Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit265-12-20020318_060800_20020318_105200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/18 |
Start Time | | 2002/03/18 06:08 |
End Time | | 2002/03/18 10:50 |
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 | | 7.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit265-12-20020318_060800_20020318_105200-constBx0 |
Minimum Dst Value | | 6 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIERlYyAxMiAwNjoyMToxNSBFU1QgMjAxNwKS4UkAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNjUtMTItMjAwMjAzMThfMDYwODAwXzIwMDIwMzE4XzEwNTIwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTAzLTE4VDA2OjA4OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wMy0xOFQxMDo1MDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjExLjE3NTc0OTk5OTUsICJtYXgiOjE0Ljc4OTI1MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX3eWGe5AAAABGdBTUEAAK/INwWK6QAASAJJREFUeJztnX90FsW9/0MIEJKYJhIJ0CSGBhU10qho4SZgwKCxoE0rV6PyS8FCNbRpGwUlKFiquT3RGzxYYsFKz401IrU5GjDXE829B5V6UNJ7UxM0asTYGzHaCLENEITv55vP9+53fZ7dfXb3mf2Rnffrj5x9NrszszO7M++Z+cxnYk4DAAAAAAChxHidAAAAAACAoAGBBQAAAAAgGAgsAAAAAADBQGABAAAAAAgGAgsAAAAAQDAQWAAAAAAAgoHAAgAAAAAQDAQWAAAAAIBgILAAAAAAAAQDgQUAAAAAIBgILAAAAAAAwUBgAQAAAAAIBgILAAAAAEAwEFgAAAAAAIKBwAIAAAAAEAwEFgAAAACAYCCwAAAAAAAEA4EFAAAAACAYCCwAAAAAAMFAYAEAAAAACAYCCwAAAABAMBBYAAAAAACCgcACAAAAABAMBBYAAAAAgGAgsAAAAAAABAOBBQAAAAAgGAgsAAAAAADBQGABAAAAAAgGAgsAAAAAQDAQWAAAAAAAgpFUYMXESPrgAAAQDU5Unq+//vo555wTMWQnokZbAJxD0ndL76PCxwYAAAY4UUkWFBQ899xznkSNOp9BPjiBpHlqtav04osvzp07Nz4+fuLEicuXL//ss8+Uf/35z3++6qqrEhMTJ02a9MQTTyi3qzGOKPwag+jMXHbq1Km77747JSUlNTV17dq19NP4vNVwdu/ePXv27DFjxtD1S5cu/eSTT4wf5/3331+wYEHKEHRAPw0yRC9SvazWu14vUquZI0/O6wWilxi9l1xU5rhGyPMqTzRixIj09PTS0tLu7m6D222kv6en54477sjOzh41ahTdVVxcTCWrmZiQk3RwwQUXqKOg4/PPP199gfKvjo6OH/zgB2eeeebo0aOnT5/+7LPP8vkvvviC0nnOOeeMHTuWYv/e977X3NwcMc3hibF9QTjJycnHjh2LPmobOCosLBUcQ6/ckiVL9Op8M1+0m1IJsswYSXPHah0xb968PXv29Pf3Hz58eOXKlfPnz+fz77zzTmZmZl1d3d/+9rdDhw7ddNNNJsO3F10IepfV1tZecsklHwxBB9u2bTM+bzWcOXPmUHezr6/v6NGjGzdupNbU+HFmzpy5bt26viHuuece+mmQFXqR6mW13vV6kVrNHHlyXi8QvcToveSiMsc1wgUWH3z11Vd//etff/7znxcUFBjcbjX9H3/88dlnn03Btre3/+Mf/6Cm9IUXXrj66qs1ExNykg5IKj3//PPKv/74xz/SmXCB9e6771JTXV1dTR8LaZc//elP119/Pf+L4rr99tvpguPHj3/66afPPPPMFVdcYZxmzcTYvsD2LcNaYJksOHo9/vmf//nmm2/WDNDMFw2B5R+CljtUlfzkJz9JH4IOlF4RvQePPPJIRkYG9Ur557/8y7+MHz+eund33nknVTTKZae/3jUPj4LatsTERD6mZn7Lli3h10QpsPSiM0B9GX111MLxMR3k5+cbn7cajhpqRxMSEowfhy6gYPn4yJEj4der0YtUL6v1rteLNJrM0SQwOa8XiF5izLzkojKHGBwcXL9+fVZWFvXdSTfwSYPvfevWraRj4uPjZ8yY0dbWxuebm5svvvhiOkn/YiUU/rGHPNcXX3wxduxYOli1atVvf/tb5fwTTzxBZ4zTr5lFt912GzWNejkWUWDt3LlTHQU93bPPPhueeGqhN23apBkFPQ49lF4C1JEaVJKndTLfuPK0ekt4va1ZrHqvgRrqoZHEpGdJTk7+/ve/39vba+ZxjCOlF4ACpOspo0QVHEE9k3HjxoWHdtrEF635PqvzMGI+UL/iF7/4RXZ2dmpq6q233vrll1/y+fAPMDwuM+3vrFmznn76aSXB1AGYOHGimRdyOBI0gUVvQFFRUfcQ1N2/7777+DwV8Pe+9z3qjyo/6bKPh6CDDRs2KOdDDsJpaGgoLCzkY3qNKEZ6P+h9XbJkCfUqlNvT0tLo7c/Nzd28efPJkyeNk20yOgPUl9GXo3w21EOl78H4vNVwFOjbe+ihh8IH2EIeZ+HChVQQ9AlR/lRWVtJPgwfRi1Qvq/Wu14s0mszRJDA5rxeIXmLMvOSiMocguUBBvffee3/729/Ky8v5pMH3XlJS0tXVRRm1ceNGpWGj92fXrl1U71O1vnz5cs3nVbc0PT09a9as4QEeUhizZ89+5pln6Li+vp6OT5w4YZx+ze+a0kCNnOYz6t2irpcoVeecc85rr71GP1taWuiYzoRXXPS96M0IX3PNNTfccMOrr776j3/8Qy8Zp01UkgaZrxem1VvC623NYtULVs20adNeeeUVemT6HMrKylasWGH+cTQjpQ+KcvKvQ1x11VWiCu60ocAy80WHv8/qPIyYDw8//PCVV175wQcf0Ie2aNGin/3sZ3xe8wMMictM+9vU1HT++efTs/O/6DOsqqrSfNgAEDSB9a1vfevtt9/mY+pq5OTk8DEV8IcffqhcRj+Vy/7yl7+oLws5COHAgQOTJ09W6seRI0fSK3h4iNLS0mXLlqkvpnp8//799EEqr6MeJqPTI+Sy2NhYrvoJOqBEGp+3Go6SZoI6uJ2dncaPw3MifD0dKJ+6JnqR6mW13vV6kdrOHE2ClPN6gRgnxuAlF5U5zJQpU5TBAwWD7520ER///e9/5yEoIjMz89FHH/3oo48Mnjfm61A/nqoI/tcnn3xCT7R27Vr6qxjAWX1z4uLi1MomfLwh/JaQ/z7++