Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit388-05-20030103_123200_20030103_171700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2003/01/03 |
Start Time | | 2003/01/03 12:32 |
End Time | | 2003/01/03 17:15 |
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 | | 14.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit388-05-20030103_123200_20030103_171700-constBx0 |
Minimum Dst Value | | -9 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxNzozNToxNSBFU1QgMjAxOGlYfnUAAAHPdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzODgtMDUtMjAwMzAxMDNfMTIzMjAwXzIwMDMwMTAzXzE3MTcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMy0wMS0wM1QxMjozMjowMC4wMDBaIiwgIm1heCI6IjIwMDMtMDEtMDNUMTc6MTU6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjo3Ljg3OTM0NDk5OTUsICJtYXgiOjExLjY3NTU1NTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2POJ8hAAAABGdBTUEAAK/INwWK6QAAShRJREFUeJzt3X90FfWdP/5LEsgPYppAlgQMEgQ0eCIixt1goo0abSjYRsu6UUDTSlesobL9BAgSBXaxUk/kBI0SC7h4Nq2RcmyOjZTdprI9cY1urLR7t0SNGjG4QaK96rUNEEy+r3Nfp/Odzq87M3dm7tyZ5+OPnMm98+P9nvfc+37d97zn/Q6MAwAAAIClAvFOAAAAAIDXIMACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsJg3A6xAwJv5AgCwlR1fnq+88sq8efOi7tmOQ8erLkAdBON+C7Bw0QMAaLDjS7K8vPz555+Py6ERYFnIk5mylTfPl9GfSi+++OI111yTmpo6ffr0O++88+TJk/z6u+++u2zZsuwIWqB/tV+XGBsb27BhA62Tk5PT0NBA/wpHF1NL5C9/+cvrrrsuLS2NUnXXXXd9/PHH2rtVe10td2rri1OoJztq+9c4+fKdq2VWbedWnRycecnVmJWVZW59S868HdTSP2HChLy8vJqamsHBQY3NTaR/aGjoe9/7XmFh4cSJE2mrqqoqKinFxEhepIVLLrlEfAhanj9/vngF4a2+vr5bbrllypQpkyZNKikp+dnPfsavf/rpp5TOefPmpaen09G/+c1vdnV1RU2zPDGmV5Cji+T06dOxH9oEu2MCtVIwd1xLUqv29WX5gXTyc1jmzZwb/Y649tpr6QdWKBT6/PPPt23bRlcnv7548eLNmzeHIjZt2kT/ar8u0draumjRovciaGHPnj06k8duuOGGQ4cOhcPhjz766O677166dKn2btVeV8ud2vpqZ8no/rVJdq6WWbWdW3VycObFdu7cWV9fb259S868HeQBFi98+eWXH3744f/7f/+vvLxcY3Oj6T9x4sSsWbNot8eOHfvzn/9M1dsvfvGLr33ta4qJkbxIC1RJv/DCC8JbP//5z+kVeYD19ttvU3TY1NR0/Phxil1effXVb33rW/wWHeu73/0urXDmzJlTp04999xzX/3qV7XTrJgY0yuY3iThAiyNUohjgKX29WX5gXRCgJUw6CK+77778iJoQfhVREVI3/UFBQX0q5T//dGPfjRt2jT6YXHvvffSF42w2vhf/wSXH4Kuy4yMDF6mBaq6ePmzzz6L+roEBV50ofMyLZSVlYmTYQgdbvLkydq7VXtdLXdR15ek0+j+tWmcBHFm9ezcqpMTNTHePvP0MZk9ezbFB+bWj/HMj46OPvDAAxdccEF2djbVWPyixud99+7dFMfQz/TS0tJgMMivd3V1XX755fQivcWRkPzDLsnOp59+mp6eTgtr1qx5+umnhdf37dtHr2inX/HMfOc736EfXYp5VNtEnLYDBw6ID0G5+9nPfiZP/O233759+3bFQ1B2KFNqCRAfVONLclzl5Gt/eRrdRP69rVisapeB2FtvvUXBDeUlKyvr5ptvHh4e1pMd7YPSBUA7pPXpRCnmV6MU1K434V891yr9BviXf/mXwsLCnJycb3/721988YXiedOg+F2q+KEQ7zDqyVRLmPxTLD+Wnkr86quvfvbZZ4UEU/w6ffp0PVe12yRYgEWFV1lZORhBP98ffPBBfp3K5pvf/Cb9HhX+pdVORNDC1q1bhdclCxJ0oTz88MNCyL98+XI6BJVrKBRqbGykf7Vfl6CrU7g06ackXXPC0XNzc6k6LC4u3rVr17lz56JmvKOjo6KiQnu3aq+r5S7q+pKzZHT/2jQCLHFm9ezckpOjJzHePvP0LU/flabXj/HMU0VF5/mdd9754x//uG7dOn5R4/NeXV09MDBAGd+2bZsQkdC38MGDB+krm76R77rrLsX0iyuJoaGhjRs3cgMPRRjXXHPNc889R8vt7e20fPbsWe30K54ZSgPVT4p5VNtE/L1EqZo3b95//dd/0b9HjhyhZXpF/sVFlZNaz4QlS5bceuutL7/88p///Ge1ZIzr+JLUOPlq+zS6ifx7W7FY1XYrtmDBgpdeeomyTF/LdXV1q1ev1p8dxYPSFzudyQ8jbrzxRsUsaJRC1ABLz7X66KOPXn/99e+99x59KFauXPmDH/xA8bxpUPwuVUyVeIdRT6ZawhQ/xZJj6anEDx8+PH/+fLry+S06Pzt27IiaWRdKsADrwgsv/MMf/sDL9FNjzpw5vExl8/777wur0b/Cav/7v/8rXk2yIMZRNv2k6+/v51e4tZ9fpwXh+lN7XSIpKYm/owktJCcni9+lj1Zvby99noULUc0bb7wxe/Zs4Vtbbbfah5PnTnv9cdlZMrp/bWrfuZLMRt25JSdHjX/OPH2XXXTRRceOHTO9