Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit391-01-20030109_205000_20030110_013500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/09 |
Start Time | | 2003/01/09 20:50 |
End Time | | 2003/01/10 01:33 |
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 | | 23.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.31 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit391-01-20030109_205000_20030110_013500-constBx0 |
Minimum Dst Value | | -8 |
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.
Satellite data B plot for Polar for time period of this run.
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YKAQscfFST2Hx0z4AAMBGjb2rMgzBcPPNN995550rVqyoqqoa43b56UB5qaew+GkfAABMS1XV2fXrs/z8ejs7xS4LWESQgMVment7q6urd+zY4erqOsbt8tOB8lJPYfHTPgAAmOLgYAzQYFvMdFU6pbKxoGCka2hsbLz11ltpZuPGjSEhIYblX375JS2xZLvDPmtPeKmnsPhpHwAAzLXi4jhv7+RVq3AJoa0YqqvSyOUsKw+bsYyPYNXU1OzatcvNzY1+7OzsnDVr1smTJ2k+LCyM5ru6uobdriXP2hN7qGddXd29995rvM/6+vp27tzp4OAwbdo0Pz8/+tH88pHip30AAFzXD83Q3dYmdilgZIbqqqokEhaw6jIyhl2DMeo68/Pz2VNXrlyZMWMG9aQ0pXlLtmvJs/bEHur58ssvv/fee8b7LCgo6OGHHy7Xo5ng4GDzy0eKn/YBAMAGF5W6uXXodGKXBUZgqK6qr6eHMpZGLh/RGmpra/39/d3d3Q1L3nzzTXrBhx9+aOF2LXnWnth8PQsKCv7whz+0t7cb7zNnZ+fo6Gg2TzMuLi7ml48UP+0DAKAkJIQd8NAplWKXxcaUNpWeUp9q6hLnS1UBT3Jnmpqa2DlYRKVS3XPPPeHh4b/73e8uXrxo+Xb56UBtvp4LFiw4fvz49Z/vs6lTp9bV1bF5Ct0ODg7ml48UP+0DAKCzoSF3//7i0R7y55lnrCclU3+lvyhbFzZg6XS63bt3Ozk50XxLS8uDDz6YnJxM8z/88MNDDz3UZvQNMgIWY9v1lMlkjo6O7FQq4302adIkwwl3NDN58mTzy026yaxxqQ8AANgRL5kXBayA7ABRti7gOFjktttuW7x4cWlpKS1/7rnnPv/8c8PLAgMD16xZY+F2+elAbbuelKDPnDnD5nEECwBAcN1tbX09PWKXwlZpWjWSKklbtzjXB2Akd3HZdj2HOrCEc7AAAMZOp1RK3dzivL2teWiG0tLQvLwDnZ0NYhfE6iBgict+6mm8z44cOWLyasGhll8f4S7np30AAM8Mg4ta7entOp0yMtKRHiUlIcO/mjMIWOKyn3oOGAfL19fXQW/Xrl3G42CZXH4dAQsAYJBWjSZj+/bc/fut9lvCjg6dVOomkThrtQqxy2J1ELDExUs9hcVP+wAAsHLd3W3t7VqxS2GNELDExUs9hcVP+wAAbrVqNNZ86hUMCwFLXLzUU1j8tA8A4FNNcnKko2OUqytGb7ddCFji4qWewuKnfQAAn4qCgtjp7fUqldhlgVFCwBIXL/UUFj/tAwD41NnQkHfgQNmxY2IXBEZPwIFGb7755jvvvHPFihVVVVVj3C4/HSgv9RQWP+0DAABslIC3yunt7a2urt6xY4erq+sYt8tPB8pLPYXFT/sAAN50NTWVhoZelkrFLgiMlZmuSqdTNjYWjHQNjY2N7GbPM2fOPHHihGF5ZWXlXXfdRc8Ou91hn7UnvNRTWPy0DwDgTUlICDv7qrFg+A4YrNlQXZVGI2ejsw6bsYyPYNXU1OzatcvNzY1+jImJ+dOf/kQL2bPr1q3bv3//sNu15Fl7wks9hcVP+wAA3lRGRFC6kjg7t2sxuJRtG6qrqqqSsIBVV5cx7BqMTZs2LT8/nz31f//3f8ePH6eZkpKSe+65p7W1ddjtWvKsPeGlnsLip30AAIeu5uUhXdmBobqqvr4eylgajXxEa6itrfX393d3d2c/nj59+oEHHujp6Vm5cuXHH39syXYtedae8FJPYfHTPgAAwEYJeJI709TUxM7Buq6/9dyDDz7o6+t73333dXZ2Wr5dfjpQXuopLH7aBwAA2ChhA5ZOp9u9e7eTk5NhSVhYGL3giy++GNF2+elAeamnsPhpHwAAYKMEHAeL3HbbbYsXLy4tLTU8e+rUqfvvv7+7u3tE2+WnA+WlnmM34Fw/sYsDAABgznh3VYsWLfr6669Hul1+OlBe6iksftoHAPCjs6GhJjm59+fn04DtGr+uqre397PPPnvwwQcNIzVYvl1+OlBe6iksftoHAPAjcfnySEfHLD8/sQsCwhi/rorWfN9992VmZo5iu/x0oLzUU1j8tA8A4EF3W1tdRobMy4sCVtrmzWIXB4SBmz2Li5d6Couf9gEAPEhauZKi1bnt20tDQzEClt1AwBIXL/UUFj/tAwB4EOvpSQErdeNGsQsyYr29OGNsSAhY4uKlnsLip30AAA/qVarCw4dbqqrELsgIdHU1JSYuj431vHo1T+yyWCkELHHxUk9h8dM+AMDudTU1iV2E0aitTWM31CsuDha7LFYKAUtcvNRTWPy0DwCwb5m+vpGOjiUhIWIXZMT6+nqyswPS07e2tmrELouVEnCg0ZtvvvnOO+9csWJFlQWHORGwGF7qKSx+2gcA2LcoV1cKWIq1a8UuCAhPwFvl9Pb2VldX79ixw9XVdYzb5acD5aWewuKnfQCAfauMiEjbvFmnVIpdEBCema5KqVMWNBaMdA2NjY2Gmz2bubsJAhbDSz2FxU/7AAA7hkHb7dtQXZVcI3eMdKTHsBnL+AhWTU3Nrl273NzcBrzm888/9/b2tmS7ljxrT3ipp7D4aR8AYK+yAwKiXF3Lw8LELgiMl6G6KkmVhAWsjLqMYddgbNq0afn5+cYviIuLe+ihh5p+fp0EAhbDSz2FxU/7AAB7JXF2xtlX9m2orqqnr4cyllwjH9Eaamtr/f393d3dDUsuXLhw//33V1RUWLhdS561J7ZdT6lUSjt7ypQpd91117p163Q6HVve19e3c+dOBwcHitt+fn70o/nlI8VP+wAAe1UeFkbpqjYtTeyCwHgR8CR3pqmpyXAOllarfeCBBxQKxUi3y08Hatv1nDt3bnR0dHNzM+3pDRs2LFy4kC0PCgp6+OGHy/VoJjg42PzykeKnfQAAgI0SNmDpdLrdu3c7OTmxH2nmn//85yi2y08Haj/1pGT9q1/9is07OztT8GLzNOPi4mJ++Ujx0z4AwP5URkSkb91ar1KJXRAYXwKOg0Vuu+22xYsXl5aWDn4KVxGaZD/1PH369OzZs9n81KlT6+rq2Hxtba2Dg4P55SPFT/sAAPvDxr46u3692AWB8YWR3MVlJ/XMzs6eMWNGcXEx+3HSpEldXV1snmYmT55sfrlJN5k1blUBABhf6Vu3UsAqDQ0VuyAwvhCwxGUP9UxMTJw+ffq5c+cMS3AECwBgsN7Ozqt5/bdGttH7D8KIIGCJy+brGRYWdvfdd2dlZRkvxDlYAACDJS5fHunomB8YKHZBYCIgYInLtut58ODB6dOnFxYWDlh+5MgRk1cLDrX8+gh3OT/tAwDsidTNjQJW+tatYhcEJoIoXVVdXd3/+3//z8wL+OlAbbueg0+Nam5uvq4f78rX19dBb9euXcbjYJlcfh0BCwDsWmNBQWloaHVsbH5gYLNaLXZxYCJQ0Bl8AGK8bdu27cknnzTzAn46UF7qKSx+2gcA2IcYD49IR8csPz+xCwIT5/nnn1+1ahU77jABGhoa3nrrrdtvvz1Pf57fUPjpQHmpp7D4aR8AYOu6mpp0SmWctzcFLNWePWIXByZOXV3d7NmzzV8RL6BbbrnF1dX1/Pnz5kvFTwfKSz2FxU/7AABbJ1+6tD9avfOOVqHo7ewUuzjAO346UF7qKSx+2gcA2K56lao4OFg6axYFrIzt28UujpBaWzWNjQVilwJGg58OlJd6Couf9gEAtotdM3j2xRcLDx9u1WjELo5gWlqqJBLnyEjH6mqZ2GWBEeOnA+WlnsLip30AgC0qDg5OXrUq1tOTAlbegQNiF0dgOp2S0hU9ysqOiV0WGDF+OlBe6iksftoHANgiylX0SH355dq0tL6eHrGLI7zKyojS0tDu7jaxCwIjxk8Hyks9hcVP+wAA20KJquDQoYydO6VubpelUrGLAzAQPx0oL/UUFj/tAwBsS5SrKxvvyi4PXIFQ1M3qnj5xWgg/HSgv9RQWP+0DAGxIh06X4ONDAavw8GGxywLWa3/ufsdIx42pG0XZOj8dKC/1FBY/7QMAbIVi7VqJs3PZ119fNTuONsBaxVoKWB4xHqIcxOKnA+WlnsLip30AgK2gdGV/413BeChoLNibszetNk2UrfPTgfJST2Hx0z4AwCb09fSoT53K9PVtLMDwm2DV+OlAeamnsPhpHwBg/TK2b5e6uVXLMOom2AB+OlBe6jl2A+5qKXZxAAD6dTY0sFGvMn19xS4LwPD46UB5qaew+GkfAGD9ioKCFGvX1qtUYhcEYHj8dKC81FNY/LQPALBml6XS3P37W6qqxC4IgKX46UB5qaew+GkfAGC1OnQ6duWg0t9f7LIAWIqfDpSXegqLn/YBANapVaPRJCbKlyyhgFUaGip2cQAsxU8Hyks9hcVP+wAAK9Tb2Rnj4UHR6kJgIL4fBNvCTwfKSz2FxU/7AABr0387508+iXJxoYCVu3+/2MUBGBl+OlBe6iksftoHAFgVw3lX5155pTwsrKupSewSTbS6uozqalmfSDcqhrHjpwPlpZ7C4qd9AID1uFZcXPHddzHu7tzezrmxsSAy0pEelZURYpcFRomfDpSXegqLn/YBAFaiq6kpytWVolXOvn06pVLs4ogDAcsO8NOB8lJPYfHTPgDAShgCVsGhQ2KXRUw6nVKjkeMrQtvFTwcqQj3t4M21gyoAgA1p12pr09KulZRclkp7OzvFLg7A6PHTgSJgjYYdVAEAbEV3W5vUzS3S0bEoKEjssgCMFT8dKALWaFAV/LL8jpcd36PaE1UVdbjwcEZdRnhFeEVzBc20dbc1dDaIXUYAsBOGKwcxKAPYATvIABYSJ2ANZbw33dfXt3PnTgcHh2nTpvn5+dGPo1sPFdUx0tFZ4tw/jeqfuka50nRW9CyazoudR9OVSStp4db0ratTVn904SOKYqcrTgcVBaVqUyVVkqqWKqVOSTlMoVVo2+mfQteho4U9fT2Uz4StNQDYrrqMjPKwsBq5vOzYsc4GfHIDm4eANZ6bFO/NDQoKevjhh8v1aCY4OHh062EByyfBh6bzZfNpOidmDk1nRs+k6aNRj9LUSeJE00ckj9CUPVgge1TyqCGKzZHOMczPjp5N0wWyBRTLnkt+zjvOe0fGDgpn7+a8Syntg7wPtmdsP1RwyF/pf7TkaGB+4En1ycOFh7+v/J4Wnig7EZAd8GXxlwfyDnyj/iakJCRRk5hWm0aJjTIchbYenBAKYFPor7Z/UIZTp9ixq7wDB8QuEYAwELDGc5PivbnOzs7R0dFsnmZcXFxGtx6qgrZdSzOlTaVtPW0UZWpaayIqI1T1Kgo94RXhvpm+hy4cWpW8imYoMK1IXmE4suUmdaOpS5TLT5FLH8jYPItlljweiXxkQIAb/KAwR6v1ivPyjPVckbSCQtuzKc/S9Pkzz69RrHk96/XPij6TVEky6jLUzWqqUVt3W2cvzp8FEBNFq7Pr18e4u0sefZT+jqP0U5x9BXYDAWs8Nynemzt16tS6ujo2X1tb6+DgMLr1jKgKLLJQgqEZpU5Z21Z7Sn2KMhlFsXhNfEhJSKo2laayatke1R5KPOvPrn/r/FtL5Us3p22mNPZs8rMU0Z6QP0FRySe+/5jZPFl/UJstnT3g6Nfc2Ln9S6SzDHGNhTBLHk6RTvQrtE73GPcFsgXzZfNpi8vky9aeWfvi2RdfyXhlR8aOgPMB+3P3f1LwySeFn3xR8gVNPy/+/GD+wY8ufPRB3gcfF3wcXBwcWhp6svzkt+pvYy7HUI0y6zKpyroOHT1G91YDcCXvwIGUZ5/98e/SyYkdu6pNS6PUJXbRAISBgGWfJk2a1NXVxeZpZvLkyWZebOZcsQlrH+yrPXZWVlNX/z0xtO1aWth/5Ky7TVWvauhsYPO0nAIcxTiaz6jLqGyupBgXVRXlr/T/MO/DtYq1r2a+uip51d/S//ZM8jMvpb7kJfNaIl8y7DEwQR5Okv705h3vvSh+0Zb0Ldsyth26cIjy5RntGYVWoWnTVLVUUe0ohOH6AOBW2bFj57ZvZ380icuXK9auvRwVVSWRYFAGsDMIWOMuLy/PxcXl1ltvncjUIsoRLGtWfK34csvl8Irw6KpodnRqe8b23crdG1I3bD23dUXSitVnVi+MW7hUvtQ9xt0z1pNykmu0K03Zl48uEheXKBc2ZeefWf4Vp3H8Yt9m0npmS2fTqpYkLPFJ8DlUcCioKKi2rZZ9Gwtgr5T+/vInnmB/ELL582M8PLQKhdiFAhgvdtOBDku0ejo5Ob399tutra0TuVEBz8ESrlC2obO3s6evR9eha+pq0rRqGjobaMq++6Ml9CNbTmGIQltpU6mqXpVTnyPXyGXVss+KPvtHwT+2pG15KfWlRfGL5svmUzizMIrRK+nxdPLTK5NWvqF8w1/p/3nx54H5gcElwYcLD58oOxFcHHyu9hxtpa2nDVEMbEu1TJbzzjussUe7uVFjxyErsHv8dKCi1XPKlCktLS0TvNEjR44MdRXhiHY5vbi7rf9rO5wYMQosqFEYSqtNS9QkflX61ZclX35c8PHB/IMH8g/sVe3927m/rTmzhp1GZvljVvQs+pVVyat8Enx2Ze3amLoxrDyM4hfFPsp8Ylca4GfKw8Kyd+9mjTdhyZI4b29ddjZ9YBG7XADjDgFr3P3+979Xq9UTvNG+vj5fX18HvV27dhmPgzXSgEWfNc88/zxNz27YEOvpmennl7RyZf7Bg5m+vqX/+lfegQOXY2KKgoKupKSUhoaykWwaLly4LJW2a7X1KhV9SG3VaK7rx2i+bllQY69hn26Np11N/edm0WrpBWzePrCBwUJKQj7M+/AFxQvLE5d7xnrOks5i41ywqSWHwdhFmiuTVnrJvHwzfdcq1r6b8+72jO3hleG08prWGnWzWuy6AhfoL5QiFP0XkfD446x5sisEK8LDxS4awMRBwBp3n3766eOPP15TUyNWAcaC2gf9t8jGp/lxqr/eh131w+Z/vMTaxaV/qr9FK5tG6295EfPYY/2fXB9/nH496emn6SmKazEeHor16ymunX3pJZmXl2Hav3zdOqmbW9Izz9ArE5cvp/kfp08+SUviFi2i9cTOm0fz8T4+8qVL07