Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-06-20020610_161900_20020610_210300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/10 |
Start Time | | 2002/06/10 16:19 |
End Time | | 2002/06/10 21:01 |
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 | | -31.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-06-20020610_161900_20020610_210300-constBx0 |
Minimum Dst Value | | -38 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMTo0MzozNSBFU1QgMjAxOCArEA4AAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMDEtMDYtMjAwMjA2MTBfMTYxOTAwXzIwMDIwNjEwXzIxMDMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdlb3RhaWwgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDYtMTBUMTY6MTk6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA2LTEwVDIxOjAxOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MS43Mzk3Mzk5OTk1LCAibWF4IjozLjU1Mzg2MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX1IQdWBAAAABGdBTUEAAK/INwWK6QAAPjNJREFUeJzt3X90FOW9P/CQ378KCURIQgjhl8beiJGLp/ESETDQIFEDzbFBAwTRktZ4mvZGQAk/7EXJ7Q3caKOkBSo9J7dEzKW5NmB6zDXtoTZyQkFvKhGDDRh6g4KuEtsgq/D93Hy+nW6f3Z2d2Z3ZmZ15v/7gTJbZmWc+z+w+n33mmWfCrgEAAACApsKMLgAAAACA1SDBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANAYEiwAAAAAjSHBAgAAANCYNROssDBrHhcAgK70+PL83e9+N2PGDJ9b1mPXFm4LLHxolmHNGvJ25uGMBACQoceXZH5+/sGDBw3ZtfW+86Uj0vDQrBclk7BmWNX+VDp06NDcuXNjYmLS0tJWrVp1/vx5fv3q1avr1q1LSkpKTk7esGED/em6BSazF5m3v/nmm4sWLUpISEhPT9+7d6/Ht7/yyisLFiyIjY2lUq1Zs+bixYvym/X2utrtyBTP41HLbMcjb6FTtVOHw7Fy5cqxY8empKRs2bLFZ2FUFdKSkfdWGLUbV/thUXt6aE44LulgR40aNWHChNLS0oGBAZm3+1H+wcHB73znO1lZWVFRUfSuwsJCCprHwggv0sJXv/pV113Q8o033uixTe3t7V22bBl9BKKjo2fPnv3SSy/x65988gmVc8aMGXFxcbT3e++9t6Ojw2eZ3Qvj9wruRo8effny5cB37Qe9UweZulZLbVHlz6UgQFrmkzUDpPY7Yv78+fQDi9rsS5cuPfnkk9QO8euNjY2zZs364wha2L17t6odeXv7qVOnJk2a1NTU9PHHH589e3b58uUe375w4cLDhw8PDQ198MEHa9euXbJkifxmvb2udjs+iycctc8oeSRsRO1Oy8vLqWk8P+K+++776U9/6l9wPLJk5L0VRu3G1X5Y/Ds9NOSeYPHCl19++ac//emf//mf8/PzZd6utvznzp2bPHkybfbkyZN/+ctfKJH95S9/+fWvf91jYYQXaYFSpZdffln6r1/84hf0inuC9e6771J2WFdXR+cJ5S5vvPHGN77xDf4v2tfDDz9MK3z++ecffvjhiy++eMcdd8iX2WNh/F7B77eEXIIlX9dqIcGynhALEH2VfPe7350wghakX0VU0zt37szIyKBfpfznv/7rv44fP55+3j3yyCP0RSOtds3lJ6zH84NaoPj4eF6+7bbbqE3iZVqYM2eOsLL8Gebt7dRwNjQ0qDpwaswSEhLkN+uztAq347N4wlEr2a/Pjajd6bhx4yhR4GXKsaQ2MpDgeGS9yAuFCWTjSj4sCgvpdDo3bdqUmZmZlJREeQO/KPN537VrF7VtsbGxeXl5PT09/HpHR8ctt9xCL9J/cSbk/mEXDvOTTz6Ji4ujhYqKCilNJ3v37qVX5Mvv8eP/4IMPPv744x6P0dtbXMt24MAB113Q0b300kvuhb///vu3bdvmcRd0OHRQ3grgulOZL8lrXoIv/+Wp9i3u39seq9XbaeCKfpxQiknHMnr06KVLl164cEHJ4cjvlE4A2iCtT4Hyo64pg/+Xf/mXrKys5OTk1atXf/bZZ6qi5POIPMbT/Wx3jbDPbXors/vH031fSlrn22+/ff/+/VKB6edBWlqaktM1RIVYgkV1XFBQMDCCfklv3ryZX6cqvPfee+n3qPQnrXZuBC1s3bpVel1YEND5tH37dunHPZ2F0ilIvwXp3BLWl0+wvL2dzj86EDqx6ERfuXKlw+HweeCtra3z5s2T36zP0ircjs/iCUetZL/uhI2o3SklWLQvXqZMy2cQ/CvkNStGXiiM3xtX+GFRWEhKF6hIp0+f/vjjj6uqqvhFmc97cXFxf38/leHJJ5+UMhIKXUtLC32z0xf3mjVrPB6Xa1syODi4fv167uChDGPu3LkvvvgiLTc3N9PylStX5Mvv8eNPZaBmzOMxenuL6/cSlWrGjBmvv/46/dnZ2UnL9Ir7FxedKu+9957HXSxevPi+++777W9/+5e//MVbMa4p+JKUCb63bap9i/v3tsdq9bZZVzNnznzttdfokKm1rqysfOihh5Qfjsed1tTUUCT/NGLRokV+1PWOHTvuvPPOP/7xj3RKl5WVff/731cVJZ9HJH8uSX+6RtjnNr2V2ePHU9iXkta5vb39xhtvpFOa/4s+pLW1td4CaAEhlmBNnTr17bff5mX6qTFt2jRepio8c+aMtBr9Ka32hz/8wXU1YcEVJ+P0k66vr49fCQ8P5y9ZQgsRERHub5Eprbe30wKdux+MKC0tLS8vlz/q48ePT5kyRfoke9usz9Iq3I7P4glH7XO/HgkbUbvTFStWPPDAA7w+/ZqPjIyUL4x/hbRk5IXC+Ldx5R8WhYWcPn261Hkgkfm8U27Ey3/+85+5C4pMmjTp2Wefff/992WOK+zv0S91+org/zp//jxFZsOGDfSvNLZMbZDpVHTNbNx7FNzfIvzvj3/843vuuefayMW+n/zkJ+4r8F6Gh4c9FuDTTz+lpu7mm2+OjY2lAFZXV3vsIfD5JSkTfG/HrvYt7t/bHqvV22a9oQhkZGQoPxxvO+3t7eVleqPHQ5Cv6+zs7HfeeYeX6XSaPHmyz5KoOiKFCZZrhH1u01uZPX48hX0pbJ1vvfXW//iP/7g2cpmbCkAx91g8awixBIu+MqSvFVqgP3mZqlAYge5tNWFBQOfcli1bbr/9dv5TbQ+W8AGT+U3v2vuSkpLi8e2MfsVmZmYePXpUesW/rgJV2/FYPG9HrUkPltqdfvTRR5RXUetIP+Wfeuqp1NRUnweltpCWjLx7YfzeuMIPi7fXhbPd9aMtkfm8eyz573//++Li4nHjxs2YMUO6rudtZS7Pxo0bpWFkhH520wrSNUolcRDQqSiTvEZFRQlXuOi4KIdzXY1WSEtL+/nPf07/StePhO3I9GBJ6CuRMqdVq1a5j7e7puBLUmHwXal9i/v3tvC/8pt11d3dTfVIXwh8Ukl5sNrDcV1fqila3+MhyNc15WquqbxUywpL4vOIFCZYrhH2uU0lZfa2L4Wtc2tr6w033PDFF18sX76cfg65H4KVhFiCpTD3d/1xRgvuq/EFaY+o2fA5VsZ1RzKl9fb2/Px81/FD7u2opLm5OT09/dixY0o2K1NaVdvxWTzhqDUZg6V2p66ee+45SrbkC6O2kJaMvMfCBLJxJR8WhYWklEhVD5ZMyenbvK2tTcq5hQ+7sPKlS5ekTos333yTflIfPHhw4sSJUs+c2iBTQrNhwwbhRWmnN9544xtvvOH6X11dXVlZWcJq27dvj4yMlK6euLepdMI//fTT8iVhDofjK1/5ivvrPr8kvQVf5svTjx4sJX8q6cGiF3/2s5/R7y5quelf94ipPZeU9GDJ1zWlEf39/e7vUhhYn0fksUjyZ7vPbXors8ePp7AvhRGmj+dNN9302GOP0WkvjfyzqhBLsOjnpnSVlzLxmpoaft39Q7Jo0SIeXkAL7he5r7vuupMnT0rrr1ixgv68cuXK+++/X1lZKf3g27VrVyB3EXp7+969e6XLW6WlpatXr/b49h07dmRmZkofcp+b9fa62u34LJ5w1D6j5JGwEbU7pZXpHKDGY//+/ZMmTZK6tdUGxyNLRt5bYdRuXO2HRWEhn3rqqXnz5r333nuugzyUf955gYJGX/H0rU0JFqWS/KLwYXd978WLFzdt2pSXl3dtZEgZfe//5je/oeWXX375lltu4as/MuX3+PE/c+YM7Vq6s4wO55e//KW0Jv0YoL38+te//nREZ2dnTk7OD3/4Q5kNXvPUpr777ruUQe7cuZMic/ny5aNHj0p3Ed5xxx0vvvgiJehUR1TmtWvXLl682OM25b8kvQVfiKcrhfXlLYDe/vS2WVcUjV/84hcUCjqFKBTuEVN7LtH60hisr3/9637UdX19Pe2R/otOyP/5n//55je/KV8SIbA+j8hjkWTOdiXb9FZmjx9PYV/Ka59+6dGLe/bscX1RvjENUSF2SMPDw48++ijfp0ALUoek+4eEb5BJTk7+9re/7Xo7Ay9QY5OUlCT9eeDAgZkzZ0ZHR1NTTd9HlNrz65RrU6KdNGL9+vUe58FiHksr83b6OktJSaHiUXPlbZB7mJuhoSGZzXp7Xe12ZIrn8ahltqPkuPzbKeUi9NUWHx+/cOHC48eP+4y5qkJaMvLeCqN242o/LAoLSdnAE088kZGRQcdOeQO/qPzzzguUbdNP8NjYWEqPXnvtNX5R+LC7HunYsWPvueee06dP0+srV67kAU+MysAJrvyXgMdjOXv27IMPPkjnZ2Rk5Lhx45YuXfq73/1OisYLL7wwe/bsMSNo4Wc/+5nPDYZ5alOpbaMtU6moLm699VZpHqz//u//ptcpjBSHKVOmPPLII1IdCduU/5L0Fnwhnq4U1pe34/X2p7fNujp06BBVfVRUFP2KePbZZ90jpvZcohW+9a1vUXAoRD/4wQ9oyx4PQaauv/zySypJdnZ2TEwMZdWtra