oImsqe8koNrkDS8H56G6o64liZeirTo6mAI+hoa0CSIsW9HYB0hIbyqTPh0DulzUGLB/NkDxhBvyjNFMF/W1tb3RayvLw8IZxdB8SDpOH92Auwurq6XyVxrEw9lenRVMCTBYKzhLLc2wFIU8zZbWXBZgBeQiHuFsnx5R2WZhtgYcl4cH9ctWqVN9MXSFNEwvvpp87VEcdxrqdhDVfYxUljaKzMn3URnUmiezsA6cjixYtTYcHlyXqCFSbx4ClcHvGFjTzdQ/zFX/yFh3Km2s0fRA2R9F+8+oHTLqkjjpWppzI9miJ4ljBpZkM13dsB0KOfDZGIZkjWNC1B81JxcbEri1pfX9+IESM8uNIzHHPL1bIYkNYIpv/iXAI8XA+mYKGjTD2V6dEUwaPSpPED4d4OAHtKSdcwOIQpuwlz8BQRt0hSwuhIGvaIJ3Qixo0blxjIoOBhPWxrayudS6V1eyJIR8TTf/FDy3OFwZQtdJSppzI9miI41UbSWUK4twPASf3oXZB4TV6cqLk2sjWroqIi6Ym8KtCtuvPqq6/OmTNn586dHorqatEiSHdE5gcZzhPAUd0DKFgUUKaeyvRo6uABdHNzs90BcG8HoH8gmEJiIHWmK6ORM9XV1XTNVatW8b/ibpFsVF65cqWskoiQNLE0iA2C84P9urljdcSxMvVUpkdTB488HL7UcG8HgGG3J1dZ/BwgRY0DrGtpmPs/HfAkjYbA8i/gNX1cNg8hHkB6IT4/2P+pFZaf5ADKFgWUqacyPZo6Dh8+zAYqy3E53NsB0BBPTSOC5SxM0gEPw7qOXjMLALZSyKq+Ovzyl7+85JJLKioqJNo+U4r4/CCjJWlNaamiQ5zriTAN0uEYzZZ50ODeDoAGu5vU1NRIuRoHVSeNSr9T88pyOJHkNA97As7mKbH6L7zwwl133RX9bKRSmD59OkurgBViz4jPDzK8Gl0dcaxMPZXp0ZTC6881RxA9cG8HQGPXrl2CTuhJId2Cx/0dHR2Gn3jA4yCM2d2+uLjYfzFcwcMtyw+FK6jKgwYNokvNnTtXSsGiDGnDn/vc53jJZ1q4sbqaH2Q406U64liZeirToymFv9eFhYWG/XBvB0CPxFAFrKtZJrphQ5FDiHY+d/Hixf6L4QpOziMeCtWO++67j+XxsGHDYp9AXYvvmi4WLLfzg/2fPpDqiGNl6qlMj6Yay0Ez3NsB0EPaAJsi/F+KowdZJsbREjPbncsGg82bN/svhivYX9OV6DVDwzme32S36Pvvv19W8aIJTwSzTSjgVZ/ecDs/2P/pEF0dcaxMPZXp0VTDn2z9oBnu7QCYKSgooJeivb3dz0U4HAO9X3ZOSHwXuzkadnkJPu+yFqjCzxXY66CyspKlck5OToyNWFRfnghm459gXrIQ6evrO++881zND/brnAJTV7BIoUw9lenRVMODZv0sIdzbATBTXl7uX7nhDAoOvlxsRTD4v2uEGI+KzU5mvzFBeCBXXFzMmiUvS4yxEYvjm/OccklJSUIsTH+IrF27lgqZmZnpasEjaWNDhw5VRxwrU09lejQA+NOpDVzg3g6AGSnTcxxPy0FLa25utnP24uwLBQUFfgrgGTaetbS0eDiXK5WRkaF9ZHwasaIf9YDnB7du3UrbdXV1UjzYUkpRURFP9rnSoTkDgTriWJl6KtOjAcCSg6fe4d4OgCUsJpcvX+75CuwpTxqSg36gTS2Z5RwHzl64cKHnAviBNQZL1zFnurq6eAhniPLg2Yh1+PDhMWPGUDMeOXLE7bnB0NPTwxNnnZ2d/TqnC/43glDBhgwZMmjQoG9/+9uuTjx27NiCBQvUEcdxrmfis4RdnPigXzwC93YALGlpaaFXo6SkxPMVzP6OluiNH3o4qIorH2SJkCbk7e6sSM2bN8+gVno2Ym3ZsoVFwJVXXum2MMFQX1+f+OxC0YqKCoeZ39DhJ9NzFBJ1xLEy9VSmRwNAC39CIgTu7QBY4jPnsXiQIRbPZidIudHk3cIL8kn5c3XWjh07uNEsJ568GbFuvfVWbZgd/IJKEbheehWZJ0l9LsNMEaTgsm+fK/d2PeqIY2XqqUyPBgO71nLIBri3A2AJa0jHjh3zcC57PU+ZMiXpkTzBlJGRYXBml7KM0TO8GsaVAY+KytOddg6dHoxYrLFR+7BFjVrJm1tY6rDsPsvskxGBF174cRFTRxwrU09lejQY9DHx4N4OgCXs6N3c3Ozh3MWLF4tbXMyxsnzaz/zDASbEXexJpeDVc84TT66MWAcOHCDFhY7ftWtX/6dzplSkSPk2sQpo1leqq6sT0QuI1dvby4q7t6eaUUccK1NPZXo0GLRwJpmZmXBvB8CSVatWWXpHJYXdnEk5EFQFWEiT8qHt4XBKlvHfA4OVG8HvA2s/RUVFztYpcSPWsWPHWBWorKzkPfTVYk2UNLnorCu0CyTLwVqjFhCLZ359pihQRxwrU09lejQwxo0bxxasSA0HAYgOvChdE/DiuF2oT8pE4rPxSDdv3iziIJ9SOMZEW1tb0iPZ1CQ4fydixNLsYQZn+a6uLo4v4D9PohSoPFxxy1hlEQyIxX3qs0jqiGNl6qlMjwbGs88+m5eXd/vtt4ddEAAiCrsqe3BS5LlFV2KMT2lsbOR/eYaRp8bC4qKLLqIyJP1EkFLISk91dbXIZUWMWOwkWlhYaHaAa21tZet7uI3DmE2PeqIWEIv9AqmzfNr/1BHHca5n4rOEXRwAgFqwYYnGIa7O4gChbueG2PVYW7XHlgbP67ykwDG72e2JCkYKjaW/P4d6mTZtmrjYdjZiaY7tpEtZHsDzXHRAuO3Tn0yT9hYQ6wc/+AGd5cFumhQaKnib8jagjjhWpp7K9CgAIDrwsjhXyWp4vZvbCKWslpEyR2pKT08PKxDhehqtXbuWysBL+jWmTJlSVVXV3NzM6iPHmKBWchXqxcGIZXBst4NNXEVFRaHkEWKSJprs9xQQKzs7m04ZPHiw3N7nmNLU5g6lFUQdcaxMPZXpUQBAdJg5c2bC5WJ7ni/bt2+f23ux1YpO5BAJPj2RJULK09atW8vLy1ndZEixmD59+qBBg2j7n/7pn9xe09KIZXZst4OUD+4aKlVYaii76NnNDzJuA2JxZlji3HPPlesdzw0uJW6tOuI4KvUUmc47e/YsDYlIg87Nza2urqZ/XV1fUkkBAEAUnv+qq6sTPP6b3/wmHT969GgP9+KFeKRbsJSN2gr//oFF/i0tLfT1ZuVGw24uzwGzEcvOsd2Ozs5O1sbCCnZvcJuzxFVALFJkWYXlAGwe8hTZ0d7enpGRQTqxt6BuBtQRx1Gpp0iL00dqxowZ7w5AG9u3b5d