OPXXXfd6aHJvt/85jfhF3AsAwMDmgk4cuQINYTf/va34+PjKQMrKio0xw8iVpIGma/37FZvCa+3NYtVL1g9KAcyMjLMP45epB0dHXxMN4oqOPpIS4fQTLmZLzr8fVbnYcR8mDp16sGDB/mYXnKKhY81P8CQuEy2v5dddtlTTz11emgimxJAuaqZvAAQNIFFVYZSrdAB/eRjKmC1gSH91Lss5EANdTuysrLeeOMN5Qx1XqnPysfU8FOHPvwu6iurO/3qylSdHjPRad6umSobQwXmw1Gg7/P++++fNWuW8eNQn+aee+5R7AboZ/jDmkm8ZlbrXa8XqcARrIDlvF4gZnJG/ZJbfSiDETL1267+tBUMvnfNJ3rrrbdKSkrGjRt3zjnnKPN6ehdzetatW6e2daNOOV2gzFGazB81EyZMCO8yKZGOGjUqZIaLnos0nPoyumDixIm///3v6a8yyxYSjsEIlgJViaScli5dqmnlGbGSNJn5aqzeEl5vh/zXOFg11A2gciS5zC+VooOtPo76eqWk6HozAsu44JSO0y233KLUdSFfgZkvOjzB6jyMmA+kINUdDOXd0/wAQ+Iy2f42NDScd955J0+evOmmm6jDE/4IgSFoAstkD0ndOaOD8Mt4ulpNfX39pEmT3nzzTfXJgoICauz5mMS+psDq7u6mys442eEfp2Z04WheZsPYxVI4aqilDzcRC3kc+mKjt8HSy2q96/UiFWWDFbyc1wvETGJCXnJRmaOGJJGlESyDJ6K6vrGxkYQO/wz52EMupgxUBi3+/Oc/U4f7ueee++Y3v6kMH1p9c0jQrF27NuSkEun555//pz/9Sf2vffv2ZWdnh1z20EMPxcXFKXMr4QLr5ptvfvDBB41TwlBTfcYZZ4Sfj1hJ6mV+eOWpYGMEy8xPMyNYdPJ3v/vd559/Tu06/Q3PMavvko0RrNMmCs4YM1+08fscMR9I+nR1dYUHq/kBhsRlMg/pA7zooovuuusuerEV275AEjSBRd1NZQ6YdHplZSWfD/9IrrrqKjYvoINwU4Czzjqrvb1duf7hhx+m7rjyOSk88cQT1NtQ5q1uvfVWPk/H9HrRq0OBUHpWr15tnOyQ5OlFF4LeZVu3btVc1qR33mo4ixcvpuc6ceLERx99VFZWFtESiFogKgjudd17773GLZBepHpZrXe9XqRWM0eTQOa8XiB6idF7yUVlTgi//OUvCwsL33//fbUJiPnvXUkzNQCUZhJYJAH5ZMjHrr73s88+W79+/YwZM04P2b1Rq/Cf//mfdPz8889ffPHFPNNnkH7NVvPDDz+kqJVVhPQ4L7zwgnLlY489RrH8x3/8x5EhWlpacnNzf/WrXxkEeFqrnX733XdJQT7yyCOUM8eOHXvjjTeUVYRXXHHFM888Q70UepEozStXrrzmmms0wzSuJPUyPyQ/1ZgsL70M1PupF6wayo0//vGPlBX0ClFWhOeY1XeJrldssK6++mqTAsvqBSGY+aIN3ufTJvKhpqaG8oFCoM/kv//7v2+88UY+r/kBhsRlvnypD0Ynt2/frpkbgSFozzMwMEAVPa9ioANluDL8I+EFMqmpqT/60Y/Uix34gBqJlJSU8PFbhf7+fv4X1TtpaWkUDjV+iuX1zp07p02bNmbMGJLw9M7pGUOEhxwxOoN7lcuof0CdA/aVsmbNGrXDIc3zVsPhpxs9enRmZibVztQNMn4cquuLi4u/MQRVSe+9955BCepFqpfVetfrRWo1c8yUWjByXi8Q48SEv+SiMicEUgPUomRkZNALQLqBT5r/3vng6aefpg56fHw8yaNXXnmFTxp87GeeeeZ1113H+bZkyRK2m2EoDazyDdIfo9NgHDp06LbbbiOZFRcXN27cuO9///uvv/66khtPPvnk9OnTudTo4He/+13EAGO02mlq+ShkShW9MJdddpniB+vll1+m85SNlA+TJ0++88471S+SOkzjSlIv80PyU43J8tJ7Xr2fesGq2b17NxX9qFGjSP0/+uij4Tlm9V2iC374wx9S5lAWPfDAAxSyQfotFZwBZr7o8PdZ/d+I+fDVV1/R+alTp9KnTVq/oaGBz2t+gCFxmS9fehvPOeecwcFBzdwIDEF7HgAAANETvNbOOf7rv/6LpKrXqbDPyZMnSeu7GeO11177+9//3s0YPQGfEAAAgFAgsCJSXl7e09Pz4YcfXnnllT/96U+9To599u/fr6wWdJqvvvrq8ccfv+iiixRPDQEGnxDwhvCJJB9W6MMikVYJ5EMB4eCtiEhNTU1GRsb48eNvv/32Ye1rICkp6de//rU7cdF7lZ2dTZLOnei8BZ8QAAAAAIBgILAAAAAAAAQDgQUAAAAAIBgILAAAAAAAwUBgAQAAAAAIBgILAAAAAEAwsggszaXpAAAAAHAZrxWBS0jznNKUKAAAAOBb5GmOpXlOaUoUAAAA8C3yNMfSPKc0JQoAAAD4FnmaY2meU5oSBQAAAHyLPM1xkJ9TTqs6AAAAwLfI0xxL85zSlCgAAADgW+RpjqV5TmlKFAAARDEwMOB1EkDQkKc5luY5pSlRAAAQQn5+/ujRo3ft2uV1QkCgkKc5luY5pSlRAACIns7OTrZenTZtmtdpAYFCnuY4yM8JI3cAALBNRkYG1ZxnnHEGJgqBQORpjj14TgPF09vbm5mZqZf70QgmeUoUAACEkJSUxJVtTU2N12kBwUGe5tiz59TM4jvuuOPBBx80EFhiowMAAKBJR0cHVZtxcXH0d8qUKYODg16nCAQEeZpjHwms9vb2nJycgYEBCCwAAPCWXbt2UbVZUlJC6ooO6uvrvU4RCAjyNMc+Eljf/e53n3rqKc1/KbekpaUlJCTk5uZu3rz55MmT0UQHAABAj4qKCqo2N2zYUFtbSwd5eXlepwgEBHmaY78IrJdeeunyyy8/depU+L9COHbs2P79+/Pz88vLy8PDNED4IwAAQFApKiqiarOhoWFgYGDChAl03NLS4nWiQBCQpzn2i8C66KKL9u7dq/kvTQ4dOpSSkmI7OgAAAAakpaVRtdnd3U3HmzZtouPi4mKvEwWCgDzNsV8EltUBJ/rs09PTbUcHAABAD6pg2SSDf/b19fGKwtbWVm8TBgKAPM2xXwSWwb+Un6WlpW1tbcePH29vby8qKlq9erWQ6AAAAKhpaGgIGbIqLy+nM8uWLfMwVSAYyNMce+kHS2+kSk9g7dy5c9q0aWPGjMnJyVm3bp0l33fylCgAAERJZWUl1ZkVFRXKma6urrgheNIQANvI0xwH+Tlh5A4AADYoKSmhOjNkF8JFixbRyfDVRQBYQp7mWJrnlKZEAQAgSniTnI6ODvXJ1tZWOpmSktLX1+dVwkAAkKc5luY5pSlRAACIht7eXqowk5KSwv/FvhuqqqrcTxUIDPI0x9I8pzQlCgAA0dDU1EQVZkFBQfi/mpub6V8TJkzA9s/ANvI0x9I8pzQlCgAA0VBdXW1ga5WXl0f/3bFjh8upAoFBnuY4yM8JI3cAALDKwoULDSRUXV0d/Xfq1KkupwoEBnmaY2meU5oSBQCAaODdnfV8ig4ODmZnZ/MuOi4nDAQDeZpjaZ5TmhIFAADb9Pf3U20ZHx9PQkrvmpqaGrqmsLDQzYSBwCBPcyzNc0pTogAAYJu9e/dSbTl9+