3yJREC6/OIPEbV/WxXFSVvZfb48RT2pbz26VydMWOG0+n0GHkrseAhAQCAPEu2Zzp56623KFU1uhR6+eKLL6SbhILj7rvv/vnPfx7MPRoFnzEAANtBguVTVVXV4ODgmTNn7rzzzu9973tGF0cv3d3d0t2Cevvyyy9//OMf33TTTdJMDdaGzxjowv2ClAm/0EOikGpZ8qBAczgrfKqvr8/IyBg/fvzDDz9s4dkEEhMTn3/++eDsi866rKwsSumCszvD4TMGAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAas0uC5fHedQAAANCK0U29udglHKh4AAAA/aCdFZglHIcOHZo7d25MTExaWtqqVavOnz/vvk4gmTIqHgAAQD9oZwVmCcf8+fMPHjzocDguXbr05JNPLliwwH2dQCoPFQ8AAKAftLMCM4ZjaGgoPj7e/XUkWAAAAOaEdlZgunB89tln27dvX7Jkift/UeWlpKRQ7pWTk/PMM8988cUXyjeLigcAANAP2lmBucLBg6vGjx/f19fnbZ3Lly93d3fPmTOnqqrK49txdwMAAECQoZ0VmC4cn3766ZYtW26//Xb51c6ePZuUlKR8syap+KGhIaOLAAAAoD2TtLPmYcZwUI6VkJAgv87AwMCECROUb9MMFb979+7o6OjCwkKjCwIAAKAxM7SzpmKWcKxYseLkyZNXrlx5//33KysrXcdgSXVWWlra09Pz+eef05oFBQWPPvqo8u2boeLT09P5YqXD4TC6LAAAAFoyQztrKmYJx4EDB2bOnBkdHT1p0qS1a9d+9NFH0n9JdcbrxMTETJs2bePGjcPDw8q3b3jFd3R0cHYVGxurquQAAADmZ3g7azZ2CYexFe90OnNycji7on/r6+sNLAwAAIDmkGAJ7BIOYyu+sbGRCjB9+vTm5mZeoJTLwPIAAABoCwmWwC7hMLDiHQ5HUlISFaC1tZX+pOyKlinTMqo8AAAAmkOCJbBLOAys+MrKStp7QUEB/8m9Wbm5uUaVxz7OnDlTUVFx4MABowsCAGB9SLAEdgmHURXf09MTOYIW+JXh4eHU1FQqT2dnpyFFsgmn05mWlsY3FhQVFSHaAAC6QoIlsHI4zDCTe0FBAe26srLS9cVt27bRi5gQS1fccegqJyenoaEBc70CAOgBCZbALuEwpOJbW1tpv0lJScLEV/Qn30544sSJ4JfKDpqamii8kZGRzz777PHjx7du3cq9hiQxMZFyL6lDEQAANIEES2CXcAS/4oeHh3k8e2Njo/v/VlVV0X+Vl5cHuVR2QGkrZVEU3j179kgvOp3OlpaWefPmSR1atEyvvPHGG729vQaWFgDAGpBgCewSjuBXfG1tLV+W8jgjQ39/P4/NGhgYCHLBrM3hcHBe6y157enpqays5AxMcuzYsSCXEwDAYpBgCewSjiBX/ODgIDfhHR0d3tYpLS2lFaqqqoJZMMsrLCykqM6ePVt+uvyhoaGGhoaJEydygrVq1apgFRAAwJqQYAnsEo4gV3x5eTntsaSkRGadEydOeByhBX7bunUrhTQlJaW/v1/J+pSErVixgt6SkZGBqV8BAAKBBEtgl3AEs+K7urr4qTh9fX3ya/I9hrW1tcEpmLW1t7fzwHaZXkOPsrOz6Y1tbW06FQwAwA6QYAnsEo5gVnxeXh7trqamxueanBOkpqaG0OOfnU7nSy+99LWvfa26utrosvwN5bI8Xf62bdvUvreurg6zZgAABAgJlsAu4QhaxfMEAZQzKZxvKTc3l9bft2+f3gULUH9/f2NjY0lJCecx7NVXXzW6XP+HQs1hLC4u9uPtFy5c4FkzFF5YBAAAd0iwBHYJR3Aqnlp6nm+J0iyFb+GELDs7W9eC+YcOp7W1taKigu/Lk6Snp48aNYoWbrjhhsHBQaOLea2srIxj6PckojxmbsOGDdoWDADAPpBgCawcjuDP5E4tNO0oLy9P+VucTmdGRkbYXx8FbQYtLS2UQmVlZUVGRkrRS0pKKikpaWxs5G6e06dP89AlKrxO80i1t7cvXbr0hRdeuHDhgsxqDQ0NPH1oIHOH8rC50LpWCwBgKkiwBHYJRxAqnntBCLXWqt5YX1/P817qVDC1UlJS+EAowcrPz9+6dSsdkftNdg6Hg/6X8xK1h6wEX7ZjtIuioqLq6urm5mZKpKTCHDlyhLNASgoD3F1OTg5th7YfcMEBAOwICZbALuGgir/nnnuOHj2q+ZYvXLhAGdLs2bM5FUhISFC7haGhIR7Y5DNNoZzma1/72vXXX6/faCHuyyHz58/3ecWNVqC8hzuQNH+ackxMDM+5IEwKyndo5ubmLlmyJC4ujv7UZLh9Y2OjqdJcAIDQggRLYJdwuPaFlJWV7du3L8DBQ8PDw83NzZReSNfR4uPjKRtwfTyLcnxtUWaM9okTJ2pqaqQH6s2ZMyeAssvhTqnNmzcrXN/pdPKMqRSHwLuRJJRBct7Gf/b19bW2tm7dupVCJAwIi4qK0mQKK0oWOZPDk3MAAPyABEtgl3BQxcfFxaWlpbm2zTk5OdXV1e3t7apG3nR2dj700ENStwolFtTqU24RyPAdyvZiY2NpU8LUWZxXuaYUtA4PMD9y5Ijfu/OGn05NaZzauU/50YpUtoaGBk1Kwv1JlLp5/F9Khrq6ujgX1DDXrKiooA1WVlZqtUEAAPtAgiWwSzio4jkB6u3tra+vLywsdL3wRMnNTTfdVFBQ8MQTT2z1YuXKlXl5ea4pGv1J+YT8EGzlKGmjbVIbf81TXpWSkkIrdHR0OJ1Onq88Oztb2xHZtGWZp1P7xM9eDPNrJip3JSUlYX//tGaPqDY1nIFdmlsfQ90BANRCgiWwSzjcK54a0c7Ozg0bNkjDpxTKysqi7MfnLO1qUa5AG4+IiBgzZozHvEpak5Z5RLa2U33y7XiUY/mdslBmxhdMA3zAIhWA09/gT0zFk8Saf1oyAACzQYIlsEs45Cv++PHjnNAUFxd768HiJn/58uX6FZInPiCUY7nnVa66uroiR5w4cUKTXTscDh7gFeBsES0tLZxjlZSU+J2oHTlyJMygucEotQobeVZ08HcNABDSkGAJ7BIOnxXf398vfxMfpSCa3ygn+NWvfhUTE3PdddcpuexYXV1NB5Wbm6vJNbKampowje6ho/QoISGBtkYHcu7cOT+2wNdAA+wG88/w8DDf0dnd3R38vQMAhC4kWAK7hCNUKn5oaEhhwkRrZmVlhWnxrGgeYh+mfgYvbzhdI0uXLvXj7Xydrr29XZPCqMWZKw+GAwAAhUKlnQ0aK4dDGDtldHG019nZGTYyQj/AmQV4ilRvt+z5ob+/f/z48bTNr371q2rf63A4IiMj6aD8fu5NgHgwXGJiotpbKQEA7MyS7Wwg7BIOq1Y850b5+fl+b+HEiRM8nEvbYftOp5NnhFe72ebmZq0uVvqN9k5l0GrKiSCgaD/88MPFxcVa3dMKAKCWVdtZv9klHFateIfDwY8y9DsbKCws1GnAE088UVNT48e7Ar/uGYiWlpawkWnSDCyDcm1tbdKdsHfccYfRxQEAm7JqO+s3u4TDwhXP2UBiYuLAwIDa93Z0dISNzPykx+Uw3vj06dNVvYsHlml1d6R/nE4n31OpxzMWtXLhwoW6ujoOF+HpZyMiIjA8HwAMYeF21j92CYe1K56n5SwqKlL7xtzcXP26i6SrhMqzJR7/RMmNHuVRhR9epOG4NHmqLu1RClVeXi49DJtyLMq0zp0798gjj4SNzH+rXzkBALyxdjvrB7uEw9oVPzg4yJMLNDU1KX8Xz/lEzbN+E5fzI3SUXyXkyU7Lysp0Ko9yAwMDPNY+CKOa6KgjIiKmT5/e2dlJKaa3PVI1UZW5zotLKXVbW5u0wtDQEF8v9m8ufgCAQFi7nfWDXcJh+YrnbCklJUVhQkCtNTfGus5azlOG0o4Urs8DwkwykTqlL1SYuro6vXc0bdq0MDeU+FIuRQEpLy//zne+k5aWFh0dzf9FtVxdXe1xmnu+XkzZNka7A6NPOu6HheCwfDurll3CYYeKLygoUH5Vix8dmJubq3epOI1T8mhqagl4uvzBwUG9S6VEW1ubH2PI1HI6ndz7OHPmzHnz5tHu+E+Prr/+eso+5XscOUmltEzXYkNIoI/SuHHjKDX/zW9+Y3RZwPrs0M6qYpdw2KHi+/v7OUFxvWzk0YULF7gV13tu+mt/vUqo5C5FntYrCDmfQpT68BByXac85VsBhKOmXfOjBagqKaOqqKgYPXr0jTfeqGRusL6+Ph6epSSpBWtrbW3l1Pzmm282uixgfXZoZ1WxSzhsUvH19fV0pFFRURs3bpQZ0MOjoQsLC4NQpBMnTii8SsjjyunfIJRKIe7nKykp0W8XZWVltItt27ZpuE3aGk8zocljlCB0/fCHP5S6P4NwsRtszibtrHJWDodwecXo4gTDO++84/HSkuuAnptuuoleCQ8P7+npCU6ppk+fTnvs6OiQX41vafS5WjANDg6Gj3j77bf12L50VVTbWV5psxxzY6cT8w8lhSa5Rhzq6LcN92VWVlbSv5GRkUHosQY7s0k7q5xdwmGfir/rrrsSEhLuuOMO+QE9ycnJQSsSP5rwoYceklmH2tSwkcf+6HdLox94kH6YbjPL8xUcPa6K8pVH/2ZHM9CZM2dSUlIiIiKef/55o8sS2uhzlJOTw9nVtb9+BlNTU0PrfIDQYp92ViG7hMPOFS8M6Fm2bNmMGTNefvnloBWArxJSwylzxaqpqSloVy2Vo7SPslUq2JQpU/TYPl8frK+v12PjpaWltPHi4mI9Nu634RHSMp0bdE5WVVUVFBTwrGkSSmr37Nlj1CMpQx2PfczOzuYA0kePb4LJy8vDhWPQiZ3bWY/sEg5UvLF8Xv7jhyrqlGoE4sKFC8nJyZpfxbs2Mm0VX8HRqVOBNsv9l7oO0lelt7d37NixcXFxixcvzsnJiYyMFDpWqcBTp07NzMyMiYnhVyhElCnSbwOkBcpRjfM1Qdc5fulM5ps2KioqDCwbWBjaWYFdwoGKNxYPu5aZQZQfTUMNcDBLpZB/D1X0iTvtAnlQt09804Ouc8mqUldXJ2RUlGaVlJTU1tZSCuWaaFL2uW/fPu50YSkpKVVVVeZ5EBCF1JyX2yiR4rlR3EfgUfQ4pzfJVHNgMWhnBXYJByreWH19fTwkyGNLr/xOQ0P491BFn4qLi/XutHM6ndx3qHl26AfKnidMmECFGTt27LPPPkuNvZK0j5IYShR4OBGjjdCp8p//+Z9BKLM3lMSMGTMmIiKiubnZwGJ4xOfVvHnzPPb58YzElGYZ+7hPsCS0swKzhOPQoUNz586NiYlJS0tbtWrV+fPn3de5evXqunXrkpKSkpOTN2zYQH8q3z4q3nDc0re2trr/F8+GYNq5Mf14qKJPfH0wMjJS7ynXu7q6uEE1tnfwyJEjfL0yPz/fv2FVFPyqqiru6TQ8Hf/1r3/NxZg0aZKpJs3fs2cPX2n1ONE/4x7ZrKwsU5UcLADtrMAs4Zg/f/7BgwcdDselS5eefPLJBQsWuK/T2Ng4a9asP46ghd27dyvfPirecHy5yuNVQr4SZMLOAInahyr6xA0hHbhWG5TBDWpw9uVRW1sbz0ZRUlIS4MVKSnbpu4I2FRcXZ+ATYPiSN8vOzjbJvBJ9fX0cZ/mPEsWQn2hZWFiIkW2gIbSzAjOGg37gxsfHu79+2223HT58mJdpYc6cOcq3iYo33MDAAHelCB0Y1OLyuBAzPzFN7UMVfeKcktIsrTYogwLLPXA/+tGPgrA7ATX2PJid8jytmvO7776bNrh161ZNtqYWnQyRI5qamvjaZWpqquHDBym2eXl5YcoelkUfRu4LNMO1Y7AMtLMC04Xjs88+2759+5IlS9z/a/To0VKf9ocffpiUlKR8s6h4M8jPz6eKoGbJ9UW+44naBqNKpZDyhyr6RKcxt9BBu0bzk5/8hLtb/u3f/i04e2TcbUmqq6s13CwP2qNvgOAn5bRHPhP4kQP0a4HPakphjX02Ec90lZWVpTAmHR0dnPj6fLIWgEJoZwXmCgd/F48fP97jLfHh4eFXrlzhZVqIiIjw+HZvdC89+MLNrTAzk+ZX33Si/KGKPvH1wWDOUMXdh2TixIlBuyrEzz7SaSA/D+UOficW75eSKimMw8PDJSUlYSP3cBiVrHR1dXHKrmqudr6pMyEhIZiz4oGFoZ0VmC4cn3766ZYtW26//Xb3/0IPVqjjnhvhKmF2dnZYUB47HSANb3X02JOnt6effjouLi5M50crMko+KioqwkamYtLpMA3pxGpoaPA4hDwIxyuDPk08wZUfz/FcunQpJ8FPPfWUHmUDW0E7KzBjOCjHoh9V7q9jDJYFCGOPuGeFfvqHxGBbhQ9VlOdtLFoQdHd38yBoTfrhvKGqlHp0PN40qpUgd2JJj/bzdlB8kU6nHjsZPElvbm6uHx+i06dPjxo1it6emZkZEp9BMDO0swKzhGPFihUnT568cuXK+++/X1lZ6ToGS6qzXbt24S7CUCfcPcez8pjtcS7eKHmook8er5MGDQ/QpgJs27ZNj+1LY5Iou9J7TFIwO7HouLirVX4adKpcDq+uKayrF154gaPt9yj7nTt38rz5fnSAAbhCOyswSzgOHDgwc+bM6OjoSZMmrV279qOPPpL+S6qzq1evPvbYY0kj1q9fj3mwQpEwvpufl9fY2Gh0uRRR8lBFnzj/0LVrR15LSwsnAQ0NDdpu+fjx43y7YtDuqgtaJ5bUS+RzmgkpvGVlZXr3Ce3fv5/7n55++ulAttPZ2cll1u+2VvrsYNoty0M7K7BLOFDx5sGNIn+V8+STmj/mTz8+H6ooT35G+6ChjJYHDFE2oOFmuY+HBG3QdHA6sZqbm7nWenp6lKxP+Qpfip06derbb7+tX8H4bAz8svW1v3Ytqx0mrxD32iYkJCDHsja0swK7hAMVbx7SM/h4kvGsrCyjS6SCz4cq6vp2DfHs+Ro2qJzrhI08CSeYA8/17sSSZu9U1bvT3d3NfUszZszQr2BUfREREd/+9rc16Srjuz4pW9W295FODP4dFWbuyYQhcGhnBXYJByrePPgpMTycxeegFrMJsAtK5nlBwccTT9CxUKYb+NY40XnwwQeD3DmnayeWNOm5ktk7Benp6fTG8PBwnR5QzVctNRzsRQfLlZidna1VV1NLSwunp3wJkj74oTIeAPyAdlZgl3Cg4k2Fv8f5O9ck2YZyfidJnJwFOIRLWzwGLvAhU52dnZzlGHINSL9OLM5Bs7Ky/Ljlk96yfPnyMH0m0eXuK8pXtH1KD5WZT29vz4pWhWqEO64oF6Qt8w8qzlaDfwstBAHaWYFdwoGKNxXKTvirlhqJkPuqlXmoojxNbkLUFjWiRUVFYSPzewXSVFN7HMwZEwQ6dWLxMwboFPW7C4rObZ72XfNuG827ryR0GvBTdAJ5+DoduPQjynXSiubmZu7Qmj59uoaPTgeTQDsrsHI4wv6e0cWBvxkeHo6Pj6dKUTWZmUn4PZGVJtNoaU6aWMHvC0N0REEYaS5P204squKZM2dGRUXRNuvq6gLZVEtLi+Z9ezp1X0mk+dJqa2v9eHt/fz8/opGO2v1sp8JzJxkuF1oP2lmBXcKBijcVahjCw8OpUhYtWmR0Wfzhx1TsmkzxoBNKjPgGwIkTJx49elTt27m9DPLsmgJtO7F+8IMf8K+yW265JfCtFRYWBtghJNCv+0oi9TGrvRTe2dnJU3XQGeXt7mD6fYXLhZaEdlZgl3Cg4k2FfuPyAKzNmzcbXRZ/+DFZKF8fDNr8k2pRyss1Mm7cOFVv5JY4NTXV2IknrmnXiUWhmDp1KnexnDp1KvCCUZ7Bd3VoMvOq3t1XEr7PNDExUfkV0sbGRj6LioqKfKZNuFxoPWhnBXYJByrebKix2bNnj+Gtsn88PlRRHo/F0Xty80D84z/+I3cqKL8o5nQ6uevLDNd6NOnEoqyFj4j+1TCD4ek5cnJyAu+/DEL3lbAvyp59hoKO66GHHuLzh35LKDxMXC60GLSzAruEAxUP2hIeqiiP8qowjR4UrR9Kdrdv3x6mZnIsftLR9OnTTXLdM8BOLJ2yq2sjseUReP6NapIErfuKUbXy7QuJiYn333//Vi++//3vT548mVdT+6xr18uFc+bM+