dsUe3ZQ1GPgt2VM2fUp07RtOzYsStJSfS/OQW+q3l5lMlYvBOKIQKyqEcrpxBpeOhH4xrTAT82Civ7LpJNKYQVNBao6lXSy9Lg4uC3VW9vSt+0LHHZk/In3WPcWQgb6sEusWSnjrH0xuLXh/kf+mX5sfhV216Lo18wRtTs6S+u7OTJuIULJfr/EPr/H5g5sz9afffdtWI0MEt1dOhaWqrELgWMFQLW+G9YvEvzxo6Kqli7NvfAgZTVq3P27qWsk7FtG8UdCkksNtE0du5cmkrnzOn/z3TWLMN/qSxmsVjGAlnkI4+M82V8ph8UBGPc3eMXLZIvW0bVSX7mmdQNGxRr1tCU5inq0fTsxo1pW7bQZ27VO+/kHzxY+MknJV980T/98kv68cJHH2W88sq57dtpDRQTZQsW0Noo51HdKVmy+lIdWeKMmTuXnqLkl7VrV0lwcGloqPbMGa1C0abRNKvVrfppY0GBTqmkGcp/18f2DWxnbyfFL8peEZURhwsPs4son0t5joLU4wmPu0S5mI9fTpH9x8bcovsHLaPURQmMVrI/d39STdKxsmPsnkgYwRVMolZd8f33ufv3038L9KdBH5CMG5d8yZIEH5/67Gx2DBssRNFKInGOjHSsrU0TuywwJjbU148RL/UUlsn2wdIAO4uCgkJvZ2dtWhr9WJOc3FpTUy2TXSsqUp86pT17tuDQocrw8Cw/v6IjR1I3bsx7/33KN+cDApJXrVL6+1Nco6fkS5dmbN/eH91efZWWZ73+ev9r3nrr7Pr1qj172JR+V/XWW/Sy/I8+ol8s+Phjmle9+26ct3fKqlX98W727AFhzvhIm5U8JMYFM3pQLWReXrnvv5934MClyMiK8PArSUn0Xyy9k/Q2VkZEUES7JJGUHTtWe+7cZam09fJlimW0F8wfljOMfKFt11JIklRJAvMDX1e+TvGLHh4xHovjFztLnNkAY8YDibF5dmckdtzrCfkTrlGu76je8cvyS9AkhFeEsyNq49PowKrRnzx9YKA/ScPXfz976D9EpW/dSn+n7VpcijEadXUZlK7oUV4eJnZZYJTowzN9XEfAAnNson3Q5+OetjYKec0VFf1TtbouI6Olqoo+Xl/NySkJCSn/5pv+//Fff71/0J0XXkhYvDj56afZlD5k/zhduVI2f378okVRrq5S/VVO7KvP/hknpygXl9h58+Ipzz33nGLdurRNm9K3bKFEmLlzZ86+fZSNLoaEUAyiafHnn2e99lr6tm2yhQtj584dHKcEeOjX2X/wzNU1+dlnE3x8Ml55hVJpzt699CddePhwdkBA4Sef0DQ/MJAiLC2h3k793Xc0cyU5uT/7pqbSVJOqyP32q9KsJEnE3yWqE3sTdm0/94pnzFyvOC/DMS3jc79Y8GJD87N7Hz1/5nmfBJ9vK76l9GbyzpI47mUf6A/qcnQ0NbOfhgY1esjmzaM/mbTNm+nj0JWUFAwWOnYUrYqLg7txt1abpdqzh/40bKIDFQQv9RQWP+3j+o1T6TsbGtiJ+TRDU/34DLqupqaRnlnFXk9rYFGvOj6+9KuvSo8eLQ8LoyhWLZNVSSSXfviBfqSUdvbFF6WzZplMY0Md9xrlQ3+AwXidbMq+z5V5eVGgTN74wter5se+vvnwdu/jBze9sc9rd8jTy/41x+d7z/7gFdl/TMv4ykcWuZ5KfMo7zvvQhUMB2QFflX7lr/TflbnLNcp1x7kdS+VLpZel47bfYFxQs7928WLyqlVxCxYMbkjy5cvp40pNYiKLU8Ke4whg6y5LpfSfKj8dKC/1FBY/7UN0lOHatdqm0lKdUtlYUMAOxdE8RbSreXk0rVepaKY/mUVFlYSEXPjoo6xdu9K3bElasSL56adjPT3jFy+mP2maoZAU89hjNI1buJCWyObNo3l2epzx9QpRRjeA+/HbVbOxjKbHH3P818JH313v+NE6101vOr70sYfHSafZEa7641s/HeX6cfqDo2E697uZnt+4fHZ0a8b27ZQvlf7+lyIji4KCqC55Bw5o4uPLjh1j1weIvR+4Rh8t6HMFta6cvXsHN4l4H58EH58K/dfWGMIKwDz6L52fDpSXegqLn/Zh61g06W5ro56vQ6dj18mzixxpStGNOk7KbexwWnNFRU1yMs3TlCIdfdiqTU2lbvXi0aPpW7dm7dwZ5+2d+vLLP13UuXIlu4STetlo/eluUUa975eLHgl42fGlPY88dtzRK7R/keex/unyfzguDnZcfeCR2ScdnU73L3E/8Yj7CUe/HU70+pOeAy8+lc2fTzOqd9/N3b+/IjycpvkHD8q8vDJffZVKkuXnx660SF61ipZTOctOnKCsRjG0WT8MCjuIIuyhFPs7MEPv1bWSEvWpU/TWXQgMpPfz3N/+lrppU/rmzWfWrpW6u7PAbXhQfFesXUuxXiOXI/4CjAg/HSgv9RRW/0Cj+vMA+nAyDa8M0Y1mKJNRbqOIVnfuXOHhw7nvv5/g45OwZEn/OWHz5tFUOt/zq3mOFMWOzXWkcEbxKGvXrsTly3cfWkLRyjlC/5Xi6f7jW55fO8065fi3vTM3vel4dOWc44/