7fQAAkIur1XycfDDhNakLn07ymOe/SM3ycJHA6Orq2rp16/Tp0++++25vVzAYsRwc2+3Yt28fzyc6pNPuHzCMfec73yHdxdna5ApxTzvBgFiafkk6fUNDQ0IsSq0gHHBElsqujjiOSj1FWnzWrFl79+7lbdqYPXu23OsDAIBcOB5VeXm5yMGvvfYaK1jiFi8DbO1gt6cIBgGXi96IldSx3Q7WgEnReeaZZ3gPaTx05V27dpFaXFZWxtYgDSkmHGLTpk0JsVRCggGx+IL0AFBraHYvP+FANajK7GsvKyuAOuI4KvVkq+bw4cNJ6X7kkUfOnDljPiY7O1tzSDxx4oSrIMXq9CgAIDqwdCRpJ3Iwzye6dW/XU1lZqakC/p2Row8bsRYsWCDi2G4Hh7QgJk+eTAKIL6WHZA27iw0ePFgkrJcI06ZNSzo/qJE0IBZphFxsLZAYK46Cmr0zvOpCovVOHXEcrXqePHmSxh+zZ8+2tKjTw3369Gnepo0hQ4YYDkg4kvLSAwCACR79J1V3pLi5aDmsJk2a5PkiaQQbsRjPgQmoa9jXXoPULNK6ampqmpqatBAJJJUSkoLj65d8ihzvHBCrt7eXCmxoge7ubvbH8qkR0sWlG0TVEcdRrOfRo0ctrVOwYAEA0g62VSSdumLzlc/Y6ySwP/e5z9F1aPwZVprngGHxT7qpn8WAu3btmjVr1oMPPkjdZDcTRyoLO8X7D63OyxHEXZqcA2JVVVXRT8XFxYaSs0bo03GKlzrKzbmkjjiOYj3pGcrPzzfvhw8WACDt4FBGzrNXEldpXXHFFWyGkeJ/E32ampqmT5/++OOPB3AvjtpFalbSTIjOTJw4MeEyEoddQKyWlhZOtnPgwAHDT/4fKtJZuaiCU5mCqCOOo1JPenra2tpOnTp16NChsrKy1atXaz9pnbFt2zasIgQApBfswlJVVeVwjBTzFdPV1XXjjTc++OCD0clnHCc4toKfnuJpTfH5QcYyIJaWZcguqL1I3kYHeDWieBQuQdQRx1Gp5+7du6dOnZqZmTlhwoT169frTZ1aZ5w9e/aee+7JGWDdunWIgwUAiD579uxx9hGWG2QIpJS2tja2GHn2beL5QbcqmmVALI5M4ZBliEPOFhQUeAs6yrPbEuNpMeqIY2XqqUyPAgAiBUlidpGxO0Ci+QoEgE9vd/HAoQYMAbE4Agjp5c5ZhjimqwclqaWlxY9y5oA64liZeirTowCASNHX18dL6C0FFcxXaYcfb3c2KQmG7TCgD4jV1dXFZdi8ebPzWZ6DjpaXl1t6fflHHXGsTD2V6VEAQNTgLIEHDx40/wTzVTri2dudrV+eu1sLiMWxu+bNm5f0FG9BR/n6pPf7dOe3RB1xHOd6Ig4WACAKsK9xQ0ODYT/MV+mLN2/3MWPG2KnaInBALLZdjRw5sqOjQ+Qst0FHe3p6WGh6s7QlRR1xrEw9lelRAEDUYO8Z82IumK/SFw/e7tddd11iIC6855t2d3cPHTqUtR/xsPVug45ySAi60b/+6796LqoD6ohjZeqpTI8CAKIG+8EsXrxYvxPmq3THlbf7vn37Bg8eTMePGjXK8x3ZDYu44IILXJ0oHnSUFzmSQubsO+8HdcSxMvVUpkcBAFGDQx8ZHI1hvkp3BL3d+/r62ITJ2tWePXs837G3tzc/P5+u88Mf/tDViYLaPPuW0ZEpjVKrjjhWpp7K9CgAIGqwUwvJLW0PzFfxIKm3e0dHBwdKoO6uqanxH/2VdCxvSZCSBh3dv38/L3etq6vzUcDkqCOOlamnMj0KAIggHHFbm3aB+So2OHi7NzQ0sPMT9b45lU3AOAcdJaWNrXGec2aLo444VqaeyvQoACCCLFy4MPFpTjeYr+KEpbd7T08P69BERUVFKoIdeMAu6CiVliOJlJeXB5BhSR1xHOd6IkwDACAiVFVV0VeopqamH+ar2GHwdj948CDnSB45cqT0PDN+sAw6ShpVWVkZ7ydNK4BiqCOOlamnMj0KAIggHMGooqIC5qv4ofd237p1K3syTZs2LXUL8bxhGXR01apVPHUoGFXLP+qIY2XqqUyPAgAiyIEDB+grNHPmTJivYsnjjz+unzCh/pWewk8KhqCjpA4mBiK2B+kipo44VqaeyvQoACCCdHd385wRzFexpLGxkVWr4cOHNzU1hV0cW/RBR6mcbGwz5xhIKeqIY2XqqUyPAgCiCc8iwXwVS7q6uiZOnHjuueemNIKUFNhjrKysjDUth8ANKUIdcaxMPZXpUQBANJk9ezZnIIH5Kq4EsATPP6+99tqgQYNY11+yZEnwBVBHHCtTT2V6FAAQTaZPn85SLWq+z0ApeL0FcfHFF4fiKKaOOI5zPRGmAQAQHViw5efnR9P9GShCW1vbeeedl52d/frrr4dSAHXEsTL1VKZHAQCRpbOzE9oVCJ3eAcK6uzriWJl6KtOjAAAAQGRRRxwrU09lehQAAACILOqIY2XqqUyPAgAAAJFFHXGsTD2V6VEAAAAgsqgjjpWppzI9CgAAAEQWdcSxMvVUpkcBAACAyKKOOI5zPRMAAAAAiBhhawcBoUo9RQim13GXaN4lsBvhLrhLPO4S2I1wF5Xvktaggf5MnB5K3CWyN8JdcJd43CWwG+EuKt8lrUED/Zk4PZS4S2RvhLvgLvG4S2A3wl1Uvktagwb6M3F6KHGXyN4Id8Fd4nGXwG6Eu6h8l7QGDRQ0eCgjC7ommqBfIgu6JpqgXyICuiFo8OhHFnRNNEG/RBZ0TTRBv0QEdEPQ4NGPLOiaaIJ+iSzommiCfokI6IagwaMfWdA10QT9ElnQNdEE/RIR0A1Bg0c/sqBrogn6JbKga6IJ+iUioBsAAAAAACQDBQsAAAAAQDJQsAAAAAAAJAMFCwAAAABAMlCwAAAAAAAkAwULAAAAAEAyULAAAAAAACQDBcsXZ8+eXbt2bU5OTm5ubnV1Nf3L+59//vlrrrkmKytr9OjRd9xxxwcffCB+rt1+4Aq7Znzuuefmzp2bmZlJXXPbbbcdP35c/Fx0jX+c27Crq2vs2LF2UXzQLynFrhkTn8XVuega/zi04RtvvDF//vwRI0aMGTNm586d4ueiX4IBCpYv6urqZsyY8e4AtLF9+3bef+211+7du7enp+f999+/8847FyxYIH6u3X7gCrtmvPrqq59++unu7u6PPvrogQceID1Y/Fx0jX+c2/Ab3/jGgw8+aCfF0S8pxa4ZRaJWomtSh10bvv322zQaqa+v//DDD48ePXrLLbeIn4t+CQYoWL6YNWsWKVK8TRuzZ882H0OCnEYY2r/a18ruXJFrgqSINCNpwMOHD9f+RdcEgEMbHjp0