dWvfoXJSEMX2lmBXcKBigdtCQ9VlMd3+5v2+qArvpSZmpo6MDAgvya1vpw0UJoVnLL5FEgnln7ZFeNbASgF8RlYGcHsvmKU7kRERIQpEB4e/vrrr/u3l8cff9x1U3T6FRUVVVdXNzc39/T0SOm7SfJ48AbtrMAu4UDFg7aEhyrK4+uDITHQhNow7pzLy8uTb894IFpubq6pmj3/OrH0zq4Yzzrm93O+g9x9JfnmN79JxZ47d663HqxZs2bRCmlpaX6fCZx9cvx5YJYrOuSbb775uuuui4uL0/bhTqAttLMCu4QDFQ+ac32ooozvfe97tNqECROCU6rAUcqYlZUVJjvJ/vDwMM+WZLZ5YrkTKyYm5uDBgwrfEpzs6trI7A/80Jj29nY/3h787iuJ/FhDOhna2toCDB3lWFJYKJWk84pSN/qIcS+pJDo6uq6uLkTHbloe2lmBXcKBigfNSQ9V9LYCNfbcacHXhoJZtgB1d3fzjW/eLv/xLWazZ88OcsGUGDduHJVt1KhR3/rWt3w+Rzxo2RXjbj/KX9WmCEZ1X5kBpXddXV30QRszZgx/miiA5rkwDRK0swK7hAMVD5qTHqroPqqGftDz6GAemxIREfHd737XkEL6jQew0wG6X9l0OBzcE6PVg6K19Y1vfMO1z6O4uNjbzZtBzq6ujVyB5fvmampqVL3RwO4rU2lvb+cA8uVps03ba3NoZwV2CQcqHvTAVwmlOTaHh4cpL+FprMNGRltXV1dTyx2iVzT4xvusrCxhnBk/Y44ySKMKJo+SGMqo/vCHP1RUVHAGzEPKWltbXQcJBT+7Yl1dXZy5Kn/+o527r9xRJdKnjMc1ho3caBISoxvtAO2swMrhEEZKGl0csCCeZnPmzJkOh6O2tpaHJYWNzMhAWZeBj47RBLVks2fPpsMpLCyUUhNq43kYMiUKxhZPCSotpYM8t3jYyIwSDQ0NlO8alV0xzlwV3oJ6Dd1XnlAl0ieOe1LDRibK7+/vN7pQdod2VmCXcKDiQQ/0LT9q1Cg6u/i5dXzZoqmpyVQ31gViYGCAs0bpkhZPOeH3rXCGoGqivEoaLj1uhFHZ1bWRa6yc8zU3N/tcGd1XMiiSdEJyP2V0dPStt976+9//3uhC2RfaWYFdwoGKB51IswQVFhZackQIHRQ//6Stra2/v58bs1C8KENZb2tra15eHtcXZcZvvfWWUYXhedQoL/c5GAvdVz5RDlpWVsbVOmbMGExVahS0swK7hAMVDzo5cODA3LlzDx06ZHRBdFRXVxc2ciOk5s8tNsSqVavCRqZyMLYlpgJwTpCamkr5wb59+9z7qNB9pdy0adM4nkZ1TALaWYFdwoGKBwhESUkJt14RERE+5z4wOe7KUj7GXCdVVVUUzK985SuuQ0VzcnKqq6vb29v5xoh77rkH3VcKUcT+67/+6x/+4R84ZzW8fm0I7azALuFAxQMEYmhoiGchiouLs8wIM8NxFkWpQH19fWFhoesk5rGxsVOnTuVLmYE8Xcdu6ETNz8+nuKWkpJj52eqWhHZWoH046CujpqZm2rRp9AVB/27evPny5cua70UtVDxAgLg3ZcKECUiwdEJfnp2dnRs2bOCbN1l4eDgGFalCYeQOV0pY29rajC6OjaCdFWgfjkcffXTBggU9PT10ltO/8+fPN8MUi6h4gAA5HI49e/bgyktwUFL1ox/9qLCwcP/+/UaXJfTQb4CKigr62o+MjGxqajK6OHaBdlagfTjoB65rhzYtm+EpbKh4AABbqamp4V5AaSpg0BXaWQESLAAAsCZKrXiSEdwoEARoZwW6XCIsKCh4++23h4eH6V9aNuoSYdjfM6QMAABgoJaWFs6xysrKMH2DrtDOCnQZ5L5x48apU6fyXTCbNm3CIHcAADBKZ2endIdmUVGR0cWxLLSzAruEAxUPAGBb3d3d/DyriIiIEH34uvmhnRXYJRyoeAAAO2tqauLZ80tKSowuizWhnRVoH46enp45c+bExcWZavyTGcoAAAAG6u7u5muFGPOuB7SzAu3DkZeX9+STT/75z3/WfMuBQMUDAMCRI0d4zPu2bduMLovVoJ0VaB+O2NjYzz77TPPNBggVDwAA11zuK2xoaDC6LJaCdlagfTgmT57c39+v+WYDhIoHAADW2NjI87xTsmV0WawD7axA+3A8//zzxcXFZptuBBUPAACS2tpazrE6OzuNLotFoJ0VaBOOMF802UuAJTS6CAAAYCJVVVX8TOiuri6jy2IFaGcFVg6H2ZI8AAAwldLSUmodUlNT8RTzwKGdFWgfjlGjRmm+zcCh4gEAQOB0OouKiqiByMjIMNvIlpCDdlagfTgmTpz4v//7v5pvNkCoeAAAcDc0NJSfn09tRHZ29quvvupwOIwuUahCOyvQPhw7d+5ctmzZmTNnrl69qvnG/YaKBwAAjyipouyKB5OMGTOGUi6jSxSS0M4KtA8HBrkDAEBoGRwcHD16NDdYJpxpKCSgnRXYJRyoeAAAkNHR0REeHh4REdHT02N0WUIS2lmBWcLxyiuvLFiwIDY2Ni0tbc2aNRcvXnRfJ5BeMVQ8AADI44kb8vPzjS5ISEI7KzBLOBYuXHj48OGhoaEPPvhg7dq1S5YscV8nkMpDxQMAgDyHw5GamkrtRVNTk9FlCT1oZwVmDMelS5cSEhLcX0eCBQAAuqLUimfGwu2EaqGdFZgxHK2trfPmzXN/nSovJSUlPj4+JyfnmWee+eKLL5RvExUPAABK8KwNVVVVRhckxKCdFZguHMePH58yZcqpU6e8rXD58uXu7u45c+a4n/0mf1wPAACYX09PT+QIjHZXBe2swFzh6OzszMzMPHr0qM81z549m5SUpHzLqHgAAFAIo939gHZWYKJwNDc3p6enHzt2TMnKAwMDEyZMUL5xVDwAACiE0e5+QDsrMEs4duzYkZmZ6fFxm1KdlZaW9vT0fP755ydPniwoKHj00UeVbx8VDwAAymG0u1poZwVmCYf7kCnpYQVSnR04cGDmzJkxMTHTpk3buHHj8PCwqu1rX2gAALAujHZXBe2swC7hQMUDAIAqGO2uCtpZgV3CgYoHAAC1MNpdObSzAruEAxUPAABqYbS7cmhnBXYJByoeAAD8gNHuCqGdFdglHKh4AADwD0a7K4F2VmDlcGAmdwAACBxGuyuBdlZgl3Cg4gEAwG8Y7e4T2lmBXcKBigcAAL9htLtPaGcFdgkHKh4AAALx3HPPUVMSGxt75swZo8tiRmhnBXYJByoeAAACUV9fzyN6b7jhhgsXLhhdHNNBOyuwSzhQ8QAAEIje3t7U1NSoqChqULKzswcHB40ukbmgnRXYJRyoeAAACJDT6aS8Kicnh2fGopTL6BKZCNpZgV3CgYoHAABNDA0N8cxYKSkpR44cMbo4ZoF2VmCXcKDiAQBAK8PDwyUlJdSyJCYmtrW1GV0cU0A7K7BLOFDxAACgIafTWVFRQY1LZGQk5m64hnbWjZXDgZncAQBAVzU1NdzE1NfXG10Wg6GdFdglHKh4AADQA6VWkZGReFgh2lmBXcKBigcAAJ20tLRwjlVWVjY8PGx0cYyBdlZgl3Cg4gEAQD+dnZ2JiYnU1sTExGzatIn+7O3ttdV8pGhnBXYJByoeAAB01djYGOZJVlbW7NmzCwsLy8vLly9ffuedd7711ltGF1Z7aGcFdgkHKh4AAHTldDrvvffe9PT0u+66a968edOnT09KSvKYckVFRdXV1VnsYiLaWYFdwoGKBwCA4KOsq7+/v6urq62tbd++fa4pV1ZWFr1idAE1g3ZWYJdwoOIBAMBwQ0NDR44caW9vz83N5TSLFjo6OowulwbQzgrsEg5UPAAAmIfT6dy3b19GRganWQUFBSdOnDC6UAFBOyuwSzhQ8QAAYDbDw8O1tbXSdcPy8vL+/n6jC+UntLMCK4cDM7kDAID5ORyOqqqq2NhYaqqio6NzcnIOHz5sdKFUQzsrsEs4UPEAAGBmfX19ZWVl3CMQExMzNDRkdInUQTsrsEs4UPEAAGB+ixcv5hwrPz8/tHIstLMCu4QDFQ8AACHh5ZdfTk1NDbkcC+2swC7hQMUDAECo6O3tDbkcC+2swC7hQMUDAEAICbkcC+2swC7hQMUDAEBoCa0cC+2swC7hQMUDAEDICaEcC+2swC7hQMUDAEAoCpUcC+2swC7hQMUDAECICokcC+2swMrhwEzuAABgDebPsdDOCuwSDlQ8AACENCnHGj169Lp164wujgjtrMAu4UDFAwBAqKMcix9ZSMz2WGi0swK7hAMVDwAAFrBz585Ro0ZRo1ZSUmJ0Wf4O2lmBXcKBigcAAGt44403EhMTqV2rqqoyuix/g3ZWYJdwoOIBAMAyjhw5EhkZSU3btm3bjC7L/4d2VmCWcLzyyisLFiyIjY1NS0tbs2bNxYsX3de5evXqunXrkpKSkpOTN2zYQH8q3z4qHgAArKSlpYVzrIaGBqPL8n/QzgrMEo6FCxcePnx4aGjogw8+WLt27ZIlS9zXaWxsnDVr1h9H0MLu3buVbx8VDwAAFkPNIrVulGZRsmVgMXp7e6dOnYp2VmDGcFy6dCkhIcH99dtuu42SMF6mhTlz5ijfJioeAACsp7a2lnOszs5OY8uAdlZgxnC0trbOmzfP/fXRo0dfuHCBlz/88MOkpCTl20TFAwCAJVVVVVEbl5iY2NXVZUgBli1bhgTLnenCcfz48SlTppw6dcr9v8LDw69cucLLtBARESGsECZL96IDAAAYobS0lJq51NTU3t7eIO9627ZtnN6hnRWYKxydnZ2ZmZlHjx71+L/owQIAAHDndDqLioqopcvIyBgcHAzafltbW/kCZVtbG9pZgYnC0dzcnJ6efuzYMW8rYAwWAACAR0NDQ/n5+dTYZWdnv/rqq0GY5/3EiRPccVVbW3sN7awbs4Rjx44dmZmZHvs2pTrbtWsX7iIEAADwyOFwUHbFo2IiIyP7+vr029czzzwTHR1NOyovL+dX0M4KzBIO9yFT0tPCpTq7evXqY489ljRi/fr1mAcLAADA1eDg4NixY7kZ/fd//3ed9uJ0OqOiomgXsbGxtMwvop0V2CUcqHgAALCDt956KzMzk3OsyspKqbdCQ7RZ3r7rs3rQzgrsEg5UPAAA2ITT6ayrq4uNjaW2LysrS9spspqamvgS5Ouvv+76OtpZgV3CgYoHAABb6e3tzcvL07YrSxrYvmfPHuG/0M4K7BIOVDwAANiNtl1ZDodj+vTprgPbXaGdFdglHKh4AACwJ626sgoLC2kLs2fPHh4edv9ftLMCK4cDM7kDAABc89SVJd39p9DWrVvpvSkpKd5m2EI7K7BLOFDxAABgc65dWfHx8a+99prCN7a3t/PA9o6ODm/roJ0V2CUcqHgAAACn07l69WrOsWJjY+vq6jxe73PV19eXlJRE62/btk1mNbSzAruEAxUPAABAKKO66667