dCFvGR9cGXbXw45S9Rj9l1zdQGWhhynPP0TR1wwb50qUU1DJ9fYs/+4yiWNGRIzS9GBKi2rOHCm/y5GuqXW1aWsOFCxTsij//nDLluW3bKPClPPssZTtKJJREbeKwDRWSHpSHNAkJtI8KjxyhGqneeefM889TWrLke2T9PQWcc/ftKw4Otr+ICTBhELDAnP5xsCIdFYo1UqlbZqZvSsrqoqKgvLwDNTXJFRXhLS1VdXUZlMA6cd9ijrHgRZ06u7aRDXc0OMRQVx1SErI4btEC2QLHGwOosnO5HpN60PTF00+tDXL/aLfP61sdT66cTxEt+emn+yOa/lLTc6+8QnEn9cUXpW5uijVr+r+x0h9RizL66tPwVWb/kkFTFtRYjDu7fr1OqTSkBypt3oEDhmNpQ53xRiGSMlzOe+/l7N1bdvw45Y/q2FiaVkVHl4eF1WVk0DrZSXuGsXCHOupjydEglufoXaW3l9ZMbyyVkx2SvH7jZEGKfa0aDUXD2nPnCg4dynn33VhPT+nPh0sY6hE9cya9GwmPP94/gsmTT1JWPv/WW1S15ooKXAAIMHYIWGAOC1hsUBaJxMkwjYpyoWl09CyaxsbOp2ly8jMJCT45OXuzswMuX46h+NXUVFZbm9bV1aTTKSmEtbZqcBgMrutHrpdUSY5ePLo8cfmyxGXU1c+M+unEeXbKvEdMf+Tafm774cLDhhFQWeBg8YKN76qRy7Vpaao9e0q++EKxdm3+wYOUnLLffJNimWLduv5zsfW3Fk586il2ClHkjfFvWYSKX7yYchW7Rx4bzo3Fr7iFC2M8PNK3bEnbvDlz5052TttPAc7U2WmGGBft6to/Fq7+687+wdI8PVOeeSb5mWfObd1KJcx89dWklSvPvvgilTB51aq0LVuoAM1qNUtLVC/KUq01NaWhoUVBQfQaKsnPji3pL2il5VQXmpHq62LuWJR+bDYKUtJZsxJXrEhZvbokJKT/aFx5OW2U3kPzKRAAxgIBC8yh9pGaujEv70BS0srMzFelUje5fBnFqZgYD33MctVPH9WP2vIIG7vFEMhY/JJKZ+tf/xhNExKWymRemZm+6elbS0q+LCoKqqlJLi8Pq6s7V1oaSvM0ra/PrqqSXLtWotUqWlqqaCFNaZ7yWVNTKQW13l4b+JoGLNTT11PQWJCoSfTN9N2ctplCwXzZfJq6RrsawpaXzMsnweefF/8p18gpEVi+ckot12/cYYlNm0pL63Ny+k/n0g838LOvIJ2dCz75RKdUDv4qsEOna9Vo8gMDL3z8MQWvxGXL6PVsUM0fx9TVTyVjGE2X1hPj7h7n7T3g/LYRPSSPPkqp69y2bdkBATXJyYbDaYYgBQATCQELzBnQPtghqKtX89rbtRUV4XV12YWFh2kmI2N7Ts7e2FjPM2dW649pzR0Qv1jkiox0MoQwNs+WD37NjSNkMw3zbG1S6RzKdikpqxSKNefPv03Jr6Liu8rKCCpSY2MBu78EhTCMH2OjKA5QFkiuSU6qSaLI9XzK8z+FLUl/2Ho84fGVSStPqk/mXc0byyBbFJj6hwd77bVI/Q0JKHJVRkRY8ovsYA/7SpQSDGW4epWKQkxtWlpjUVFJSEjF6dP945AdPpyxfXvOu+8q1q7N2LFD5uV1Zs2aWE/PpBUrEhYvVqxbd/aFF9I2b5a6uf14bGzww9lZsX59pp9f6VdfVUVFUfEuRUZSyCv4xz/SNm2idea8996FwEB6Vv3tt5elUo1czrLUqN8TABAWAhaYM4r2QRGns7Ohqkqi06mKi4OrqxMKCg5VVoYrlf4XLnwkly9NT99MWSo+3ttwlIsFKeM4Zfx1JJsaHyEz9XDSr4GFMHepdBatPzFxWXr6FqXyddoulaSqKqq2Nu3atWJKhzgSZhM6ezvTatOOlx33iPFYKFvoeOOG1uzI1rMpz+5R7cmoyzA5xqmF2K0IBCyzGYO/ietua6NIRGmsODiY8tZ5/Qix5WFhVCqcBQVg6xCwYKAJuG1iV1dTX19PXV1Ge3utRiNva9Po57VaraK5uayyMkKnyyovD9NqU9XqUzSleY0mPj8/8OLFo2fPrs/I2B4T4yGXP2GIaDdCmEUPindS6eyYGPf4+EUy2cLExKfi4hYmJa2Ij1+cnPxMZqavSrX34sUQtfoklY0K1tysprJRIMM5ZCLStGqOlR07XHjYTermJfMynCY/O3o2TXdm7qSnChoL1M1qsUsKANAPAQvMsdr2wbIORZ/Ozsbqalld3bmioiBKZnl5B4qLgymBZWX5JyT4pKQ8GxXlKpN56nOV+WNg5jOZU2ysp0y2gNasVL5GOY+SX0ND/rUb51/DRCq+Vnwg78ArGa/0Byxpf8Bit/Rh91V8/szzgfmBqnqVtr3/INCITtsCABCK1XagguOlnsKyg/bBjpZREmprq6EEptHE5+buv3DhUHr6VqVyt0KxJjX15bNnX0hL25SS8tyZM+tiYjwoS1l+VCwuzksuX5abu6+g4O+XL0dT2quvz6mvV3V06OhBm8Zxr/FT2lSaVpu2MXUjhSpDwGJXI7L5pQlLabr6zGqfBB92QWInvhoGgAlhBx2ohXipp7D4aR8G7KvApqbStjaNRiOvqUkuKQkpKfkyM/PV9PS/yWTzWfyy4KDXoxKJc2zsPHqkpKxKTn7m/Pm3cnL21tQkabUK2gpOAhNQT18PJa2suqyA7IBNaZsoVLlJf7pZtfENfFYlrxK7sACmdXe3ZWRsVyjWtrZqxC4LCICfDpSXegqLn/ZhIRa/mpvVLS1VFRXhanUYpS6F4oWoKJcbw1VY9IiJ8aBHWtrLaWmbzp8P0J+J//e8vAOVld+r1aeamysbGwvErqutorClqldl1mX6K/2/KP5ic9rmvTl7PWM9veO9+8fcip7pm+kbUWnRNYMAE4k+0bH/H0pLQ8UuCwiAnw6Ul3oKi5/2MUZdXU30qK9X6XTZ1dWyy5eji4o+u3Dho8zMnenpW1JSnktKeloqncOulLTg0f/tZHy8T1yct0r1VnZ2QE1N4uXL0u7u5vZ2XFw2Supm9f7c/U8nP82uQ/y08NO8q3liFwrgJ/R/SHLyqoQEn6amUrHLAgLgpwPlpZ7C4qd9TIDe3k76D7S2No0SWG7uvsxMX7n8CZlsQWysp1Q6i7LXsGd9RUfPkkicbwya/65S6V9Z+UNZ2bHm5gp2xAvnew0rtDS0/06IsZ7sPC2a2aPao0VsBQCh8dOB8lJPYfHTPsTCzoJng6N2dOjok6tOp6yoCL94MYQSmEKxhuIXGxvM/MATkf0D5S+hF+flva9S7bl6Na+uLkPsylkpXYduf+7+/iFMo1wNI3uuTlld0FiAU+ABrE1NTTL9Z6jVKsQuyIjx04HyUk9h8dM+rBY77kWBSaORFxd/kZu7LzX1Zbl8WWzsfApeQx30Ysvl8icpcuXk7FUq/S9ditQf6ypnwYvzU+x7+noUWkVsdexS+VJ2pSE7HX5R/KI3s9+UXpaqm9UIWwDWIC7OW/8B0kfsgowYPx0oL/UUFj/tw+b09fVQ8Gpt1eh0Sn32Cs7Kev3Mmef19ylyNpW6+ocBY2fix8cvlkrdcnL2ZWcH1NVl0wdEylsdHTqx6ySO4mvF/kr/Z1OeNcQsp8j+qU+CzyeFn1AOG8s9eQBgjFSqPfS/Vm7ufrELMmL8dKC81FNY/LQPu0FRiY2JX1oamp39RkrKc/Hx3hKJk0Qy8J7c7MG+f2S3j1QoXqCPicXFn+fnB167dvEqT+eAV7VUBeYHBpwP+GnwUn3MelTy6CzprFcyXqGkpeM1gwKIy0Y//vHTgfJST2Hx0z7sWF9fD/33RKmrtjZNqz1bUhKSl/eBQrEmLm5B5E/32B54rIvdgyglZbVcvvTixaOFhYcbG4toDeyMMbHrNI4oaVU0V+zN2bszcycb1sFwnpa71P142XFcewgAluCnA+WlnsLip31wiKISpa76elV5eVhp6TGl0j8z0zcuzvvGQPbGwctJf6zLlX29SE+lp2+h4JWb+35a2ma1+tvi4uDWVk2X3d2UhrJUqjZ1rWKt8ReILlEuOzJ2nFKfErt0AGDV+OlAeamnsPhpH2DQ29t57VqxVqsoLDysVL4uk3nJZPMM52/9/EvGn87rio3tf83582/n5u6/dq3EzgbyaehsCC0NfV35en/AkriwA1pPJT61R7VH7KIBgJXipwPlpZ7C4qd9gBnd3W319Sp66O8aFJKWtjkz0zc21jM5eZX+dkCPGa5bZMe9pNI5NM3K8isqCrKnm3709PUk1yQfLTnqLHGeI53DYtbShKUB2QFiFw0ArA4/Haht11Mqlbq7u0+ZMuWuu+5at26dTvfjGX99fX07d+50cHCYNm2an58f/Wh++Ujx0z5gdLq6mjo7G7RaxaVLP2RkbJfLnzB8mchOn4+L846J8VCp3klP31pR8W1h4eFr10rq6jJs+jbYug5dypUUz1jPRXGLWMxalbLqQN4BscsFAFaEnw7Utus5d+7c6Ojo5uZmrVa7YcOGhQsXsuVBQUEPP/xwuR7NBAcHm18+Uvy0DxAEZSb29WJOzl65fKk+Zjnrj2w9wm6ArT99fjZNExOflErd8vI+yM8PbGwsrK9X2WLeSqtN85J5GWKWX5Yf7nIIo0CNv6DgUG7ufvq4InZZYKyuFRd3NfWfkMpPB2o/9WxqavrVr37F5p2dnSl4sXmacXFxMb98pPhpHyA4dl+gixdDEhOXKxTrKVTJZAv1kWum4ctENo2O7v9KMSlphUzmVVj4aWlpaHOz2oaGQk2uSfaI8VgQt4DFrA/yPpBr5GIXCmxJTU0yO6+xvDxM7LLAmJSGhtJ/AzEeHr2dnfx0oPZTz9OnT8+ePZvNT506ta6ujs3X1tY6ODiYXz5S/LQPGG/00Zwyk06nbGjILyw8XFwcnJS0krKX/pytWYawxb5YZKfVK5X+KtUerTaVup/u7jZrjlw9fT0RlRH9wzpE/Tisw/aM7V+WfJlWm6ZuVotdOrB2ra2amBiPqChXrgafs0u5+/fTfwASZ+dWjYafDtRO6pmdnT1jxozi4mL246RJk7q6utg8zUyePNn8cpNuMmvcqgLQ/80I9Sj19Tn5+YEXLnwUF+edkOBjiFk3IpcrO5eLZihyZWX5aTRyelBis7YRuapaqtjNpF2iXAyjZ7lIXObFztuavhUjwoMZ1Jjx/aAdaNdqCw8f1sj7j2Hz04HaWD1N5pvExMTp06efO3fOsARHsMDOdHU11dQkX7okUSjWKhTr9Me33A2DQRhHLpnMi348d25bRsb2y5dj6utVVnKIq6CxIPJSpLPE+bGYxyhgPRL5CEtanxZ+moE7cANwg58O1ObrGRYWdvfdd2dlZRkvxDlYYN+uXStublaXlISUlR1PSVl99ux6/Zhbjw04yiWRuOhPnF+enr61svL7y5el7e1acc+ab+pqau5qDq8I/7bi21XJq1YmrWQxa0v6lndz3l2dstpf6Y9jWgB2jJ8O1LbrefDgwenTpxcWFg5YfuTIEZNXCw61/PoIdzk/7QNsRUtLFYWnsrJjlZXfUd46d26rIXKxqxTZdYuxsXOjolxzct6tq8uwhm8Sj5UdMz6axR4RlRHadq3YRQOAccFPB2rb9Rx8alRzc/N1/XhXvr6+Dnq7du0yHgfL5PLrCFhgdzo6dM3N6oKCQyrVO/qztRYYjm9FRvaHrYSEpcXFwVev5rGb+bS2avr6eib4fJeevh6FVhFeGe4a5bpAtmC+bP7ShKWUsZwlzriHNIBd4qcD5aWewuKnfYB9oAhFeauiIlytDtffqXqZ4QtEdq0ihS39dJH+VtarVKo9ly9LJ7KETV1N7JvB4OJgdhzri5IvlDrlRJYBACYAPx0oL/UUFj/tA+xSS0tVUVFQRsYr+tG2XI3upehkmEokj1L2ys4OoBdP5GlblLRCSkLePP8mi1nfVX5X0FgwYVsHgPHGTwfKSz2FxU/7ADtGsam2Nu3KlTPp6VuLio5Qliop+TIz0/fcue2GYU7ZIzFxeUVF+ETeqfqU+pTxWVmqelWndVwLCQBjxE8Hyks9hcVP+wA+tbRUabVnk5NXsSFP2S19pNLZaWlbysvDJuDseHYD6YMXDrKA5SRx8ojxaMB4SAC2j58OlJd6Couf9gGcu3atODs7IC1tk2HMrchIp6goF1py+bK0eZxHY+/s7YyojHjr/FssZs2Lnbc6ZTUOZXGit7eTXX4BdoafDpSXegqLn/YBcF0/mjbFqeLiYInEOTZ2ruGrw+hoN/oxI2NHSUlI3bgNFqrr0O3P3b8hdQOLWZSxArIDMFaWfTPcJKcRZ+DZHX46UF7qKSx+2geAsc7OhqtX886eXX/mzPOG4UzZIyrq0ZgYClvbKIqNx9lapU2laxVrn5Q/yWLW3py90om9zhEmEm7zbMf46UB5qaew+GkfACZ1dTVVVkZcuhSRmLg8JeU5w3Cm7CGRuCQnr8rL+0CrVbS2agTcbt7VPM9Yz7mxcw0nvwu4crAevb2d+fmBOTl7cSNC+8NPB8pLPYXFT/sAGFZfX09dXcaVK8kUqlJSVhkN98CObLkkJDyekeFbURFeL0Qe6uztlFXLWMBakrBkrWJtmxUMSQ8AFuKnA+WlnsLip30AjEh3d1tlZURZ2YmYGI+4OG/DFYg3jmw5p6dvKioKGvuG8q7mHcz78RrD42XH1eN8uj0ACIWfDpSXegqLn/YBMGpdXU1q9any8jC5fGli4lPG52zl5r6v0cjHuH4KVSuTVj6T9AyLWchYADaBnw6Ul3oKi5/2ASCIvr6emppkyltRUa6G6xAvXYoc+0APhiFJ159dv0e1B4M4AFg5fjpQXuopLH7aB4CwurqaysvDDEezJBKn5ORnsrMDRr3Ctu62Y2XHXlO+9uOtdSq+07ZrhSsvAAiMnw6Ul3qO3U0/J3ZxAGzY1at5Fy58ZDg3i92NR6n0H/VNDwsaCzxjPelBGctZ4oyvCwGsFj8dKC/1FBY/7QNgnHR3t6nVp8rKjstkXjLZAhazamvPjTpjdfZ2fqv+lh3HevHsi3tz9uLrQgArxE8Hyks9hcVP+wCYAPX1KopZSUkroqJc4+MXl5R8UV0tq6yMGOno8G3dbaGloTszd7KYFVEZ0YR7rdgg2u9arWLUURusHD8dKC/1FBY/7QNgwhQUHDL+0pA9lEr/0tLQ7u42y7vb4mvFHjEec2PmukS5uEa54utC20Jpm+36sV9nCtaJnw6Ul3oKi5/2ATBhWls1WVl+6elbBwxVqr/p4cy4OO/6+ux2y05g7+ztPFl+kh3H2pS26UDeAXxdaCt0OiXb6dXVMrHLAuOCnw6Ul3oKi5/2ATDxqIttaanSahVlZSckEueoqJnGQ5XW16ssuX1KU1dTYH7g1vSthqsLG3DTFRtRW5um0cjxFaG94qcD5aWewuKnfQCIq71d29RUrlT6nz27zuj2O64aTYIlt5QuvlbsJnWbLZ3tLHF2jXItHYe7UAPAiPDTgfJST2Hx0z4ArERXV1NxcXBm5k7jrw7z8g6Ul4eZP9TR1t32jfobdhzrQN4BWbWsB4dGAMTDTwfKSz2FxU/7ALAqFLOKioKysl4zjlmxsZ5JSSuvXs1pbdWY/C3KWIcKDr2a+SqLWQqtYoKLDcCtlqqq7ICAivBwwxJ+OlBe6iksftoHgBXq7e2srIwoLPx08M2kq6tlQ311SLmKBawP8j44VnYMx7EAJoBqzx79n51jq+