foxnfu7cuULjgUDj806xES//6U9/4iYoMnPmzMcee+yDDz7QSH/gr9FPcPqK4LdOnjxJxd3Q0EB/hQ5tRq+clJQUcWQjbyqQbyJ596mnnvrGN74xHrnZ9+Mf/1i+Ah9lZGREMQGfffYZ1WGXXXZZWloancD6+nrFn/5RvyQ1Tr5a3o1uIv/eVixWtd2qoTNQUFCgPztqB+3r6+Nl2lAxCxqlEDXA0nOtFhUVvfnmm7xMFyTVNcJq4vOmRvG7VC1VajtUPJlqCVP8FEuOpbMSv/LKK3/yk5+MR+7DUgKoaDTz6lIJFmDRV4ZwQdMC/cvLVDaSnsJqq0kWJOhi2rJly9VXX83/UqC9adMmoa8V/av9uuTLVM9vd/r5Im7ZEm/O6FfsBRdc8NprrwmvmG4qkOTO8nYUyf61KRaBPLPaO7fw5OhJjIfPfHt7+0033RTL+kZPjuRqF3+0BRqfd8UU/va3v62urp46deq8efOE+3pqK3N6Nm/eLO67Rr+naQXhHqVG+tXk5+fLqzThoBMnTpTc4aJ8UQwnXo1WmD59+k9/+lP6K9xlk+xHo+1EQF+JFDndeeedar1wtM+tzpMvZnQT+fe25F3t3YrRj1UqRwqX+aIS4mCj2RGvL5QUra+YhVhasPRcqxTtiX8MiK+TqE/GaHyXKqZKvMOoJ1MtYYqfYsmxdFbiHR0dF1988blz52677TaKRBVz4X4JFmDp/IUk/nFGC/LVNG5dU10l3LSmy0ixr5Xa6xJ6ep8MDg7Sp1QtMVSNzZgx4/XXX9ezWz2HE+fOjp5A4v1rk39hKWZWY+eWn5yoifHqmScLFy58+eWXY1k/xjNP1YyhFiyNFNLXdGdnJwU6/K/kwy5ZmT7IQqPF7373O/qt/Pzzz59//vlCc6DRK4cCmoaGBsmLwkHnz5//6quvit/q6ekpLCyUrPbwww+npKQIt0XktfXtt9/+wx/+UDsljH4EnnfeefLXo35Jqp18jS9PEy1Yev7V04JFLz7zzDOffPIJVcn0V37GjF5LelqwNEpBHKgJrS9DQ0OGrlWKMAYGBjR2ribqd6n2hyLqyVRLmOKnWHIsnQVBZ+bSSy9dv349fTqEDoIJJ8ECLPq5Kdy+pRC7sbGRX5d/SG688UbuXkAL8q4Af/M3fyO+u7Fq1Sr69+zZsx988EFdXZ3wg4++W+kQ3FJ1//33i+sMxdcldu/erfj8UU1NDV1YdNHQQSk7a9euVdz80UcfpZ8gwoc86m7VXlfLndr64tOo57hq+9cm2blaZtV2btXJUeSrMz8eGe7hqquuinH9GM/8Qw89VFFR8e6774p7b+j/vPMCfbLou5s+WVRpUQXDL0o+7OJtP/744wceeKC0tHQ80o+NvtB/85vf0PILL7xw+eWX850+jfQr1nPvv/8+HVp4ipCy84tf/EJY84knnqCj/Od//udnEUeOHCkuLn7kkUc0djiuFGC9/fbbVCvv3LmTzszp06dfe+014fm1r371q88999zJkyfpwqA033333UuWLFHcp/aXpNrJl5xPMZ3lpXYC1f5V260YnY2f//zndCroEqJTIT9jRq8lWl/og/W1r31NMQsapSCsT7XDtm3b6OqisvjGN75h6Fptbm6mNNMrtNr//M///MM//IP2+WRqX19iGh+KcR0nUy1hip9iybH0XyQUJtKLe/fuFb8YNbh0lURK63ikRZHCEX4AgRaElkb5h4QfkMnJybnnnnvEzynwAl2C2dnZwr8HDhxYsGDBpEmTZs6cSd9HFLPz6/T5qaqq+koEfdjeeecd7dclKAanAJyHy9q4caPQ/smHS01NpeCdrjaNu/gS4XBYY7fah5PnTm19+aHN7V+N4s7VMqu2c6tODs78eGQcyI6OjhjXj/HMUzRAv1UKCgroM0s1Fr+o//POC88++yz9tk5LS6Pw6KWXXuIXJR92cY6mTJlCdR5/fu+44w7u8MQoDdyFX7uwFPNy/Pjx73znO1RrpqSkTJ069eabb37llVeEs/Gv//qvJSUl/O1BC88880zUHQZkNRyhSov2TKmiC+DKK68URmD69a9/Ta/TaaTzMHv27HvvvVfxwghE+5JUO/mS8ymms7zU8qv2r9puxSjop6KfOHEixRaPPfaY/IwZvZZohX/8x3+kk0On6J//+Z9pz4pZUCsFYT/0W5oieH5a8MknnzR0rX755ZeUl6KiIqosKC4XPnRq51N4V/HrS0z+oTB0MtUSpvgplhxL/0VCJ3PevHmjo6OS3Gnk3W0SKa0AAGCJxKqo4uv3v/89harxTkWcnTt3jn4wOHnEm2666ac//amTR7QcPmMAAL6DACuqdevWDQ0Nvf/++9dff/0//dM/xTs5cdbb2ys8LWi3L7/88qmnnrr00kuFkRoSFD5jYAt5M7ULv9ATIpFGeTJTYDlcFVE1NzcXFBRMmzbtu9/9boIOE2ChzMzMJ5980plj0cVZWFhIIZ0zh7MPPmMAAAAAFkOABQAAAGAxBFgAAAAAFkOABQAAAGAxBFgAAAAAFkOABQAAAGAxvwRYis+uAwAAgMPiHRE4xDf59E2JAgAAuJZ/qmPf5NM3JQoAAOBa/qmOfZNP35QoAACAa/mnOvZyPv150xcAAMC1/FMdxyGfahFP1EgoloDJPyUKAADgWv6pjuOWT7VTrB1gWX44AAAAcIx/qmMEWAAAAN4xMjIS7yRo8U91nGABVm5ubkZGRnFx8a5du86dOxf74QAAABLd0NBQMBg8cuTI3//93ycnJ69YsSLeKVLln+o4kQIsdvr06d7e3rKysnXr1sm3xchmAADgvKNHj1J8Y/dRvv/978+fP/+uu+6qra2trKxcuHBhQUGBvL5LSkp655137E6MOf6pjhMvwGLHjx/Pzs6O/XAAAAAxCgaDHNm0t7c7cBS53NzcoqKiioqKa6+9Ni0tjV7Jz8/v6emxLzGm+ac6TtQAa3BwMC8vL/bDAQAAxKi7u5sDnZtvvtm+o4yOjmZkZNBRqqqq9u/ff/jw4d7e3oGBAclqoVCosrKSVqNIq62tzb70mOOf6jgBAizhlZqaGorfz5w5c+zYMbp61q5dG/vhAAAAYjdnzhyqaAoKCigMsukQIyMjKSkpdJRwOKy9JqVhzZo1HPM1NjbalB5z/FMdx3McLEnXKI3XeeHAgQMLFixITU2l63jz5s2GHpTwT4kCAIDDKKDhG3Oks7PTpqP09PTQ/hcuXKhz/dbWVg7Iqquro8ZkjvFPdezlfKKTOwAAOKC3t1eoa6qqqmw6SnNzM+1/zZo1+jfp6urKzs7msGxwcNCmhBnin+rYN/n0TYkCAIDDWlpaOLTidix5vyhLLF++nHa+d+9eQ1v19fUVFRW5p9u7f6pj3+TTNyUKAAAOq62tpVqGwixeaGhosOMoPCJDMBg0uqGrur37pzr2TT59U6IAAOCw4uJiqmV6e3u5m1R+fr7lXd2HhoZoz4bGJxITd3vfsGFDHEd790917Jt8+qZEAQDASeFwmBuHOGrhYMvyAbE6Ojpot5WVlbHspLW1NTk5mfYzceLE3/72t1alzRD/VMdezic6uQMAgN26urqoiikpKeF/KYihfysqKqw9Sn19vSVjLqxbt47rxKVLl1qSMKP8Ux37Jp++KVEAAHBSU1MTVTF1dXX8bzgczszMpFf6+vosPApFbJaMAREKhaqrq5OSklJSUqxNoU7+qY59k0/flCgAADiJ4hWqYsSdx7m3k3zCXNNGR0c5aKPwyJIdcgrtG1FCg3+qY9/k0zclCgCQEIaGhm699dbW1tZ4JyRW8of7jh49yh3SrepLzjucO3euJXsjw8PDPD7W4cOHrdqnTv6pjr2cT/TBAgBwrb/7u7/jL2cT4w64h9rDfaWlpfT6/v37LTkKj7O1cuVKS/bGeNhSCtrsm9tHkX+qY9/k0zclCgCQEKZMmcKPs1l12ysu1B7uo9CKXqcwy5KjCONsWbI3RnEVD0Da1NRk4W6j8k917Jt8+qZEAQDcLxgMcvPVhRdeGO+0xKSxsVFxZNGRkRG+B9fb2xv7UTgSOnr0aOy7Ejt8+DA3vw0NDVm7Zw3+qY59k0/flCgAgPtt375d6L8xPDwc7+SYxyOkd3R0yN/igRUMTR2oKBQK8ThbdtzLW7ZsGe189erVlu9ZjX+qY9/k0zclCgDgfuXl5Rw0WDL0QBxxM5XiPMp9fX30VmZmZjgcjuUQ3M5EZyyWnajp7+9PibCkpU0P/1THXs4nOrkDALjQ8PAwR1c8WMDWrVvjnSKTOIQqKChQW4EHr4qx7xSdH9pJfX19LDvR0NDQYF8AJ+ef6jgO+VSLeKJGQmNjYxs2bKCfCzk5OXRB0L+GDmoyuQAAYCnuAF5VVXXw4EFaWLZsWbxTZFJbWxulv7q6Wm0FzmBxcXEsR6ETRTuhXcWyEw2hUCg/Pz9gw/Q+ivxTHcctn2qnWOPUt7a2Llq06L0IWtizZ0/shwMAAIfV1NTQdzJ9pQ8MDNBCbm5uvFNkEk87s2PHDrUVRkdHOXbp6ekxfRSNu5BW2bt3LzfFOTAJtH+q40QKsBYvXnzo0CFepoWysrLYDwcAAE4SBiWn6Ir+peiKlvv7++OdLjNKSkoo8V1dXRrr8A0400NYRb0LaRXOiwO3a/1THSdSgJWVlSU8bHLq1Cn5wG4mDgcAAE7iqZGFu2b8FJt997/sQ5Eid9LXHseLW+loTXMPS/Lt1OXLl5tNpl7d3d2cTg587eOf6jiRAqykpKSzZ8/yMi0kJyfLt9VgVcoBAMA0vq3W2NjI//J4DRZO2+eY3t5enf2rOIg0N54nPwfgzFigK1eupGPV1NTYehT/VMeJFGChBQsAINHNnTuXvpC7u7v5387OTicfYbOQ/ulrOI9FRUUmjrJw4ULx6bLV4OAgt8nZejj/VMeJFGChDxYAQELjHkXiXu08imZmZqbDM+LFTv/0NZQ1nhDa6MzK4XCYB6lyoO854wZFiursKw7/VMcJEGAJr+zevRtPEQIAJK6mpiZ5qw+3aVk+D4zdiouLA7pnwuHApaKiwlDgcuTIEQ53zKbRMIrkCgsL+RlPmw7hn+o4nuNgSbpGabzOC2NjY+vXr8+O2LhxI8bBAgBILDzwpmS8JR61Ye/evfFKlQnhcJi7hOtsWxoaGpowYULA4KBfHI/W1dWZTaYZVDp00JSUFMX5f2Lnn+rYy/lEJ3cAAPcIhUJ8w0sydUxzc3PA2enwYsfPQpaUlOjfJD09nTaZPn26/k2qq6tpk7a2NuMJjAnHgrNnz7Zj5/6pjn2TT9+UKACAO/G455WVlZLXeYAAJ2+Exc5E29Ljjz9Om+Tl5em/S8iDlDo/SNi1115Lx83JybGjJ5Z/qmPf5NM3JQoA4E48CoB8xIGRkRHFli03W758uYm2paKiooDuya15AC1Dz8tb6OKLL9afVEP8Ux37Jp++KVEAABcaHR3VGLTdycEILMFPBQaDQUNbcbtXVVWVnpXjO1GjoaQa4p/q2Df59E2JAgC4EN8HnDt3ruK7PJxmc3Ozw6kyZ3h42FzbEm3IA03pGS2dR2Tdvn27mSTGzFBSDfFPdezlfKKTOwCAS/CUfPX19Yrv8mTDDkwIY4mOjg7FzmR68OhZdDairllaWmpi6CwL6U+qIf6pjn2TT9+UKACAC3H3oyNHjii+e/ToUY32LbdpbGw0HXn09PTQtvn5+dr9x3VOdGgrnUk1yj/VsW/y6ZsSBQBwG+6vrT1cO71L65ibEdlhVVVVlFTTw0TxCKWSwcAk9E90aCs9STXKP9Wxb/LpmxIFAHAbnrZPexbh8vJymx5bs1x2djYldXBw0Nzmra2tgcio7hrruGRsMD1JNco/1bFv8umbEgUAcJvKysqogxrU19fTOlu3bnUsVeb09/dTOgsKCkzvIRwOc3NdX1+f2jo8ur1989XopCephgSDQf9Ux17OJzq5AwDYYXR09N5777355ptPnjwZdWWqpNPS0lJSUrRv/8V3VAL9eLjU6urqWHbCT02uW7dObQX3zM8YNan6HT582FfVsW/y6ZsSBQCw28aNG7mmvPDCC6OODsqRU3l5ufZq3E8rNzfXumTqRfGi/vt9PHrCjh07Yjkid+rPzs5WnMqQh4HIzMyM5RBW0U6qIXzD0T/VsW/y6ZsSBQCwD9X9PIi5gCIn7Rhr9erVOsdz0hiJ1FaXXnqp/piJR0/o6uqK8aC8n/3798vfimUYCDtoJNUQuk4mT57sn+rYN/n0TYkCANjk4MGDHANlZ2e3tra+8sorPFmedozF6+gZ9HzZsmW0Jh3F0lRrOXr0KPd2IoWFhVHXt3D0BIpXaD8Uu8jfimUYCDtoJNUQniHbP9Wxl/OJPlgAAJYQN1xRGCTcUOvr69OOsXgsJT2xC9m+fXtAfTBSa3V2dlZUVHCOkpOTJ0yYENAxVw/fL7Nk9ISRkRF+GrG3t1fyFj8TYHoYCMtpJNUQbsv0T3Uch3wqRjxjY2MbNmygIszJyaGwnf7V2NBECfmnRAEArCVuuJLfJ9KOsbgxpq6uTs+BKOjR01srFhQrUBZ4eCfOEcVzQ0NDW7dupX+Lioq0exrxeBMrV660JDH84OSaNWskr7twSDC1pOonTEbpn+o4bvmUnOLW1tZFixa9F0ELe/bsibpJLIcDAICo1BquJDRirJKSkoDu+V5CoZAdnbtpt5Qq+rtjxw5OZyAyzkJzc7Nwp4+qfx5rXvvGHLfBUJhlScLovHF+xSeNG8l0tvk5RjGphvD9QX460tq0uZZbAqzFixcfOnSIl2mhrKws6iaxHA4AALRpN1xJKMZYFJBxraz/ATTLhyfo7e1NS0tLTU3NyMjg0GrhwoVtbW3yMeV7enpSIjSOzk1fMd4pE+PblOKIjadl1B6UNS7kSTWEY1Nu0bQ2Ya7llgArKytLaA49deqU4izlgcgTvPQhoUt8165d586dM304AADfomCIajuq6raqqK2tnTJlStSGK/luJTEWxwqGhoziLue0ocm8yfBNPVZVVaX99B8PwUARmOKUPpQpepfCtdgHLBDwGBbiTl0ciDQ3N1t1CKvIk6qfcH+Q2+csT5s7uSXASkpKOnv2LC/TQnJystqGp0+fpl8PZWVl8nHPAposzwIAQMKh4CA1NVX721Lw+OOPG9q5JMbipwINRUs8RUwsfX0kQqEQJ+nf/u3foq5MaS4sLKSVm5qa5O8eOXKE3iopKbEqbeORyIOT19PTw69Y3khmFXlS9RPuD477qb3DLQGWnhYssePHj0ddR+NwAAD+RDEE/aDlpgi1Fqxbbrll0qRJS5cuNbF/cYzFIxoMDQ3p37y7u5vbkEwcWo2hPuMcClDK5ZPDUNQV0N1hX7+GhobAXzrOcy80axvJLCROqiHC/cFxP1XHbgmw9PTBEhscHMzLyzN9OAAAf+IB0zMyMrQDDsV7ZDoJMRa59NJLDW1LgQV3hLIqwuDe2YamDqytrQ0ozXDM/f21Z1Q0gUuEgioqEQ7vYh9xyibipOrfSnx/cNxP1bFbAqzdu3erPUUorFlTUxMMBs+cOXPs2LHKysq1a9eaPhwAgD/xdCUUK9h6FAprkpOT6UCzZs0yuu3ChQsDOoak0ol7DhnqBybcVZR06KYoLaBvxFSj+F5qU1MTjwRmycR/NhGSqn8T8f3BcT9Vx/EcB0vcNWpsbGz9+vXZERs3bhSPgyWsc+DAgQULFqSmps6ZM2fz5s2Gft/4p0QBADRwMwyFWXYf6KKLLqIDmbjPyLMLW9XLmwdw2rp1q6GtOCyj+kjo4M/zAxrqmqIfDwBWVFTE4Ut7e7sdR7GEkFT9m4jvD477qTr2cj4VIzkAAN8aHR3lIbkHBgbsPlYoFKLK2MSdPmvHKTA9KjpHohTx8L+2zg9I5cLNY8yB0jFNSKrOsc0k9wfHEWB5j39KFABADU9cI9yscSd+kt+qRHLtrnOkCTHahINRbk+ye35AvjlIpk2bZtMhrMJJ1XmXWXJ/cNxP1bFv8umbEgUAUMMTwlg4CIJN+Lm/2CdU5pFOKcYytzlPckybDw8PV1VVmWsJ02loaIh7rU2YMMHQc5fO46RSOh966KGoK0vuD477qTr2TT59U6IAAGrKy8ttjRKswuns7OyMcT98X49iI9N74OHLV65cya1ZJlrC9Lvkkku4EcvCgextcsEFF3BSly5dqvE4gvz+4LifqmPf5NM3JQoAoCgcDvMICKank3MM90zfvn17jPvh+3q0N9N7GBgY4OY0o2M9mHDixIlbbrll3759th7FEo888gg3tvGZKS4ubm1tlV9X8vuD436qjr2cT3RyBwAQcHNOeXl5vBMSHT/EJ3QwN626upr2Q3uLZSc8viiZMmVKjOnxksHBQYo+KYQVxjzLzs6uq6sTD9Aqvz84jgDLe/xTogAAinj4A6MDFsQFD2hpuu+UgJ93k4/Jbsjo6KgwM6OttwgTFJ2f9vZ2vqvLKisrKah9/fXXv/KVr8jvePqnOvZNPn1TogAAiubOnRswNZFcXHDfnVgGLOCRqzIzM2NPzK9+9avi4uJHHnkk9l15WDAYpCBeuKPK5HOu+Kc69k0+fVOiEC/0c23x4sUJ0TwAPsRtQtnZ2bHMgeMkHnIzlrt7hw8fTpRbol4SCoVaWlp4zmxy4403SlbwT3Xsm3z6pkQhXoQngNw8SCD4ljMz5FiIB1uKpX86951y87Qz3rZly5abb75ZPmuhf6pjL+cTndzBSTNmzAhEpkFNlBYC8BXHZsixCk/JEkv7E2d5//79FqYKYuef6tg3+fRNiUJcDA0NCaG8+8ewgYQmbxKIyskZcqwSCoVi7EHFfc7weXQb/1THvsmnb0oU4qK9vV0IsOybTANgw4YNdI3V1tYa2iohZsiRiyVCCofDaFF2J/9Ux77Jp29KFOKCH4Dnbrl2j0YIfpaTk0PXWHp6uqGtEmWGHImamhpK9t69e01s293dTduWlJRYniqIkX+qYy/nE32wwDHCA/A87o7G3BEApo2MjPAz8EYfBkyUGXIkmpubTceFsWwLtvJPdRyHfCpGPGNjYxs2bKBvDfp91tDQQP/KN9SzjsZBY003gArxA/A8Ncfq1avjnSjwIPGdaFrWuVUCzZAjwa1QCxcuNLHtypUraduWlhbLUwUx8k91HLd8Sk5xa2vrokWL3oughT179sg30bOOzsMBWGj//v10gVVXV9Py0aNHA5ERqNHzAyzH96BLSkoMPV6XQDPkSIyMjHBoSAtGt6WwjHLd29trR8IgFv6pjt0SYC1evPjQoUO8TAtlZWXyTfSso/NwABaqra2lC6y5uZn/5W/2hLsdAy43PDzM0cbg4CA/Eqiz93cCzZAjd9FFF1Hif/3rXxvaKpbIDOzmn+rYLQFWVlaW8OzxqVOn6OtDvomedXQeDsBCPGaxUNvxAIkrV66Mb6rAY7hTETeUrlu3Tv+d6MSaIUeMQsmkpCRK/JIlSwxt2NvbS1sVFxfblDCIhX+qY7cEWPQpOnv2LC/TQnJysnyTqOsENNmQCYD/vwOW8ArVCvx8eMJ1eQE345ZRnjqmv7+fr7FQKKS9VcLNkCNGHyX6nqf0028YQxu2tLTgR45r+ac6dkuAhRYsSFA8A0lNTY34RX5oq62tLV6pAo8JBoPct0+458X9sZqamrQ3TLgZciReeuklirGM9tCvq6sT37UHV/FPdWw+n/Q5b2xsnDNnDv2Kor8PPvjg6dOnDRwYfbDAE3ioHskMJFyrVVVVxStV4DENDQ2SQQd4JpnCwkLtpqmEmyFHrqKiImBw1md+DgCjpbiTf6pj8/lcu3btddddR7+rKNKiv9dee+19991n4MB/fYp3796t9oSgsKbGOkYPB2CV/Px8urr6+vrELwr9kU3MagIgQSGU4vhq3LmKIi2NDRNuhhy5HTt2BIwMXk+5pp/9tEnU+6cQF/6pjs3nMy8vb3BwUPiXlukVXYdU6ho1Nja2fv367IiNGzeKx7jSs46eg+pfGUAniqvo0qIYS/4W38HBMDwJgWriDRs29Pf3xzshyrq6ugJKE91wt3eNhtIEnSFHgm+PKn7KFPFQKYmeaw/zT3UchwDLMejkDnZT7IDF2traEnTwIR/ipqDJkye786l+HjNz+/btktcpLuSmGkkDqiBBZ8iR4wY8nYNa8UcvcbudeZ5/quOYbhFWVlb+4Q9/oK8k+kvLhm4ROsw/JQpO4g4uinOlhcNhntUkoe/O+MHQ0BA/qkZ/XRhgaV9IPMZVXV2d4rYJOkOOHGdTHmIq4jEsduzYYXeqwBz/VMcxdXLfvHnzhRdeSD+h6O8DDzxgqJO7w/xTouAk7Q4uag0P4Co8uxHTOXSnk3ieALWmUL59Rteh/CG7xJ0hR4579OtsD+awUqNrGsSXf6pj3+TTNyUKjuGuHhoj9HCtgNEO3Yx+KPJjCvzcWUNDQ7xTJFVZWanWSsr4ITt5b7/EnSFHjmJEvhmq56kRbvDD8yWu5Z/q2Df59E2JgmO4i7HGw02jo6O5ubnubBcBRoELR1c8r3BBQUG8U/RX9Axae/DgQVqnqKhI8npCz5Ajx4Fm1LHleAhWt5UjiPmnOjafz2AwWFZWlp6e7tqO5OjkDraqrq6m62r//v0a6/CAhy5sFwFWXFwsVNuKQyHEF49QoPgUhUAYxKGrq0v8euLOkKOIf89EHZydw81ly5Y5kyowwT/Vsfl8lpaWbtu27U9/+pOFqbGPf0oUnKFzhCF3tosA4+EP8vPzeaxO7oylc4I/ZxQVFenpTsRxGE9TyBJ6hhxF3DSVm5urvVp9fT2tRkXpTKrABP9Ux+bzmZaW9sUXX1iYFFv5p0TBGTzCkPy+jBxPBe2qdhFgPFaZ8LgZd6qjKtwlQQnPWCzEfxqGhoboCzklJUUI9xN9hhxF3Can/VHiMvXAg5Me5p/q2Hw+Z82alUDPn/unRMEZ3GagZ4QhF7aLwPhfBomluETcG5onVHZJ9czDDdBfPSvzI6vCzWgPzJAjxzfctVunuNejeIxGcBv/VMfm8/nkk09WV1fTLycLU2Mf/5QoOKOqqoouqvb29qhrCtP0uqRdBBjX1pIQefv27Xo6+jjA6BMS3NzFs0F7Y4YcucOHD/MTCWor8DMBlHcnUwVG+ac6NpbPQDQ2pdIcN6cNEhpVYPwouM4fGK5qF4Fx9THQ9Ty15wweZMHQGB880sTevXu9MUOOHMWO2p87PmmVlZUOJwwM8U917Jt8+qZEwQH6O2Axvp/ohnYRYFwiirP48TCVUYcDsBvf42tqatK/CU8RQ2GWZ2bIkeMuVmqP7nIDZH19vcOpAkP8Ux2bz+eECRMsTIfd/FOi4ACuwNTmJ5FzT7sIjIvGNTh8+LD8Xe4erjGDsgO4gS0lJcVQXyJh0FT+68kWU+3O+zxyysGDBx1OFRjin+rYfD7PP//8//u//7MwKbbyT4mCA3jsbEMVmEvaRYC0t7dr3H0bHh7mGWbiOBQ4hxEmbnU1NDRwj4jk5GRPRvM8/ERmZqZij0aOm4PBoPMJA/38Ux2bz+fOnTtvueWW999/f2xszMIE2cQ/JQp2GxkZ4e47oVBI/1Y8Ynh820WAcV8ljSfs+D6UfPIZx5gOxwcHB3niag/HGTw22JEjRySvU0DMsVc8EgUG+Kc6Np9Pazu5U111xx13TJkyJTc3d8uWLXqOaDSFptMGIEbf7HQ5LVy40NBWbmgXgfG/9J/jp+3U1uHOTPGaxY9H1KRAQSOFGq644gr+xpOHIN7ArXTy2RF42FhvzL3obf6pjt2Sz9ra2pqampMRt95669NPPy1fJ5ZS8U+Jgt24A5bO0YnEuINIHNtF9AuHw/SRXL58uaFWuoTAnce1x1Ki7PPTanEZ5oAvMI05LrVRBL9q1ap9+/ZZmyr34F848kdMmpqazH0wwWH+qY7dks+pU6d+9NFHvEwxluKvEARY4AZ8+ybq7CVyTraLmGv8ENx3333cCnL11VdblSQ3oICJ2xGjjq/B43Zu377dmYSJ8dD/kokFQSAMkiIJfzl03rt3b5zSBXr5pzp2Sz4pwDp16hQvU6SlOFIcN+xnZGQUFxfv2rXr3Llz+vfvnxIFW4XDYa6hTfQgpk0mTpwYsH/anKuuuio9Pf2ZZ54xse3w8DBXVAIToaRr8UR1esbLoFxrdIS3z8aNG+m4M2bMcPi4iUVxnHrum6VzXFaII/9Ux27J56pVq1asWPFRxO23304VmNqap0+f7u3tLSsrkzcFK3YLQx8ssBCPJV1aWmpiW+4jwnc3bBrVfWRkZP369XyUSZMmNTU1GWrKOnjwII8eTr9w9uzZw4NF5efne6PfGAW4PL65njrY6EDqluDJENGRKKr9+/fTWVq2bJnwChVuIDISCuZLcD//VMduyecnn3xCcVVOTk5eXt5DDz1E3+na6x8/ftzQfAj+KVGwlVoHWz1CodD5558/YcIE03vQ1tnZybPhck3DC4WFhWqjMoqJG66o3hKGX+IBKbwxZ3Bzc7Oh2IXn0rGjpNQ8/vjjXASUVMcOmoiGhoYkzwF0d3cHNGfRAffwT3Xsxnw+8cQTFGxpr0MVAIVi+vfpnxIFW5WWlgZUBqjU6d///d9TUlKs7SzS19fHcyNy8xh336FE8hQ9gcgzjxp9esQNV5JobGBggPu7eGAEL44+9Y9exnV2QUGBzvV//OMfX3bZZVS+5pJH32ncwGZo9Hbf4rE2hE8iR8+YUj0h+Kc6dks+V6xYQd8v9BP/2WefnTlz5ptvvim8JRRGTU1NMBg8c+bMsWPHKisr165dq3///ilRsE8sHbDEeEws2k/sD9LTR6a+vp4jNqqeqZoR3yKhZQqYePTFQGTgSskNL7WGKzG+HUM7NzSquNvwLHUUYxm6hcT9zfX0maNLIikpKRDpJ2ouhTz4ljcaCx3Q2NgYEM2mUFtbG0iQR3TBP9WxW/K5b9++GTNmZGRk3HDDDW+88Yb4LaEwDhw4sGDBgtTU1Dlz5mzevNlQ5xL/lCjYhyvpioqK2HfFtxopapFMNmwIBWo8KQoFWPTbXa2nFH1SduzYwa0jgcjz//z4lUbDlQTX/Yk7hy5FP9zgYfTWG9fiUdtF6Azzs6XMRGsfR7FUHN7o7uYAbl8UJrTmxtre3t74pgr08E917OV8erWTO30F43skLtatW0cX0tatW2Pf1ejoKA+LVVRUZKJO7enp4YiBOxXpuR5CoRCln/tmTYzQbrgSoxRyKJaILQQU/eTl5VHi09PTjQ7rFQwGOe7RaPeit7gVkIJdDsgyMzP7+/v1H0W4OYhJ9Azha5JONRUxN+J6cnYg7/FSdazNN/n0SolSDcF9YjQm+gCb8K9kqwbIpsqAd1hRUaH/vhVVxtdddx3HRgUFBUYbS6g24hGemP6riOp+Dh1iaXKLCyovfrBAPjSlHlxGGj23Vq9eLW6MrKmp4U5v+ssUNwfN4Su5ubmZfmAE4jGmBpjjmeo4Kt/k0yslytNoWHWjCvSj0DYQeTovxjE8xYaGhvgen55huykBjY2NQsvTPffcY/r3elNTU15e3ve//31DW3E3l9LS0gR6Er6zs5N/kEyfPv33v/+9iT3wWBVqQ2fxwFp0CKGfFhUK96bXOaQ4bg6axiP3VlZWcqdGPcObgRt4pjqOyjf59FCJzpgxg7Izf/78eCfEX2666SY67Zdccom1u6Uf3xwBUEWutg4FNPQznW+ICJwfUJEiPO4vH5fxzU2gU8p3jqjqNR0WDw4OcmAtD2f5yTU6hGQsVipTPm7UMVpxczAWPLszFQ2H/hjbIlF4qTrW5pt8eqVEeQCYeFWxfsbnfNasWZbvmfvOq92Ham9vF0a3qqio+M1vfrN///5YxomIBU8DR9GDy689Ckm50rUkHOQO7JK7sdx8QqiA5Jtw7EUxsXb/NtwcjBEXDYezmFwoUXimOo7Ky/kM/LV4J8ca9G0u5Ki+vj7eyUkYMU5a3N/fn5SUNGHCBJu6vvF9qMzMTHF3dYpmhJ7sRUVF+gdwshUPv1lcXGzhrVJr0Y8QrnfpfFpy0vgOVFVVlfAK7ZYrdY1WEx6ZTKODHW4Oxo6iZ+H70HsTk3uVZ6rjqHyTT6+U6Jo1awKRJ78CRoZA9DkeE2Hp0qWm98DNITp71cRyiPz8fIoPgsEgFzG/QhW8e7o9UVzFk765M76nU8eDV9Gnw6pmNgqAePwzjoS6u7v5rq72IO+0Mt9RVXzsFDcHLcHd2wOi8RrA/TxTHUflm3x6pUS5buvp6eFaxKon2jyMohNubEhOTjbX6NLf3097SEtLo9DH8uQJKITieWkmTJjAQ1ZSBUx1swsbiujy44Bj27Ztrkqe0KW9tLTU2sLiMTVaWlr6+vr4EPRTJ+pWXV1dfKLkQ5Xi5qBVcnJy6Exefvnl8U4I6OWZ6jgq3+TTEyU6MDDA9S5VxjqHQPQzqgs5ZGEUYFFkYGI/DjRfMW4p4dTW1dXZGs/FiCI/TmeMIQLFZ1bdILOkS7sa7nF10UUX8VOflGudbYr8OS0oKBBnEzcHLTR16tRAZGrzeCcE9PJGdayHb/LpiRLl72X6MT0eiR442HJVE4JLUOW3fft2HlSTqrH29nau54qLi43ea3Om+Uqwc+fOwsLCH/3oRw4cKxZ0GnnAiKysLB4X3oRQKDRlyhQKfGO8Tfbqq68KE/7Y9ITj66+/LkTq5eXl+q8iWpM7hPHHdhw3B61GgTVdisKcOeB+3qiO9fByPr3XyV3yNHLUIRD9qaenhwIpLnQ6Y9z1lcJQfhZPYzQERY41XyWcF154Ydq0adxLzNytaqGHcl5enukojXugk4yMDPs+C8KTnhT+Gh1+TIio+JOLm4OWc08PRdDDG9WxHr7JpydKlPtdCV13m5qaEv2b+vXXX1+1alUwGLRkb1Tz0Q9Zvk9E4ZSk1uchBtLS0vRPY+Jw81XCoRPOz8rRWaJAR/+G4kmmuSXMXJTW1dV13nnn8X727NljdHP9qArfsmXL17/+9RMnTpjYnOMzupB4YFLcHAQ/80Z1rIdv8pn4JSp0wBJe0RgCMVFw7Th9+vTYd9XZ2ckPbVFl39DQoHjnlJuj9E9ajOarqCjy4Ic0ud+3nrYEySTT5qI08XEpmH700Udjy4fteHgL9txzz8U7OQBx44HqWCff5DPxS1TcAUtAsQK9aKjxwD1CoRA/LpeTkxPLflasWMG3YAKRx8c0Hs4XJi2mkxl1t2i+0q+trY17vFVUVGi0zYgbrsSTTBuN0ujHBo8QRgW0Y8eOhLhDRBG/MBY/JmsHP/NAdayTb/KZ+CXKk8hKBrrkDij6m2RcpaWlRfhNrz3gtYZgMCjcaWpubo5a1/LjYHru0aD5yhAKGvgJu8LCQsV7vpKGK/kKOqO09vZ2HiiBDmTusdB4+dWvfjV79mz6PRDvhADEkweqY53cks9QKHTHHXdMmTKFvoK3bNmiuM7Y2NiGDRvo2zknJ4d+79K/2vsM/DXrE+0srr36+vrEL9J5ozqJfsebDlDiiMf04nyZboQbGRnhTjxPPfWUzk242U97fmU0X5lA56q0tDQgG0JdreFKTjtKC4fDwgQ49HsDI3cDJCIPVMc6uSWf9L1J35gnI2699dann35avk5ra+uiRYvei6AFQ31aE71EeVAGqnvkb/EQiAk30Sl3OedhymNphDt48CBtXlJSon+TgYEBbinRmLwMzVfmULwrxEBbt26l67atrU274UpCLUo7evQoPwdKryfoPXEAGE/86lg/t+Rz6tSpH330ES9TjFVeXi5fZ/HixYcOHeJlWigrK9O//0QvUQou+Ve7/C1+QGnhwoXOpyoWfMeT6mBhHhJzXfXNxZc89x9V2Ip94dF8FaOmpiZhxFQ9DVcSkihtPDJ3Mu+QrnNJIy4AJJZEr471c0s+KcA6deoUL1OkJX5WTpCVlSX0zKCVFddRk+glqtgBi1FtxF1S9I8+EHcUuIjvbPI9u7a2NqP7kUwSp9/o6CiPIqY4nRyar2J3+PDh1NRUDpLMjZsqRGlCrEYlgmF1ARJdolfH+rkln6tWrVqxYsVHEbfffjt9pcrXSUpKOnv2LC/TQnJysmSFgCbb82AnxQ5YgtWrV9O7jY2NDqfKNG5AWrZsGf/b3Nys1j