pPlIs7Ky9u3b523loaGh3NxcWq24uFh+s2hnBXYJByoeAADAVXt7OydPhBY8Xv4rKyvj5xv6HBqPdlZgl3Cg4gEAAAROp3Pfvn0ZGRmcZhUUFJw4cUL634aGBnoxMTGxp6fH56bQzgrsEg5UPAAAgEfDw8O1tbU80Iqnuerv7z9y5EhkZCT92dLSomQjaGcFdgkHKh4AAECGw+GoqqriqRyioqJiYmJoobq6WuHb0c4K7BIOVDwAAIBPfX19y5Yt466sCRMmKJ8uC+2swC7hQMUDAAAoQUlVeno6tZu1tbXK34V2VmDlcGAmdwAAAD9QjuVtxnZv0M4K7BIOVDwAAIB+0M4K7BIOVDwAAIB+0M4K7BIOVDwAAIB+0M4K7BIOVDwAAIB+0M4K7BIOVDwAAIB+0M4K7BIOVDwAAIB+0M4K7BKOMAAAANCT0U29uSAcqgXnHArCXnAgZtuLZQ4kOHvBgZhtL5Y5kODsBQdieYiLavhUmG0vOBB77gUHYra9WOZAgrMXHIjlIS6q4VNhtr3gQOy5FxyI2fZimQMJzl5wIJaHuKiGT4XZ9oIDsedecCBm24tlDiQ4e8GBWB7iYl/4VJgNasSEUClmgxoxG9SIN4iLfeFTYTaoERNCpZgNasRsUCPeIC72hU+F2aBGTAiVYjaoEbNBjXiDuNgXPhVmgxoxIVSK2aBGzAY14g3iYl/4VJgNasSEUClmgxoxG9SIN4gLAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYFlH2F95fJGNHj3a/Y1Xr15dt25dUlJScnLyhg0b6E/510EhjzXy3nvvFRUVJY2gBfrT/Y2oEf14rBSHw7Fy5cqxY8empKRs2bLF4xtRKXp45ZVXFixYEBsbm5aWtmbNmosXL/LrSqKKGtGDtxq55uWz4wo1IkCCZTUyZ//OnTurq6vdX29sbJw1a9YfR9DC7t275V8HVYQaue222zZu3OgY8fjjj9Of7m9BjehNqJTy8vLS0tLzI+67776f/vSn7m9Bpehh4cKFhw8fHhoa+uCDD9auXbtkyRJ+XUlUUSN68FYjEpkmBjUiQIJlNd7O/s8//3zKlCnnzp1zX5PaePpE8TItzJkzR/51UEWokfj4+EuXLvHyp59+Sn+6r4ka0ZtQKePGjaPmhJcpx8rPz3dfE5WiN/pcJCQk8LJMVFEjQeNaIxL3JgY14g0SLKvxlmDRj4bVq1d7XHP06NEXLlzg5Q8//DApKUn+dVBFqJGSkpLNmzd/8sknDoejpqaG/nRfEzWiN/cEi+LJy5RpuQYWlRI0ra2t8+bN42WZqKJGgsa1RiQyCRZqRIAEy2o8Jlhffvnl9ddff/LkSY9vCQ8Pv3LlCi/TQkREhPzroIpQI+fOnZs8eTIPZaCFP/3pT+5vQY3oTaiUFStWPPDAAx+MuP/++yMjI93fgkrR1fHjx6dMmXLq1Cn+U0lUUSO6EmpEInOJEDUiQIJlNR7P/ubm5rvvvtvbW/CzQ1dCjRQUFDz++OPSGCz60/0tqBG9CZXy0UcfUV6VnJw8YcKEp556KjU11f0tqBT9dHZ2ZmZmHj16VHpFSVRRI/pxrxGJTIKFGhEgwbIaj2d/bm7ub3/7W29vwYVzXQk1EhcX520MlgQ1ojeZRuK5556jZMv9dVSKTujnX3p6+rFjx1xfVBJV1IhOPNaIROazgxoRIMGyGvez/9ChQ//0T/8ks+auXbs83uLh7XVQxf0uwpqaGu7BeuKJJzyO3kWN6E2olAceeGBgYIBqZP/+/ZMmTXrnnXfc10Sl6GHHjh2ZmZm9vb3C6zJRRY3oyluNSGTGYKFGBEiwrEOY8kp6PT8/v7W11eP6vHD16tXHHnuMZ2Zav3696+QlHl8HhTzWyLvvvltYWDhmxOLFi0+fPu26Pi+gRvTjsVL27t1LP9nj4+MXLlx4/PhxYX1eQKXoIczN0NDQNdmookZ05a1G3P/L9S28gBoRIMECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcGyCLXPTPX2usyTPl3JPLzzzTffXLRoUUJCQnp6+t69e70V2H2kpPxmAQAAQggSLItQ+8xUb6/7fNKn/NtPnTo1adKkpqamjz/++OzZs8uXL5cvtpBg2faZoAAAYDFIsCxIyTNTlcz85vFJn/Jvp4yqoaFBeVHd54iy53x0AABgMUiwLEjJM1OVPLvA45M+5d8+YcKETZs2paWljR07duXKlQ6HQ76oQoJl2ycqAACAxSDBshqFz0z1+fRNb0/6lH87LZSVlfFDc0tLS8vLy+VLKyRYtn0mKAAAWAwSLEtR/sxU+b4i9+0IY9JlNkt/8jLlWCkpKR7f7rpZ1z/RgwUAANaABMs6VD0zVWa0k/yTPuXfnp+fT3kVL58/f15KsLzBGCwAALAkJFgWofaZqd5e9/mkT/m3792794EHHpAuEa5evVp+O0KCZdtnggIAgMUgwbIItc9M9fa6zJM+Xck8vHPz5s0pKSnJyckrVqyQGeTu8bmhtn0mKAAAWAwSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0BgSLAAAAACNIcECAAAA0Nj/AyFpFBvFwalmAAAAAElFTkSuQmCC)
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