bHzz/8dKC81FNY/LQPAGvW0lLV0HAhNXVjSspzxse0SktDtaYOU+VdzQsqCmIxS4aL1ADGX0V4OP3BJfj49PX8+JGGnw6Ul3oKi5/2AWATurvbKFRlZwcYx6wLF/5eVSUZ8EpVvYoFrC9LvsT5WAAToF2rNaSr6zx1oLzUU1j8tA8AG9Lb26lWn8rLO2Acs3Jz99FC4xPh1c3q79TfsZiVXJMsYoHBGKVkpdI/K8uvo0MndllgHPHTgfJST2Hx0z4AbJFWqygt/ZdxzMrK2llUFNR7Y7jRtNo0FrC2pG/Zo9qDO+pYg+pqGdtZFIjFLguMI346UHuoZ11d3b333mu8z/r6+nbu3Ong4DBt2jQ/Pz/60fzykeKnfQDYrqtX8yorT/88ZvkVFwezmKWqVx0pOsJi1vcV3+O7QtG1t2vj4rxlMi9LRjgD28VPB2oP9Xz55Zffe+89430WFBT08MMPl+vRTHBwsPnlI8VP+wCwdc3Nao0mUSJxlkgeZTErKWlFWtrmzs4GdbPaM9bTXeo+XzbfO867qqVK7MLyrq+vpxc3NbJ3/HSgNl/PgoKCP/zhD+3t7cb7zNnZOTo6ms3TjIuLi/nlI8VP+wCwDx0dOq02jWKW4S6HsbFz5fKlDc2Vpy+dZsexPi38NO9qntglBbBz/HSgNl/PBQsWHD9+/PrP99nUqVPr6urYfG1trYODg/nlI8VP+wCwJ+3t2oaGC4mJy2WyhSxmJSaukKdu2pmx/cWzLxpOe8cpWQDjh58O1LbrKZPJHB0d2alUxvts0qRJXV1dbJ5mJk+ebH65STeZNS71AYAJ0dnZkJ6+ldIVi1mpqS8dO7eNBSzXaFfXKNfQ0tCIygicmAUgOH46UBur54B88+CDD545c8bwlOFlOIIFAMNqb9fqj2bNo4wVEel4NMvvHeXrLGaxx0n1SXWzWuxiAtgVfjpQ267nUAeWcA4WAFiouVkdE+Mhlc6kmPV9pON7WX47M3eygOUkcaJpRl2G2GUEsB/8dKD2U0/jfXbkyBGTVwsOtfz6CHc5P+0DgAfd3W1VVTE3xn//SKORX2jIP152nMWs8Irw4VcBY9DV1ZSV5ZeRsR1DjPKAnw7Ufuo5YBwsX19fB71du3YZj4Nlcvl1BCwAvvX19ajVp3Jz97OYRRmrp6/nWNmxkJKQxs7Ghs4GsQtozy5flmKIUX7w04HyUk9h8dM+ALii0ylZT19z4xY6mlaNR4yHa5QrRnAYP+3t2oQEH5nMqwVDkXGAnw6Ul3oKi5/2AcCburoMjUaenr717Nn1HR265Jpk9kVhWHmY2EWzZ319PX24ZpMP/HSgvNRTWPy0DwAOGW6KV14e1tHTdqjg0P7c/RgcC0AQ/HSgvNRTWPy0DwAOdXTokpJWyuVPJCQsjYvzzs7enZ0dEHH2ha+Tn2lv14pdOgDbxk8Hyks9hcVP+wDgluE4Fj2+vDEyVlDSyry8A5045x1gtPjpQHmpp7D4aR8A3OrubsvM9E1NfSkmxv1wtCsLWO/ohyQtx/lYwmlt1eDcdq7w04HyUk9h8dM+AKC3t7Orq0lSJfmy8NMFEqfHIh+JyX6zuDiYEpjYRbN5jY0F7Bhhfb1K7LLABOGnA+WlnsLip30AgIHhisItkY5B+uNYlL3ELpRtM3wPW1UlEbssMEH46UB5qaew+GkfAGDQ2dvpl+X3bNJKFrM+knrExno2NhaIXS4b1tfXU1Z2rLQ0FFGVH/x0oLzUU1j8tA8AGECpU7KA5ac/+T0ry7+yMgL5AMBC/HSgvNRTWPy0DwAYTFYt+6Loc6fIRyhmHcQ9XgBGgp8OlJd6Couf9gEAJmXUZbDjWG9EOn4f6VhU9JlGI8dY5GCgadVIL0vbcCXEIPx0oLzUU1j8tA8AGMop9alPCj7xjlswJ3pWkP44VknJ0atX80pLQ/PyDjQ0XNDplGKX0ap1dOjseOBWL5kX5e89qj1iF8Tq8NOB8lLPsbvp58QuDgCIT6FVsONYvvrjWBKJk2Fs0sjIRyL7j2wd0WoVOLI1WGNjgUTiTI+rdnoXbc9YT2oY/kp/sQtidfjpQHmpp7BuAgAAgFERuw+fILzU09pMQAvDJqxh/diElawfm7CS9WMTVrJ+u9mENeO68iKyj5ZtB5uwgyrYxybsoAr2sQk7qIJ9bMIOqjAxm7BmXFdeRPbRsu1gE3ZQBfvYhB1UwT42YQdVsI9N2EEVJmYT1ozryovIPlq2HWzCDqpgH5uwgyrYxybsoAr2sQk7qMLEbMKacV15EXHe7KwHdoSVwI6wEtgRVgI7wg5gF4oDfzxWAjvCSmBHWAnsCCuBHWEHsAvFgT8eK4EdYSWwI6wEdoSVwI6wA9iF4sAfj5XAjrAS2BFWAjvCSmBH2AHsQnHgj8dKYEdYCewIK4EdYSWwI+wAdiEAAACAwBCwAAAAAASGgAUAAAAgMAQsAAAAAIEhYAEAAAAIDAELAAAAQGAIWAAAAAACQ8ASgFQqdXd3nzJlyl133bVu3TqdTmd46qYbhvrdvr6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