aMKECb29vQaJjn4JBrtmdFCw0DUBYNeGpFHV1tZanoJ+iQhQsHyRnZ3d1dXF2ydOnMjJyTEf09jYOG/ePO1f7dG3O1fkmiApSZvx448/fuihh/TGRXRNADi04Ze+9KUnn3yy3yTR0S/BYNeM1P55eXk0FJkyZcojjzxy5swZ7RR0TQDYtWF+fv7GjRtHjx49atSoZcuWdXd3a6egXyICFCxfDB48+PTp07xNG0OGDDEc8Prrr48fP/7tt98WPzfpNYEIzs3I3iTnn39+e3u7+LnoGv/YteHPf/7zK664gn1B7Ewm6JeU4tyMJ0+ebG1tnT179po1a8TPRdf4x64NaWPJkiXvD1BRUbF8+XLxc9EvwQAFyxfO44CWlpZx48a98sorrs7F2EIKSZvxD3/4w3333Tdnzhzxc9E1/rFrw0svvXT//v28badgoV9SikgzHj161HI/uiZ1OLQt/cvbpGPl5eW5Ohf9EgBQsHzhMJPd0NAwZsyYV1991e25mB2Xgkgzko6ld49Lei66xj8Ojj5JV6uhX1KKSDN2dnbm5+eLn4uu8Y9dG5aWlpJexdvHjx+3VLDQL+ECBcsX27Zts1yL8fDDD48bN+7w4cPmUzTJYXeu3X7gCrtmXLp06aFDh06fPv3ee+9VVlZa+mCha1KHSBva+WChX1KKXTNWVFS0tbWdOnWKXpyysrLVq1drp6BrAsCuDXfu3HnrrbdqU4QrVqzQTkG/RAQoWL44e/bsPffckzPAunXr7CLHED09PdpPzufa7QeusGvG3bt3T5069Zxzzhk7duydd975u9/9TjsFXRMAIm1op2ChX1KK8yuTmZk5YcKE9evX9/b2aqegawLAoQ3vvffevLy83NxcGjdaOrmjX8IFChYAAAAAgGSgYAEAAAAASAYKFgAAAACAZKBgAQAAAABIBgqWL+ySOrtNsSmSHNrh9H6dW71DaR3yHIucDgAAAABBIFB9YZfU2W2KTZHk0A6nazhrSEnzHEPBAgAAAKQAgSoNfVJnP+HdDMmh9SQ9XVxDMuQ5dns6AAAAAByAQJWGPqmznwQFhuTQepKeLqghmfMcuzodAAAAAM5AoMrBkNTZc4pNh+TQIqeLaEgOeY6hYAEAAABSgECVgDmpszcLlvk6Bt9ztxYsO9d1uzzHULAAAAAAKUCg+sUyqbMHH6ykyaGdT2fENSTLPMdQsAAAAAApQKD6wi6ps9sUmw7JoUUuq+GsITnkORY5HQAAAACCQKD6wi6ps9sUmw7JofU4ZOg0nG5ZWuc8x0lPBwAAAIAgEKUAAAAAAJKBggUAAAAAIBkoWAAAAAAAkoGCBQAAAAAgGShYAAAAAACSgYIFAAAAACAZKFgAAAAAAJKBggUAAAAAIBkoWAAAAAAAkoGCBQAAAAAgGShYAAAAAACSgYIFAAAAACAZKFgAAAAAAJKBggUAAAAAIBkoWAAAAAAAkoGCBQAAAAAgGShYAAAAAACSgYIFAAAAACAZKFgAAAAAAJKBggUAAAAAIBkoWAAAAAAAkoGCBQAAAAAgGShYAAAAAACSgYIFAAAAACAZKFgAAAAAAJKBggUAAAAAIJn/A80MAD7cOOzrAAAAAElFTkSuQmCC)
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