6njbvJC/sxRJhQT9LXB81XVunu7l6yZMnOnTtN74GiNH7OlP52dnZamDYAiJdEr471c0s+P/nkE4qrcnJy8vLyHnroIcXORr5twTp69Ch3+1VboaurK5BQ88nziKlUffK/PKBXZmam0fYJ7qzT3t5uLhk8NBHtRPzsIZqvXKWhoSEjI+MHP/hBvBMCANZI6OrYEDfm84knnqBgS/66b/tgcQOP9lNvPMZmd3e3Y6kyjeIqebzIN+wMtVL09/ebC8sE4XCYz1tLS4uwTzRfAQDYJ6GrY0Pcks8VK1YMDg6GQqFnn3125syZb775pvCWUBi7d+/251OE3I9b+wmsdevWJUq7C8/FJpkTkKelW716tf798PzNhjaR40cEsrOzuTcYmq8AAGyV0NWxIW7J5759+2bMmJGRkXHDDTe88cYb4reEwhgbG1u/fn12xMaNG6OOg6W4k0TEw5Rrz4bLtxFzc3NdPqo1xTGKTUQ8XiilX/+u+D6juWmGxXiIJopi0XwFAGC3hK6ODfFyPg11cu/o6KipqdEOYuIiagcsAY/bKXRscqetW7eq9WfnUY503uWk1WjlgoKC2JNEMR+HsPPnz0fzFQCArRBgeY12iQ4NDU2YMIGrWMeSpFNTU1PUDliM77KtXLnSgVSZMzo6yo9DKjY71dfX649vrH1wUpgILzU1Fc1XAAD2QYDlNRolShUqt/3wiDtuq1+rqqp0PigXe6dvu/Go63S2Fd/lRik9z0JSBrnNyaoxJ3k0eXLjjTdaskMAAFCEAMtr1EpUiK7mzZt3xRVXuO0O0ejoKA8iqjPsKy8vD5gasdMZHCwKj+zJcfvW0aNHtfdjYnocbaFQaPXq1ddffz2mtwMAsBUCLK9RLFEhuqK/tNzX18cjT7pnSPSenh6NJh+5WAbetBs3sKWlpWkEMXzjb/v27dq7StDpFwEAAAGWF2h3cpdEV/wiP6Wvp8OTM3jE8zVr1uhc3/TUMQ7gLlba55aHyNKeV9HNeQQAAG0IsLxGUqKK0dX4X8aZJC6ZUFZ/ByzJJoqzFsbRyMhIbm4uJay3t1d7Nb4lqvE4p5tb6QAAQBsCLK8Rl6hadMV4xM7q6mpnE6hAiDYM9btva2ujTcrLy+1LmAkUI+rsNbVy5Urt238xTo8DAABxhADLa4QS1Y6ueIW0tDQ9Xa3tduTIkaj3y+TC4XB6ejpt+Mgjj9iUMBO4972edjUOECsqKhTfdf+TkgAAoAEBltdwiUaNrhiPilRZWelgAhXwmJwmnmqcOnUqdzv71re+FftA57HjUdqzs7Mp+Iu6Mq1DAa5aFytLpscBAIB4QYDlBZJO7v/93/+tJ7oajzy0z8MsxTc6qaiooDR0dHQY3ZC7k/PQqaS4uLilpUVPcGOTuro6Sgb91bk+hba0/t69e+VvWTU9DgAAxAUCLK8Rwqyo0RXj1iO1G1UOGBkZ4TuV5kZmGh4epmxSLnhkKb6tRiFOMBi0PKnahEFB9R+ah/2Ud4OzcHocAACICwRYXsNBxsyZM3V2GA+HwxyamGhAsoS5Dlhyo6OjBw8e5MYwRsv0imNzQre2ttJBS0tL9W9CZcQjZkla3aydHgcAAJyHAMtrqETvu+8+QyMnNTc3WxLimMOdjerr663aYTAYrKur48cSuUfUbbfdZvd9QzroxRdfbOKhP+4UL45uLZ8eBwAAnIcAy2tMlCjV6AUFBfEaEYAHIzh8+LC1u6WIqqWlZebMmRxmlZSU2NeU1dXVxUc577zzjD70xyOsiieutnx6HAAAcB4CLC+QdHI3sYf9+/cHItMPO3ZDjVEYxOOd2tTC1NHRIZyW5cuXm97PwMCAcGZoubOzs6mpqba2lsIgoamMXH/99Ub3zMMxZGdnC/vH9DgAAB6AAMtp77777rJly7IjaIH+la8TS8BkrkSpdqfoiralSMvE5qbxjDGG+i0Z1dXV9fTTT3MYZG5+64ceeoi2zcrKuuKKK8ThlCA/P/+yyy6rqqoy10+/uLiYdkLpHMf0OAAAXoEAy2mLFy/evHlzKGLTpk30r3ydWErF9LY8BHlBQYGTI1vyQFz01+4DdXd3U9QS0DG/ssTRo0cnT54sCacolqJYrbW1taenx1xQJca90HhwB0yPAwDgDQiwnJaRkfH555/z8meffUb/yteJS4BFFi5c6PDNKZs6YCk6ePAgx1gUxOjfhJuscnNzV61aZUk4Jdfb2xv4y6AMmB4HAMAbEGA5bfny5Q8++OCnn35KVXVjY6NixyCu0Sn2Ki4u3rVr17lz5/TvP5YS5R5L+fn5zozVSWeAIh75IAX24ZEU6KAUOUVdmUcII7W1tXZ3TeOHDHjyHEyPAwDgAQiwnHbixIlZs2ZxzU0LH374odqap0+f7u3tLSsrk/cckncDirGTu4DHkaLYIpad6MTxnMNjnPJTexRjaQySTgEf9zSn1Zxpz+OJt3l0BkyPAwDgAQiwnFZZWblp0yahD1bUeQCPHz9O9a7+/cdYojzs56RJk5588slY9qMHRxXOBHPy42ZmZvb09MjfHRgY4F7ndNq547kDhIEeApgeBwDAExBgOS09PT1qHyyxwcHBvLw8/fuPvUSnTZtGO0lKSrL7QTbu8hWXeKKmpoZvhkoG86TE5ObmBiITDfX39zuWntHRUZ64mv46dlAAALAPAiynLV68uLGxkVuw7r///rKyMuEtoTCo+g8Gg2fOnDl27FhlZeXatWv17z/2EhVmUFZs4LEKZT8QmSUmLv2NKKBZtmwZdy0X5hRqbW3lXvD0lvMzRl9xxRXcguX8LIoAAGA5BFhOe/vtt6uqqr4SsWTJknfeeUd4SyiMAwcOLFiwIDU1dc6cOZs3b44agljYB4vV1dXRfoqLi+3r3L1lyxY6RHp6erw6dFMIxdPU8KzYPP1fIDIDoMOjrbJdu3Zxr6+BgQHnjw4AANZCgOU1lpQoBT087uiOHTti35scxRBTpkzhgMbWdjJtoVCIoisOa7hXVltbW7wSMx7piYX5BwEAvAEBltdYVaLc2z0tLc3yrkgUQ+Tn53MvcnNDq1toaGhowoQJnNPe3t74JgYAADwDAZbXWFiitbW1tLeozzka0t3dzUN3VlRUON/PSdGVV15J6dmyZUu8EwIAAN6BAMtrLCzR4eFhfqTOqgkKhYHRly9fHpd+TmqEfu4AAACWQIDlBZZ3chfw2OIUZsU+ZMPevXu5q9O6detcFV0BAABYDgGW11heopWVlYHIdDGx7ITHTw8Yn2sZAAAgESHA8hrLS3RgYCAtLY12a3pYcx45PSUlpbW11dq0AQAAuBMCLK+xo0S5/Wnu3LlGx6waHR1dvnw5P6OnZ35lAAAAb0CA5TV2lCjFSTytTUNDg/6twuEw317MzMzs7u62PFUAAACuhQDLC+zr5C7o6elJidA5kctTTz2Vk5PD8/1h7hcAAPAbBFheY1+J8vw5paWl2s8AhkKhxsZGHr1z0qRJTk6ZDAAA4BIIsLzGvhINh8MFBQW0/5aWFsUVKPBqbm7mobPYPffcY1NiAAAA3AwBltfYWqIdHR08xc3g4KDkrfb2dp6+kEdp7+npiX3oLAAAgASFAMtr7C5RfiqwurpaeOXIkSMlJSUcWhUVFVEQZmsCAAAA3A8Blhc40MldMDg4mJ2dTUehQCoYDC5btowPmp+fv3fvXgzRDgAAMI4Ay3nvvvsuBSXZEbRA/8rXGRsb27BhA62Qk5PT0NBA/+rfvwMl+thjj9FRUlNTeeobSufWrVuNDpEFAADgYQiwnLZ48eLNmzeHIjZt2kT/ytdpbW1dtGjRexG0sGfPHv37d6BEOzs7udUqKSmprq4OMyUDAABIIMByWkZGxueff87Ln332Gf0rX4eirkOHDvEyLZSVlenfvwMlOjAwMHny5OTk5La2NruPBQAAkIgQYDlt+fLlDz744KeffsrjRdG/8nWysrKER/BOnTqVnZ2tf//OlCglHg1XAAAAahBgOe3EiROzZs3iW2y08OGHH8rXSUpKOnv2LC/TQnJysmSFgCbb8wAAAACa/FMduyWflZWVmzZtEvpg0b/yddzfggUAAAAa/FMduyWf6enpid4HCwAAALT5pzp2Sz4peGpsbOQWrPvvv18cPAmFsXv3bjc/RQgAAADa/FMduyWfb7/9dlVV1VcilixZ8s477whvCYUxNja2fv16Hitr48aNbhsHCwAAALT5pzr2cj7RyR0AAMBV/FMd+yafAAAA4ALxjggc4pd82seZawVHce2BcBQcxTMHwlFwFC8dKO78kk/7eOnS99JRHDsQjoKjeOZAOAqO4qUDxZ1f8mkfL136XjqKYwfCUXAUzxwIR8FRvHSguPNLPu3jpUvfS0dx7EA4Co7imQPhKDiKlw4Ud37JZ6LzzxWZcFA07oRycS0UjTuhXCyHE5oYcOm7ForGnVAuroWicSeUi+VwQhMDLn3XQtG4E8rFtVA07oRysRxOaGLApe9aKBp3Qrm4ForGnVAulsMJTQy49F0LReNOKBfXQtG4E8rFcjihAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgBUfgb8Qv/jiiy9ec801qamp06dPv/POO0+ePCnfcGxsbMOGDdnZ2Tk5OQ0NDfSv9utglGLRsOHh4ZkzZ6qNFoOisZViuQT+muKGKBe7qZ3/3/3udzfeeOPkyZNnzJixb98++YYoGlvp+chkZWXJN0S5WAUBVjxJLv1rr732+eefD4VCn3/++bZt26677jr5Jq2trYsWLXovghb27Nmj/TqYo1hbf+973/vhD3+oVpGjaBwgry2iboJycYakLN566y36NdLW1vbHP/7x+PHjt912m3wTFI0DND4jO3furK+vl7+OcrEKAqx40rj0w+FwRkaGfM3FixcfOnSIl2mhrKxM+3UwR140x44dmzNnzsjIiFodj6JxgP4AC+XiMElZUETV0tKivSaKxgFqn5EzZ87Mnj37xIkT8jVRLlZBgBVPapf+F1988fDDDy9dulS+ZlZW1vDwMC+fOnUqOztb+3UwR140X//613/yk5/I30LROEl+8nNzc+mnSHFx8a5du86dOydfE+XiDEnR5OXlPfDAA9OnT58yZcodd9wRCoXka6JoHKBWy+zZs+fb3/624pooF6sgwIonxUufb41Pmzatv79f/m5SUtLZs2d5mRaSk5O1XwdzJEXzH//xH3/7t3/LfQ7UvrBQNA5QPPmnT5/u7e2l39Pr1q2Tv4tycYakaOh8rly58qOImpqa2tpa+SYoGgcofmS+/PLLiy666NixY4qboFysggArntSq6s8++2zLli1XX321/C38tnCGpGguvfTS7u5uxbcEKBoHaNwTPH78uOK5Rbk4Q1I0dHrprPIyxVi5ubnyTVA0DlD8yLS3t990001qm6BcrIIAK540aguKsSZPnix/HXfHnaH96I1iwaFoHKDxkRkcHMzLy5O/jnJxhqRoysvLKa7i5ZMnTyoGWCgaByh+ZBYuXPjyyy+rbYJysQoCrHiSXPqrVq06duzY2bNnP/jgg7q6OsU+WLt371Z8jkPtdTBHT+9pyb8oGgdITn5NTU0wGDxz5gx9cCorK9euXStfE+XiDEnR7Nu3b8WKFcItQnF3HxSNk+RfZS+++OJVV12lsSbKxSoIsOJDsTnkwIEDCxYsmDRp0syZM+++++5PPvlEvD4vjI2NrV+/Pjti48aN4hFKFF8Ho6K2VKkFWCgaW2l8ZFJTU+fMmbN58+aRkRHx+ryAcrGb2kfmwQcfzM3NzcnJoZ+Oip3cUTS2UiuX8vLyjo4OxfV5AeViFQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYcfDLX/7yuuuuS0tLmz59+l133fXxxx/z60an2NQzObTG5uOaExtH3Vzn0QEAAHwIAVYc3HDDDYcOHQqHwx999NHdd98tDMdgdIpNPZNDa2wu0A6wYjw6AACADyHAijOKToQBRWMZ3k0yObRY1M21A6wYjw4AAOBDCLDirKOjo6KigpdNT1AgnxxaLOrm2gFWjEcHAADwIQRY8fTGG2/Mnj37rbfe4n/NTbGpPTl01M3HowVYMR4dAADAhxBgxc2RI0cuuOCC1157TXjFdAuWZHJoSdd1oy1YRjfXmJoaAADAnxBgxUd7e/uMGTNef/118Yux9MFSmxxaz+ax98HSODoAAIAPIcCKg0cfffSCCy7o6+uTvG50ik2NyaH17FagHWDFeHQAAAAfQoAVBwGZcDg8bnyKTY3JocU0ZuiMOrFx7EcHAADwIQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgsf8Pn/I75hj4qGAAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |