Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-07-20020319_152600_20020319_201000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 15:26 |
End Time | | 2002/03/19 20:08 |
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 | | -10.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-07-20020319_152600_20020319_201000-constBx0 |
Minimum Dst Value | | -21 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUATW9uIERlYyAxMSAxMTo1MTo1MiBFU1QgMjAxNx2G2dEAAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNjYtMDctMjAwMjAzMTlfMTUyNjAwXzIwMDIwMzE5XzIwMTAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTAzLTE5VDE1OjI2OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wMy0xOVQyMDowODowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjIuOTEyNTQ5OTk5NSwgIm1heCI6OC42MzgwNTAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF197oYP5wAAAARnQU1BAACvyDcFiukAAD7TSURBVHic7d1/eBXVmQfwQAJJSIAAKQRMMEjAiAjRJ+0GCBg1QCyhjW60QQMGTQVtrNFGDRIgtFGyXeQJPqFQDRX3iSViHsza0MZtttldWKObLqGblVSDDRjcoFEjxPYqV8i+zft0envvnblz751fd8738wfPzTAz55w5M3PemTlzJmwYAAAAADQVZnYGAAAAAOwGARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxhBgAQAAAGgMARYAAACAxgQNsMLCBC04AEAw9Dh5vvHGG3PmzPG5Zj2SRlsA+hF035I7qHCwAQAo0OMkmZmZefjwYVOSxjmfYTvoQdBt6u+l0q9+9aubb745Kipq+vTp991338cffyz914kTJ1asWBETEzNjxoz9+/f7nO7q8uXLjz/+eFxc3KRJk8rLy+lPKXVXEyZM8Lq4XK7kVis33d/1HDlyZNmyZZGRkTT/Pffcc+7cOdftxlzzOTg4uG7dusmTJ8fHx2/btk1+qyutxG2b+NwIwzJV4O/GEWfL+5sZuUT93Qh+bXk9yO1po0aNmjZtWkFBQV9fn8LiAeS/v7//wQcfTE5OHjNmDC2Vk5NDNes1M24T6ce8efNck6Df11xzjesM0n91d3fffvvtVPtjx45NT09/5ZVXePpnn31G+ZwzZ050dDSl/u1vf7u1tdVnnj0zE/AMnugU98UXXwSfdAB0DSz8qjhGuxwds67nMVfvvfdebm5u3Aj6QX8qJGoAhGXKBN06/p4jli9f/stf/nJoaOjDDz/csGHDqlWrePo777yTlJRUX1//6aefnjlzZs2aNcrT3ezbt++GG274wwj68fzzz3vOs2vXrrKyMq+Ly+VKbrVy0/1dz0033USXm9R4X7hwYfv27dQqK2+9oqIiaqXOjbjzzjt/9rOfeS2O8krkqszfqvF34/iVaEhveX8zI5eovxvBry2vB7k97dKlSx988MEPfvCDzMxMhcX9zf/Zs2evvPJKWu3Jkyf/9Kc/UVP6i1/8YuXKlV4z4zaRflCo9Nprr0n/9eqrr9IUzwDr3XffpaZ6586dtPNT7PLmm2/+/d//Pf8XpfXd736XZvjyyy8/+uijl19++cYbb1TOs9fMBDxDwIuEdIClsuJo97jjjjvuuusurytctGjR5s2bB0ds2rSJ/lRI1AAIsJTZbevQqeThhx+eNoJ+SFdFtB9QpJKYmEhXpfznP/zDP0ydOpUu7773ve/RiUaabfhvb5Z4JkFtW0xMDP+mZru2ttZzHrnpbujwoCaNf9OPJUuWuM1AGZs1axYdcj5X5ZorudX6TE7lelxRezxu3Di3iW7bbcqUKdRm829q6ZWbK7mVqDmS1VRNMBvHZ6L22PL+ZsYtUX83gsot73Q6t2zZMnPmTLp2p7iBJyoc73v37qU4JioqKiMjo6uri6e3trZef/31NJH+iyMhz4PdrTifffZZdHQ0/di4caNrhLp//36aopx/rzvtvffeS02j1zLKLeKat0OHDrkmQaV75ZVXPDNPLXRVVZXXJKg4VCi5DLgmqnCSHJbZ+MonT38X8Txve61Wud3AFV1xUYhJZZkwYcJtt902MDCgpjjKidIOQCuk+WlDaVVxhI5ZOnI910bokKdjk3+fP3/e6xnAc3923YY+twNdV/zoRz9KTk6eNGnS+vXrP//8c57ueQB6pqWm/V26dOnBgwelDNMFwPTp09XskKHIbgEW7QHZ2dl9I+hyf+vWrTydKvjb3/42XY9Kf9JsZ0fQj8rKSmm62w9PTU1NWVlZ/Jt2I0qR9g/aX9etW0dXFcrT3dAuLu3fdClJO67bDNQG0C6upuCuuZJbrc/kVK5HQsfejh07pFsdEs9mnhbn33Tu8JquJ88AKz4+nk4o8+fP371791dffaWcebkqCGbjeGW/Le9vZtwS9XcjqNzyFC5Qlk6dOvXpp5+WlpbyRIXjPS8vr7e3lzbU9u3bpYaN9ofGxkY679Np/b777vOaf9eWpr+//4knnuAbPBRhLFu27OWXX6bfDQ0N9PvixYvK+fd6GqE8UCPntYxyi7ielyhXc+bM+c///E/6s62tjX7TFM8TF+3/Xp8fkVtvvfXOO+88duzYn/70J7lsDKs4SSpsfLl1+ruI53nba7XKrdbVggULfvOb31CRqS0vKSkpLi5WXxyviVZUVNCW/GDEihUrtKq4YcUAKz8/nzJGRaATGmWA/lRI1Os29LkdnnnmmVtuueUPf/gDHWiFhYWPPvooT/d6ALqlpab9bWlpueaaa6js/F90GFZXV3strA3YLcC66qqr3n77bf5NlxqzZ8/m31TBp0+flmajP6XZ/vd//9d1Nrcfbo4fPz5r1izp/BgeHk674IcjCgoKioqKlKe7GT16NJ+jCf2gpVz/l3bBuXPnnjx50mep3XIlt1rl5NSvh/GFC13g9vT0uK3HbeutXbv27rvv5q1BF9YRERE+S+S5EkZNY0dHB53jpCNcLvNyVRDwxvHKllver8x4JurvRlC55VNSUqSbBxKF451iI/79xz/+kW9BkaSkpGefffb9999XyH/Y36LreDpF8H+dO3eOtkx5eTn9K3WA83fPoVpwjWw87zd4LuL2vz/96U+/9a1vDY887Hvuuec8Z+BUHA6H1wycP3+eGsKFCxdGRUXRBiwrK/N6/8DnSVJh48uV3d9FPM/bXqtVbrVyaAskJiaqL45cot3d3fybFtSq4igKKRjhNef8fJl3GPohhU1eE5X+dN2GPrdDamrq73//e/5NOzmlwr+9HoBuaalsf7/+9a+/9NJLwyMPsikDtFW9Zs8G7BZg0SlDOq3QD/qTf1MFu3XOlZvN7YcruuyYOXPmW2+9JU2hi1fXOwTx8fHK091OpsrX7nSVvHr1atcpbosr5CqAWwXq1yOh43Pbtm1Lly51m+6Ww08++YRad2qo6Kr6qaeeSkhIGFZB4TR95swZNZmXqxqt7mDZcssHkBmd7mC57e2uh7ZE4Xj3msP//u//zsvLmzJlypw5c6TnenIzc342b97s2teNLsppBukZpZrt44ZqwfMOlpTomDFj3J5wUbkohnOdjWaYPn36z3/+c/pXesrmth6FO1gSOiVS5HTPPfd43godVnGSVLnxXfm7iOd52+1/lVfrii7MqB7pWOCdSoqD/S2O6/xSTdH8agIs5YqTLpzookg6d7kdBdnZ2Zs2bZL6YNGfColKf7puQ5/bgSJI1wsMad/zegC6paWy/W1qarr66qu/+uqrNWvW0AWPZxFsw24BlsorJNeLM/rhORs/rnZF4c6MGTN++9vfuk7MzMx07eMiteJy090o9z5JS0s7duyYcnm95iqAzi5+rccVtfRSZx2Jwhl2z549cv031a+kr6+P2g/lzMtVgVZ9sGy55QPLjFuiOvXBopDIrztYCjmkc31zc7MUbrod7G4zX7hwQbppceLECbrgPnz48BVXXCHdPvR3z6GApry83G2ilOg111zz5ptvuv5Xe3t7cnKy22w7duyIiIiQnq14BlhU108//bRyThg11ePHj/ec7vMkKbfxPU+ekgDuYKn5U80dLJr44osv0iUHtev0r+cW83dfCuAO1rCKilNGu6JyH6xhX/uzz+1AoU9vb6/nar0egG5pqdyGdABed911jz32GO3YUt8+W7JbgEWXm9IzYIrTKyoqeLrnQbJixQruXkA/PLsCfO1rX3N9NvfMM8/QZb10OEn2798vPYIpKCiQ+kvJTXezd+9eufePjhw5snjxYuXCyuVKbrVy0/1dz9q1a2njXLx48f333y8pKfHZE4g2BVUHnccPHjyYlJQk3X9W5rYS2ox0xNLRSElTFT/00EPKmZerAn83jle23PL+ZkYuUX83gsot/9RTT2VlZb333nuuXUDUH+/8g/YEagBoL6IAi0JJnuh2sLsu+/HHH2/ZsiUjI2N4pN8btQr//u//Tr9fe+2166+/np/0KeTfa6t5+vRpSlp6i5CK84tf/EKak+JgSuXf/u3fzo9oa2ubP3/+j3/8Y4UVDntrp999912KIHft2kVb5osvvnjrrbektwhvvPHGl19+ma46aEeiPG/YsOHWW2/1uk7lk6Tcxnfbnq5U1pfcBpT7U261rmhrvPrqq7QpaBeiTeG5xfzdl2h+qQ/WypUrVQZY/s7ghqJ5yhjfwXryySe9RvMK+/Owiu1QU1ND24HWQIfJ//zP/3znO9/h6V4PQLe01NcvXcvRxLq6Oq9bwzbsVh6Hw0FNL7/FQD+k25WeBwm/IDNp0qQHHnjA9WUH/kGNTVxcnOf9W8nQ0BD/F5134uPjaT3U+Ll2Zpeb7ooCeYrieVCTJ554wvUmamZmZlNTk3Jh5XIlt1q56f6u59ChQwsWLBg7diy12XR2pssguSzxRIp1qEWhi63ly5cfP35cuVByK+FEIyMj6aqIDmPXmvWravzdOOJseX8zI5eovxtB5ZanaIBalMTERKpQiht4ovrjnX9QoEkX6FFRURQe/eY3v+GJCgf75MmTv/Wtb506dYqmr1u3jvvNMMoDR+3K28drWc6cOXPvvfdS1UREREyZMuW222574403pK3xwgsvpKenTxxBP1588UWfKwzz1k5Ty0drplzRDvP1r39dGgfrX//1X2k6bUbaDrNmzfre977nuiO5rlP5JCm38d22pyuV9SVXXrk/5Vbrii5ZqerHjBlDVxHPPvus5xbzd1+iGe6//37aOLSJfvjDH9KaFfLvV8UpoLg5JyeH9w0K73jPdOO5P7v+r8/tcOnSJZqemppKJ1uK9aVmyOsB6JaW+vqlvXHOnDlOp9Pr1rANu5UHAACCZ7/WTj+/+93vKFQ1OxeB++qrr1S+AaOV1atX//znPzcyRVPgEAIAAHcIsHwqLS3t7+8/ffr0Lbfc8sgjj5idncB1dHRIbwvq7dKlSz/96U+vu+46aaQGG8MhBObwfCBlwRN6SGTSX7YsFGgOe4VPNTU1iYmJU6dO/e53vxvSYw3Exsb+5Cc/MSYt2q+Sk5MppDMmOXPhEAIAAADQGAIsAAAAAI0hwAIAAADQGAIsAAAAAI0hwAIAAADQGAIsAAAAAI2JEmB5fTUdAAAADGZ2RGAQYcopTI0CAABYljjNsZ3LKWbIDAAAYFniNMfClFOYGgUAALAscZpjYcopTI0CAABYljjNsZ3LiUeEAAAAliJOcyxMOYWpUQAAAMsSpzkWppzC1CgAAIA1ORwOcZpjO5cTjwgBAAAsorOzc9q0aeI0x8KUU5gaBQAAsKAf/vCHQt3vEKacwtQoAACA1fT396ekpCDAsgk8IgQAADAdRVepqanUEPO/ZmfHIMKUU5gaBQAAsAin0/nGG29I0RVFWuI0x8KUU5gaBQAAsIiFCxfyQySOroZFao6FKacwNQoAAGAR4eHh1P6OGzeOo6thkZpjO5cTfbAAAADM4nQ6x48fT+1vQ0ODNFGc5liYcgpTowAAAFbQ2tpKjW9aWprrRHGaY6uX87333svNzY0bQT/oz8DWI06NAgAAWEFhYSE1vlVVVa4TxWmOrV7ORYsWbd68eXDEpk2b6E/1y+IRIQAAgCkcDkdsbCw1vj09Pa7TxWmOrV7OcePGXbhwgX+fP3+e/gxsPeLUKAAAgOmampo8nw8Oi9QcW72c+fn5W7du/eyzzwYHBysqKujPwNYjTo0CAACYjp8P1tTUuE0Xpzm2ejnPnj175ZVX8jM++vHBBx8ozBymyLA8AwAAiGxoaCgqKopa3r6+Prf/Eqc5tno5s7OzN23aJPXBoj8DW484NQoAAGCu+vp6anYzMzM9/0uc5tjq5YyOjkYfLAAAgBCSl5fn9fngsEjNsdXLuWjRooqKCr6D9eSTTy5ZskT6L5+VhEeEAAAABuPngxEREQMDA57/K05zbPVyvvvuuzk5ORNH3HrrradOnZL+y69KEqdGAQAATFRXV0dtrlyXHnGaY2HKKUyNAgAAmIhCK2pzKczy+r/iNMd2LiceEQIAABhpYGAgYoTX54PDCLDsR5waBQAAMAs/H8zLy5ObQZzmWJhyClOjAAAAZsnMzKQGt76+Xm4GcZpjO5cTjwgBAAAM09fXR61tVFTU0NCQ3DziNMfClFOYGgUAADBFTU2N8vPBYZGaY2HKKUyNAgAAmIKfDzY1NSnMI05zLEw5halRAAAA4/X09FBTGxsb63A4FGYTpzm2cznRBwsAAMAYVVVV1NQWFhYqzyZOcyxMOYWpUQAAAOOlpaX5fD44LFJzLEw5halRAAAAg/Hzwfj4eKfTqTynOM2xncuJR4QAAAAGqKiooHa2uLjY55ziNMfClFOYGgUAADBYSkoKtbOtra0+5xSnORamnMLUKAAAgJE6OztVPh8cFqk5tnM58YgQAABAb/x8sLS0VM3M4jTHwpRTmBoFAAAwUmJiIjWyR48eVTOzOM2xMOUUpkYBAAAMQ3EVtbAUY6mcX5zm2M7lxCNCAAAAXZWWlqp/PjiMAMt+xKlRAAAAw/Dzwc7OTpXzi9McC1NOYWoUAADAAA6HY8OGDdS8zp49W/1S4jTHdi4nHhECAADopK6ujpvXNWvWqF9KnOZYmHIKU6MAAAAGaGlp4QDr2WefVb+UOM2xMOUUpkYBAACMMWnSJGpe+/v71S8iTnNs9XK6PeabMGFCwOvRNmMAAAAio7iK2ta4uDi/lhKnOQ6lcu7atausrEz9/OiDBQAAoJPm5mZqW7OysvxaSpzmOGTK+eWXX86aNevs2bOBLW5MjdLe9thjjw0MDBiQFgAAgIl27tzp1whYDAGW5Tz//PPr168PeHEDavT1118fNWoUJZSQkNDb26t3cgAAACYqKCigJq+urs6vpRBgWculS5fmzp178uRJ5dnCFOmaw+bm5piYGCktirHa2tp0TREAAMBEaWlp1N51dHT4tRQCLGtpaGhYvXp1MGvQtUarq6sjIiIoiVWrVr3wwgsrV66k3zTF37geAAAgJDidTm74hoaG/FoQAZa1UJh87NixYNagU43SHlZUVMR3raqqqqSJ5eXlPHHjxo30px5JAwAAmKWzs5PauNTUVH8XRIBlIUeOHFm8eLHndJ+VpPcjwv7+/szMTFpzbGxsU1OT2//W19dHRUXxGxbo9g4AAHZCbRw1cPn5+f4uiADLQiiI8Qxfhv2sJM1rtKurKzk5mVabmJgo95HLjo6OhIQEmofmpPm1zQAAAIBZysrKXB/dqIcAy260rdHm5ubY2FhaZ0ZGhvIItvS/NI/cXS4AAIBQlJubS01bAO0aAiw70OkRodSlvbCw0OFw+Jyf5pH6aVVWVmqVDQAAALPw85menh5/F0SAZTea1OjAwIBnl3aVdu7cyWHZwoUL33rrreAzAwAAYApqDfnJTADLIsCym+Br9Pnnnx89enQwD/taWlrGjBlDa4iKilJz6wsAAMCC2trauJNMAMsiwLIDbR8Rzps3j9fz6quvBrwSHiKLPProo0HmBwAAwBQ1NTU8DlEAyyLAspvga5SfN99///3BrGRoaKiyspKfFe7bty/ILAEAABivuLiYWrHa2toAlkWAZTdB1mhXVxePyKBJZnj4EAqzWlpaNFkhAACAYdLT06kVO3r0aADLIsCymyBrtKqqitZAMbtW+amsrOTuXBgfCwAAQgsPoz04OBjAsgiw7EDDPlg8Yru2A1kVFhbyXTHlkbQAAACso7u7mwfQDmxxBFh2E0yN8vuoFLD7+0lLZU6nk+O29PR0bdcMAACgk8bGRmq5cnNzA1scAZbdBFOjBw4coMVzcnI0zA+j0C01NZVWnpeXh29CAwCA9VVUVFCzVV5eHtjiCLDsQKtHhAUFBfq99Nfd3R0fH0/rLysr02P91tfV1UUbwexcAACAKnl5edRmNTY2BrY4Aiy7CbhGnU4nf3awt7dX0xz91dGjR4UduKGlpYXD3zfffNPsvAAAgG8pKSl00g74DS0EWHYTcI22trbSsvPnz9c2P24EHLihs7OzoqJi2rRpHGB9//vfNztHAADgw9DQEHdKDrhbCwIsO9DkEWFpaSktS6GAtnnzJMjADRxX8QUQ4w8QrVu3zuysAQCAD+3t7XTGTktLC3gNCLDsJuAa5VAgsOHU/GXjgRs846r4+Pji4uLW1lbatvwqpdl5BAAAH2pra+mMXVRUFPAaEGDZTWA12tPTw6GA5vnxyul0Ll68mFKcOnXq2bNnjUlUV8ePH8/Ozp45c6ZnXCXdXh4cHOQbzuZmFQAAfCopKaEzdk1NTcBrQIBlB8E/Ity5cyctWFhYqHne5Ozdu5dzm5mZaViiOunv74+OjpaLq1wlJyfTPHiXEADA4nj4xmC6CyPAspvAajQrK4sWbGho0Dw/cijIiIyM5KCkubnZsHQ1R9EVD/FF5s6dq9wdMjc3N5iXfgEAwBhxcXF0uh4YGAh4DQiw7CaAGh0cHIwYYfAw65Tu9u3bKcMJCQnB7MQmkqIrCq3q6up8fq+qvLycZq6srDQmewAAEIDe3t7gu80gwLKDIB8RNjQ00FLZ2dl65M0nvnmWn59vSurBkKIr+ldlb33e1Hl5eXrnDQAAAtbU1BQW9HdNEGDZTQA1yu/07dy5U4/8+EQXCjzAaX19vSkZCEwA0dXwyGDutEhKSoqueQMAgGBUV1eHBf3dEQRYduNvjTqdTv6CTU9Pj05Z8om/gRgXF9fX12dWHvwSWHQ1PLK1o6KiaEF89BoAwLLy8/PpRE1tUzArQYBlISdOnFixYkVMTMyMGTP2798f2Er8rVEenMn0eyrc+9usx5R+CTi6YmlpabRsR0eHHnkDAIDgzZ8/n07UnZ2dwawEAZZVvPPOO0lJSfX19Z9++umZM2fWrFmjftlg+mBxt2vTP8A8MDDAN9Jqa2vNzYmyIKOr4b88kBXwa4wAACHB4XCEjXzSjX4Esx4EWNqjKqmoqJg9e3ZUVBT9u3Xr1i+++MLnUhRRaRJb+FujHKe3tbUFn3SQGhsbw0Y+oWPZYaKCj66G/zLkWGlpqbZ5AwAATXR2doZp8WVeBFjae+ihh26++eauri6KtOjfm2666eGHH/a51LRp07Zs2TJ9+vTJkyevW7fO5wv/cvyqUX4TlWKagD9mqa2ioiLKT0ZGhkXy40qT6Io0NzfTSrKysjTMGwAAaIW7BQf/bjsCLO1RqOTaWZt+0xSfS4WHhxcWFn44oqCgQPn7R2GK1GeVv7VEyalfRFcUViYmJlKWqqqqzM7L3/jxj3/MTzCDjK6GRwK14IdXAQAAnZSWltJZurq6Osj1IMDSXmAB1oQJEz766CP+TTFWwA2wXzWanZ1ttfER2tra+OF3kL0LNcTvAZCvfe1rmnydmgcItt+HrgEAbIBbxuA/MYIAS3sPPfQQVc/bb7/tcDjoX/qt5hFhZmYmxVX8+9y5cwYEWENDQ1FRURTKWG0Udf7E5vz584PsYKgVCpE5wAr+gobx2Koh/YEgAAC74ucVwQ8bhABLexQWbN68+aqrrqLwhf7dsmWLmk7u+/fvv/vuu6VHhOvXr5f+y2clBfaIkEeqteC3lmkDcm8n099tZHwHKykpSasVcgRp1siuAAAgZ2BggMdlDH5VCLAsZOvWrRQ4T5o0ae3ata6d3P2qJPUzFxcXW7C3E2tvb+fPI/p8vbG3t1fvQTv5eXxFRYVWK9y3bx+tsLCwUKsVAgCAJlpaWrS69YAAy27U12hCQgLN3NXVpWt+AlZZWUnZmzhx4oMPPlgpo6CgIDw8nC41dO3PxP3ujx49qtUKOzo6aIVpaWlarRAAADTBI+mUlJQEvyoEWNqjkGXJkiXR0dEBD/7prwAeEba3t9OcycnJumYsGE6nc8yYMcrvS0o0jH7c8PNBirE0XOfQ0BCtMyoqyoKjUQAAiIxHC9JkLGgEWNrLyMjYvn37H//4R8NSdKWyRvn+kCZBun7S09Mpk/PmzZO7g/Xwww+PHqHfhxR5pHvNxwVNSUmx8u1DAAAx8dfM2tvbg18VAiztRUVFff7554Yl50ZljXLs0tLSond+guFwONra2pRv83BPstzcXJ3ywJGQ5nfI8vLyaLWNjY3arhYAAAJGzQ214HRy1qRrLwIs7V155ZW9vb2GJTfs/yNCHncgNjbWIuMgBKO/v5+HlWptbdV85fzBhISEBM3XXFFRQWsuLy/XfM0AABCYrq4uOjPTdbUma0OApb2f/OQneXl5Zg0jqaZG6+rqaDbKpAH5MUB1dXXYyLhZmndp4jCouLhY29UO/+XDi/rdeAMAAH81NDRo2DgiwNJo7b7omrpbTnzOQ+06zUZhlgH5MYDD4eAHeZp0S3TFq9Xj3hhfJ1n5JQMAANFwp9vKykpN1oYAy2581iiFI7GxsWH2+lQL3xCKj48P+CPZnnp6enidOr3rx0/6NcwwAAAEg+8+aNU7FgGW9kaNGmVYWsyvu2WrVq2ieWbNmmVM3gzD35/RcPD3qqoqnZ4PMn7PQJN3VQAAIHg86mF3d7cma0OApb0rrrji//7v/wxLzo1yjfb393MQNnPmTMOyZIzOzk4e/F2rIRv4ZV39vhjIo63U1tbqtH4AAFBvcHCQX//SaoUIsLS3a9eu22+//fTp05cvXzYsUYlCjVJ0xd/4Gzt27D/90z8ZmStjaDhkAz8f1PVFy5qaGusPRQYAIIi2tjY6J6enp2u1QgRYOqRkeCd3NWlJ0RX9a6feV640HLKB30zU9XOBGn7xCgAAglRbW0vn5I0bN2q1QgRYduO1RkWIrphWQzZQ3EPraWpq0ipjnjT8ZjsAAASJQis6J9fU1Gi1QgRYduNZo+JEV8MaDdlg2ECs8fHxlBAlp2sqAADgE7941NbWptUKEWDZgcIjQqGiKxb8kA3cO8qAgVizs7N17UcPAAAq8QBGGg6dgwDLblxrVMDoigU5ZAM/H6yvr9c2V55KS0spoerqar0TAgAABfxik7YfRkOAZTdSjQobXQ0HN2QDd42KiorS5GOfyg4cOEBpFRQU6J0QAAAoaGpq0uoldAkCLDvwfEQocnTFAh6ywcgPNXZ0dHCXfAPSAgAAOZWVldoOVT2MAMt+uNO04NHVcBBDNnC/qAMHDuiUMVcOh4PSioiI0OlrPAAAoAZdVNPZuKGhQcN1IsCyG26wBY+uWABDNgwMDPCzRfqha94kHAp3dnYakxwAAHjiU3FXV5eG60SAZQee45peccUVgkdXwy5DNjzwwAMqYyx+Ppidna133iT5+fmaXzYBAIB6Q0NDejxMQIBlN1SjOTk5Z8+eNTsjlnDw4EGOOB966CE18/NdYgqz9M6YRI8H/wAAoB53h01LS9N2tQiw7EacGlVjYGBg9OjR/PKtz7cCaYaoqCgjnw8O6/PqCgAAqFdQUEDn4euvv17b1YrTHFu9nAqDhfq7Hg1zZQOvvPLKhAkTwka++qccY9XX14cZ/nFAPQZfAQAA9caPH0/n4ejoaG1XK05zbPVyBhlUaRKc2VV3dzdFMD5jLH4+qOGHqFTSfPhg0Nzx48fvvvvuxx9/vFJGUVERxfGLFi0S5IXQQ4cOTZw4cfHixejrCTbAr5x///vf13a14jTHVi+nVjUhTo36xWeM5XA4oqKiwsz4MqDmH8ACbfG4tZ6vknj10ksvmZ1f3bW2tvLBwqhxysjI2LhxI12ctLS0IOSC0HL06FHajZOTkzVfszjNsdXLGTby+bxx48bNnz9/9+7dX331VcDr0TZjtqEcY3FfKIOfDzL+hHttba3xSYNPjY2NfIsxbGToE7k7WFSJ0dHRYSPfCDdmEDVTOJ3O8vJy3hpUXjqg+IPlbijk+sY3vjFjxgz68etf/9rsXAMoqaiooJ22tLRU8zWL0xyHRjm/+OKLjo6OJUuWKFe28jW0YbkNOQoxVmFhIU3fuXOn8bnib0tTC2180qCM3/Ek+fn5zz33nPLbD7RHFRUV8fz0w4BPLRmst7eX77ZGRERUV1dLD0Nps7S1tdEVQklJSVZWllvIFRkZSYeVw+EwN/MAcng0Hz2eIYjTHIdSOc+cOUNXfoEtK06NBsZrjEVnf75LEcC3C4NHBzYlnZGRYXzSIIf2De6TR8GEX93yDhw4wPvS/PnztR200FwNDQ1cruTk5Pb2duWZKeRqbW1dsGCBdPOPlrLxjT0IXdQi8OMjPXpPitMch1I5+/r6pk2bFtiy4tRowDxjLH4+qPkgKCrx56WpKTIldfDU29tL4RE/6vL3U0uE4ipe3B6PC13vzBUUFPj7NkZLSwsdWbw4/QhgewLop6qqivbM4uJiPVYuTnNs9XLSmYvOy19++eXJkyezs7NdB8b0WUl4ROgvtxiLvwxNR5pZ+eHMmHL/DNy0tbXxQ67U1NSAa8Q2jws7Ozv5AQoFiwEPwOt0OinQTExM5A1C5zd8GwosIiMjg/ZJusbWY+XiNMdWL+ehQ4cWLFgQGRk5e/bszZs3u3ZZ8KuSxKnRILnGWNygmhjf5OTk6HeQg3r79u3jFwZzc3ODj4pC+nHh4OBgTU0Nb420tDQ6XoJcIZ3Tqqur+X14jjt7e3u1yClAgPr6+vjiQac+guI0x8KUU5gaDZ4UY5GJEyeamJOysjJzb6GB0+nkG5mkoqJCqw4Zbo8LQ2W0syVLlowaNYq3RmlpqYbND20BWiGP8jB27NhZs2YZ+WUqAFe1tbW0H+bl5em0fnGaYzuXE48IA0YxljSij4nj9/Ag8vn5+WZlQGS9vb1z586NiYnhMIjqQtv1uz4uDA8Pt348QcElR1cUADU3N+uRRE9PD7+3S0aPHn3ixAk9UgFQlp2dTXug5oe8RJzmWJhyClOjWnnxxRenTJly7733mpiHzs5OfpBkYh7ERAEE32EikydP7ujo0CmhHTt2cCrz5s3TKQmt8OAUkZGRR44c0TUhHgHONm8DQGgZGBiIGKHffWVxmmNhyilMjdqJw+Hgzi4YLsgYdG7duXNncnKydBNl+vTpb7/9tq6J3n///aNGjQoPD9cvjAtea2srtzrGvO53+vRpe7wNACGHnxtkZ2frl4Q4zbGdy4lHhDbA91HwdpXeKLihhlx6LkwxFkVayiOIaog721l2zLP+/n7ulVhZWWlkuiH9NgCEKB7obt++ffolIU5zLEw5halRm8nPz6e6w4MSnTgcDtq2PBA5y83N1amDkYKhoSEerUDX03pgnE4nd0mhf43/ZLXNBg8Di5MGl9b147PiNMfClFOYGrWZ6urqMH2+hyW4p59+OnoEx1Xx8fFlZWUmDhDQ2NgYNjKEqWG3zVTirlcJCQlmve1hm8HDwPp4cGm97yWL0xwLU05hatRm+IDPyckxOyP2MTg4WFFRIQ03kJ6efuDAASv0cuNhzyiGMDsjf2Vw1ysFeFwIBuBQXu+RccRpju1cTvTBsoHe3l6+v2J2RuzA6XTW1NRIXx0eP378ww8/bHam/qqnp4c7gR09etTsvPyZWV2v5OBxIeiKzg/GDC4tTnMsTDmFqVH74UGurfbkKOQ0NDTw111IVlaWzy8Tm4K/gEZhhPG9ndyY2/VKjuvjwmuvvfbUqVNm5wjso62tjfYrOkvonZA4zbEw5RSmRu2H7yI8/vjjZmckVNF5U+rGnpqaauVPDzkcDo4Cq6urzc2J6V2vFGzYsEG6MU+xcl1dXWAds1paWjw/9UPRZG9vb0dHR2tr6w033DB+/PjDhw9rkWuwutLS0rCRDzbonZA4zbGdy4lHhPYwevRoqr7ExESzMxJ6urq6cnNzef+nWIFaYuvcjJFD7To/BdP1PSafebBI1yuvKPqJjIwMDw8fO3YsV25UVFRBQUFzc7PK+qWokYczpYPrjjvuoJ0kMzMzOTmZu3m5mT59uvV3Gwgev8lrwAN6cZpjYcopTI3az9q1a/n9Mpzl1du9e3daWhoP00qbrrKy0grd2FWiWCFMz0+hKbNa1yuv+kcMDQ0dOHCAH2Wy+Pj40tJStyFbqeo7OztpTvovmlnqhCeHIi3aebKysubOnTtmzJgwfK5KAPzZDGOuY8VpjoUppzA1akvct7ehocHsjIQAak0ffPBBbilHjx5dUlJiwYdcyvr6+rjjXUtLi8FJW7PrlU+0xaqrq6WvG5EpU6bExMT83d/9HU3kONsVbd6lS5fecssthYWFFHg1NTW1tbX19vZ6fh2FYjW+rYWhUuytoqKCannjxo0GpCVOc2zncuIRoW3s27ePajAzM9PsjFhdc3Oz1JOdPPPMM2bnKEA1NTV8K8XgG29W7nqlRmdnJ0VCfAfOFYVZ+fn5FITRHuLvs9ejR49yiKb32/tgorS0NKpiY56Ji9McC1NOYWrUlqiV5Vsa+GaOnO7ubh5HKmykJ/uhQ4dCels5nU4+4xvQ5VZi8a5X6tHWW7NmTWxs7L333tvR0RF8kNrY2MgxVm1trSY5BEvp6ekJG+n4aMxdW3GaY2HKKUyN2hW/4VJcXGx2RixncHCwrKxM6m5VU1MTQs+2FLS3t4eNdN/2fNNND6dOneJnYVbuemUivotMuxkFW2bnBTS2c+dOqtzCwkJjkhOnObZzOfGI0E74GouaW89uIiKrq6vj50HU8lH0abPRwqhE3B1K74SGhoaSk5P5RPH666/rnVyI4u9W0Z7W1tZmdl5AS5mZmVSzhoXO4jTHwpRTmBq1MR5xgC62zM6I+To6On79619Lo1vR+dHtxTF7oGCaX3nT+/0Gfm+Rowe9h7EOaXwjOTY21poD1UIA6KqMr10N+8ylOM2xMOUUpkZtrLm5mTs+2+MRWMDKy8ul+7KJiYn19fVm50hHdXV1VMxRo0bdcccdOiXB709R0PDaa6+ZOPhWqOBgNCEhwZhHt6A3PsTo8tWwFMVpju1cTjwitB9+RY4iLbMzYg7+TnN4eDjv0o8++qhhF50m4vcbyJ49ezSPrSk85RtXxg8JEaKoCvheMgX3IfquJbjil2MozDIsRXGaY2HKKUyN2hu/vU9nBLMzYjS37zTPnTt37969ZmfKIAcPHpRGGE9PT9dwpGlpAIJ9+/ZptU4RUFjPvXZSU1Nt1u1PNFSVUVFRdBQYWY/iNMfClFOYGrW3wcFBOh1QbYbo44njx48vWrSooKDArzsxIfGdZr3RRuBPefDrTsE/y+vp6eH3A0pKSjTJoVDoSKToirbe1KlTn3vuObOzAwGiwyrM8CEGxWmOQ6OcFFwnJSUFUyvi1Kjt8TfUQrFRrKur4+iQe/zk5eXV1NQoj1YVQt9pNoDD4aioqOBtSBuwqqoq4BGe6MKd44OcnBzBu/QFrL+/f9y4cbxzPvvss9iMoYiuVaj66ERkZKLiNMehUc4HH3zw6aef9rdW0AfLlrq6usJGBnwKoe5H3d3dWVlZvB+Gh4e7fbqEyuIabFG5Ojo6QvE7zcbo7e3Nz8/nLZOSkhJA0Cl9D2f+/PkhtBdZ0COPPCLtxto+vQUD0PUJP3ynY8rIdMVpjkOgnCdPnpw9ezbtCriDBYyDlZAYVJra8qqqKr7pEh8f39DQQC06TaSrf/q9ceNGvo/iGmxFR0eHjXxGMCwEv9NsmNbWVunTexQt+fXImG+CUthqcLtiSz09PS+99JK2T2/BANLYb1dffbXBSYvTHIdAOb/5zW/SATwcXK2IU6MiaGxs5EdmZmfEh/b2dikIKCoqkhsi1WuwNWrUqFD8TrORKE6lIJvfMaTNRQHTkSNHfC7F70lQyCtmVzadaPj0Fozx6quv8qlm2bJlBictTnNs9XL+y7/8yze+8Y3Lly8Pq6iVMEWG5BeMQC0rXzEb+c04SnT9+vXZ2dlNTU0+37ihq0MKj/hRYEpKivqRrymiKisrW7x4cah/Ds8wVBcrVqyQDnMKswoLCw8cOOA1Nm1ubuZK0XvkUjEF//QWDHPbbbdRNUVHR//Xf/2XwUmL0xxbvZzXXXed9Fwfd7BAwl/tyMvLMyCtzs5OujqfPn26a7xODXlubi4FQ9RUd3V1uXaQolac4z9qy8vLy3Epr7fBwcF58+ZNmDCB3wqUzJ8/nyqopaXFMWLPnj342qAB3J7e0tUFHSBmZwr+Bg9WHBcXZ8rr2OI0x1Yvp1Y3osSpUUH09/fz8C36daPhuEoaH4GfQ4WHh1977bXSsEwSykxaWtqNN944ZcoUnpKRkaH8hiDogRqMmpqanJwc1zqi2pk0aRL/NuyLtiJzfXrL8IUr6+Ch2038pqQ4zXEoldOtVnxWEh4R2hu/YEyXYlqtkB/8ecZV8fHxxcXFdF1OM0gPnnp6epqamiorK/Py8lxnDhvpn05tPF76M5fD4aD2g3YPaZwLMm7cONxQNAwdL6tXr3a96avw9BaMQecxfkpOFWFWHsRpjkOpnP4GWAHPDCGho6ODox9NmswtW7ZwA+wZV6kJlYaGhtrb23l46wceeCD4/ICGqKX/x3/8x29+85v/8R//YXZehEMx7g033HDFFVe4XoS4Pr01O4MC6e7u5ju7dA1pYjbEaY6FKacwNSoUvjkR/Fe0Ojs7pSFAp0yZoj6u8oRxlQC8knt6u3Dhwjlz5pj+zXI63hsaGjZt2iT3tm+o6+/v53EZCgoKzM2JOM2xncuJR4S2x1/qpTArmJU0NjbyGX/y5Mk/+MEP8GgPQFden96Gh4cH02eRDtsAumPSUu3t7dXV1RT2xcTEcE5mzJhhvwHS6MIvIyMjbOSrOKbfNRSnORamnMLUqFDoTMEvjgU8plFlZSWfVYuKihBaARhsYGBg5cqVfAxGREQE/M2WhQsX0hpuv/12Ct26u7u9DqRCAdzg4KBrUOX5torUXcysDuA64eEzUlJSrNABTpzmWJhyClOjouH3jQO46U2XdHl5eUGe1gEgeOfOnSstLeXghuIen+PMuaKIQVrWTXJycnp6Oq2QLp94sLQxY8ZId6pYWloaLd7U1ESxV2tr6+7du5cvX86nheD7HliEuYMyeBKnObZzOfGIUAR9fX3h4eGjRo2iE6j6pXp7e3moHjrpYEhPACtobm6Oj4/nG0hqjkoOrbj3JJ0EEhMTV65cmZWVlZKS4jpChCfXoMpztU6nkyMSsnHjxlC/sW36oAyexGmOhSmnMDUqoKuuuorPhldffXVVVVVPT4/y/HSi4fN4amqqz5kBwDB0vcTf4Q4bGYFFLrhxDa0odCgqKvI8kLlXVnt7O8VtBw4cKCsry8zMpH9V9mGvr6/n9VPE5tcdNUuxwqAMnsRpjoUppzA1KqB//ud/HjduHJ9HpCtUuUhr3759PGdubi7e+AOwGgqMqqur+SBNT09362+uJrTSSkdHB3fxTE5ODsXB6C0yKIMncZpjYcopTI0Ky+FwNDU1FRYWunZcdY206MRdXFzM0+mME+p3/gFsrL29nccUoMOZPxxpZGgloUT55TvKRmh9WvF3v/sdf73A9EEZPInTHNu5nOiDJSavkdaMGTP4IzY00fQRdwDAp8HBQQoO+PhNSkrie1qGhVYSOp9QipyNrVu3tra2WvzON203uoAMDw8PG/mqhAWfb4rTHAtTTmFqFCRSpCWNzx4TE9PR0WF2vgBArbq6usjISD5+s7Ozzeo0uXPnTqkTwty5c03Jg09Op7OmpoY7mLLJkyebPuqVJ3GaY2HKKUyNgie6pJs6dSpdzO3evdvsvACAf1544QU6eCnMMnf8z5aWFo6xxowZc/bsWRNz4lVDQ4P0UdSsrKxjx45Rhq0w6pUncZpjO5cTjwhBQtd21jzXAIBPfX19VviCzeuvvz5x4kR+Adk655O2tjZpTHzKmPX7ionTHAtTTmFqFAAAdEJxFQUx1KAkJiaaPm5nV1dXbm4uh1YJCQl1dXUh8e6OOM2xMOUUpkYBAEA/g4ODmZmZHNME/JEuTxS6UcDU1ta2a9eu9PT0xYsXV8q76667rr32Wn5kGRcXR1Ms2NdKjjjNsZ3LiUeEAACguaGhIb51FBsb6+8I6Xv27ElNTf3Od75TVFSUnZ2dlpaWmJgYFpDRo0eXlJRY52GlSuI0x8KUU5gaBQAAvTmdTh5FIiIiorGxUc0iPIDCqFGjvEZL8fHxFHhlZWVR1EXrpNCtvLzc6+0rWgm/Gf3II4/oXUw9iNMcC1NOYWoUAACMwd+ZpniotrZWYTbPARSWLVt24MCBlpaWjo4Oz7cjKRRT7k1FM2j4dNJg4jTHdi4nHhECAICuqquruYmpqqryOoPbAAoUGFlw8E8jidMcC1NOYWoUAACMJH3htLS01HV6yA2gYAxxmmNhyilMjQIAgMEaGxs5xsrPz3c6nSE6gIIxxGmO7VxOPCIEAABjHD16lL9/Gh8fH6IDKBhDnOZYmHIKU6MAAGCKH/3oRyE9gIIxxGmOhSmnMDUKAACm6OrqioyMHDNmzOHDh83Oi3WJ0xxbvZxHjhxZtmwZ7bLTp0+/5557zp07F9h6xKlRAAAwy+DgoOAvCfokTnNs9XLedNNNdClAu+yFCxe2b99+8803q18WfbAAAAAsRZzmOJTKOTQ0NG7cuMCWFadGAQAALEuc5jhkyvn555/v2LFj1apVgS0uTo0CAABYljjNcWiUk5/xTZ06taenx+dscgzLLQAAAHglTnMcMuU8f/78tm3bli5dGtji4tQoAACAZYnTHIdSOSnGiomJCWxZcWoUAADAssRpjq1ezrVr1548efLixYvvv/9+SUmJax8sn5Wk/MQQAAAAjKdz4GAVVi/noUOHFixYMHbs2KSkpA0bNnzyySfSf2lYScbUN1KxbEJIxbIJIRXLJoRULJuQnVIJadhAf2an3dFOqRiWEFKxbEJIxbIJIRXLJmSnVEIaNtCf2Wl3tFMqhiWEVCybEFKxbEJIxbIJ2SmVkIYN9Gd22h3tlIphCSEVyyaEVCybEFKxbEJ2SiWkYQPZDXZ6y0LVWBaqxrJQNZaFqvEJG8husNNbFqrGslA1loWqsSxUjU/YQHaDnd6yUDWWhaqxLFSNZaFqfMIGshvs9JaFqrEsVI1loWosC1XjEzaQ3WCntyxUjWWhaiwLVWNZqBqfsIEAAAAANIYACwAAAEBjCLAAAAAANIYACwAAAEBjCLAAAAAANIYACwAAAEBjCLAAAAAANIYAy+rC/sJt+okTJ1asWBETEzNjxoz9+/d7Lnj58uXHH388Li5u0qRJ5eXl9KfydPCX16oJ+1sTJkzwXBBVozevVfPee+/l5ubGjaAf9KfngqgavXmtmsHBwXXr1k2ePDk+Pn7btm1eF0TV6OpXv/rVzTffHBUVNX369Pvuu+/jjz/m6Wo2L6pGDgKs0OB2PnrnnXeSkpLq6+s//fTTM2fOrFmzxnORffv23XDDDX8YQT+ef/555ekQGIXR9nbt2lVWVuY5HVVjDLeqWbRo0ebNmwdHbNq0if70XARVYwy3qikqKiooKDg34s477/zZz37muQiqRlfLly//5S9/OTQ09OGHH27YsGHVqlU8Xc3mRdXIQYAVGtzORxRR1dbWKs9J7QcdMPybfixZskR5OgRGLsD68ssvZ82adfbsWc85UTXGcKuacePGXbhwgX+fP3+e/vScE1VjDLeqmTJlCrXr/JtirMzMTM85UTWGocMkJiaGfytsXlSNTwiwQoPb+WjatGlbtmyZPn365MmT161bR1fknnNOmDBhYGCAf3/00UdxcXHK0yEwcgEWXa6tX7/e65yoGmO4VU1+fv7WrVs/++wzOl4qKiroT885UTXG8AywaKvyb4q0XDcvqsZ4TU1NWVlZ/Fth86JqfEKAFRrczkfh4eGFhYUfjigoKCgqKvJcZPTo0RcvXuTf9IMWUZ4OgfEaYF26dGnu3LknT570ugiqxhhuVXP27Nkrr7ySOwDRjw8++MBzEVSNMdyqZu3atXfffTef0O66666IiAjPRVA1xjh+/PisWbPeeecd/lPN5kXVyEGAFRrczkd0ZeB6wRcfH++5CK4qjOE1wGpoaFi9erXcIqgaY7hVTXZ29qZNm6Q+WPSn5yKoGmO4Vc0nn3xCcdWkSZOmTZv21FNPJSQkeC6CqjFAW1vbzJkz33rrLWmKms2LqpGDACs0uJ2PMjMzXbsseA2w8FzcGF4DrLS0tGPHjsktgqoxhlvVREdHy/XBkqBqjKHwasiePXso2PKcjqrRG10Wzpgx47e//a3rRDWbF1UjBwFWaHA7H+3fv1+6o15QUODa10eac+/evV7f4JCbDoHxbCqOHDmyePFihTlRNcbwfIuwoqKC72A9+eSTXrvromqM4VY1dDbr6+ujejl48GBSUtLvf/97zzlRNbp65plnZs6c2d3d7TZdYfOianxCgGV1buMqSdO3bt0aHx8/adKktWvXeu3kfvny5ccee4xH/XniiSdcxybxOh38JVc1mZmZTU1NXufnH6gavXmtmnfffTcnJ2fiiFtvvfXUqVOu8/MPVI3evFYNXTHOmDFj3Lhxy5cvP378uNv8/ANVo6swD0NDQ8OKmxdV4xMCLAAAAACNIcACAAAA0BgCLAAAAACNIcACAAAA0BgCLEvz9wOcctPl1uNGbvEjR44sW7YsMjKSFr/nnnvOnTsnl+GAv+QKAABgJwiwLM3fD3DKTZdbjxu5xW+66abDhw9TnHThwoXt27dTrKac7QC+5AoAAGAnCLBChpoPcKoZ2M11PW7ULE5RmtcRGl2p/5IrAACALSHAChlqPsCp5tMErutx43Pxzz//fMeOHXI3wCTqv+QKAABgSwiwQoPKD3D6/Lim23rcKC/OnaumTp3a09OjnNsAvuQKAABgJwiwQoD6D3Aq34LyXI9bn3Sfd7DOnz+/bdu2pUuXel3cdbWuf6r5kisAAICdIMCyOr8+wKnQicrretyo6YNFMZZcFy5JAF9yBQAAsBMEWJbm7wc45abLrUflateuXXvy5MmLFy++//77JSUl/vbBUviSKwAAgC0hwLI0fz/AKTddbj1u5BY/dOjQggULxo4dS+HRhg0bPvnkE5UZ5okKX3IFAACwJQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgAUAAACgsf8HxlsDiMdV/n4AAAAASUVORK5CYII=)
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