nSDa0iEpaSk0GX79u1zLWEgMMjTHEvznNKUKAAA2IZHp1atWmV8Gbt6LykpcSdVIEjI0xwH+Tlh5A4AAJZgd+1btmwxvqynpyc+Pj4uLq6zs9OdhIHAIE9zLM1zSlOiAABgG/bCsH///ohXrlixgq68/fbbXUgVCBLyNMfSPKc0JQoAAPYYGBjgHZ3N+BHt7OzkyQFYuw9Turu7zShp4cjTHEvznNKUKAAA2IOaW6oqc3NzTV6fnp7OGuvRRx81WHUIfEhXVxcpaSq7J554wuWo5WmOpXlOaUoUAADssWXLFqoqFy1aZPL6P/zhD8nJyayxpk+fvnfvXkeTB0QxMDCwatUqLrixY8dWV1e7ufeRPM1xkJ8TRu4AAGCesrIyqipramos3VVfX5+RkcHVLImz7u5uh5IHhNDY2Mi+ZIlx48bxQXZ2tmvbH8nTHHvwnAaKp7e3NzMzUy/3T506dffdd6ekpKSmpq5du5Z+WorUZnIBAEAOpk+fTlWljYGogYGBysrK+Ph4uj0pKWnTpk3YDdqHdHR0FBcXc/s7derU5ubm00N7e/PKBoIO+KSjyNMce/acmll8xx13PPjgg3q5X1tbe8kll3wwBB1s27YtyugAAAAwg4ODrJD6+vrshdDV1cX7GBJTpkzBXjr+gcq0oqKCja5SUlJqamrUNnN0vGPHDmUYsqioSG+jJCHI0xz7SGC1t7fn5ORQv0cv92fOnLlnzx4+poP8/PxoogMAAKBAbSoLoyjDaW5uzs3NVZrqjo4OIckDttm+ffuECROoOEhgrVixore3V/MyanyrqqrYRz+xbNkyUsxOpEee5thHAuu73/3uU089pfkvJjk5WXkzPv30U3oPookOAACAQl1dHdWTCxcujD6owcHBLVu2cFMdGxt76aWX9vT0RB8ssMq+fft42pcoKCgw45Shr6+vvLycxzJHjRp11lln/epXvxKbKnmaY78IrJdeeunyyy9nsyq93KcP9cSJE3xMByNHjgwP0wAHHgIAAAICNatUT1ZVVYkKkPrD8+fP5+qXDkQFC8xw8ODBCy+8kDM/IyOD1LOl2zs7O9mnP0OyW+ASUXmaY78IrIsuukgpP4xgAQCAyxQUFFA92djYKDDM7u7uUaNGUbDp6ekCgwURyc7OZm1UUVHR399vL5Af//jHcXFxsbGxHFRubm5tba3t0BTkaY79IrDMDDjBBgsAABwiKSmJ6kk9Ax3b9PX1sfV0U1OT2JCBHmxOR0yYMCFKB7B0O6nkyspKtuJiG/mysrJoTOvkaY79IrAM/qX83Lp1K1YRAgCAcHjfG1JCTgReVVUlyroLmKGkpIQy/MYbb7S9IDQcUlr19fU8zKmsYNi1a5cNASdPc+ylHyy9kSo9gXXq1Km77rorZYg1a9bADxYAAAiBWkqqJBcsWOBE4N3d3XFxcfHx8cKHx0A4LS0tPM7kUG63tbWtWrWKxztjhlyVLl261JLMkqc5luY5pSlRAACwSkVFBVWSlZWVDoVP0o3Cr66udih8oFBYWEhZvWHDBkdj6evr27Jly6RJk1hm/fCHPzR/rzzNcZCfE6sIAQDADCyAnHMN2tjYGDPkPdyh8AHT3NzMw1cCJwcNqK+vV4y9zN8lT3MszXNKU6IAAGCVtLQ0qiSd20ZwcHCQTd1bWlocigIQvOmN1d0kbUPFSqI8PT3d0iIGeZpjaZ5TmhIFAABLkK7iYQ9HY1m7dm3MkH9wR2ORGdI6PJjk8kaQVhcxyNMcS/Oc0pQoAABYghvmoqIiR2Pp6uqiWOLj492ZvZKNwcHBqVOnUg7X1ta6HLXVRQzyNMfSPKc0JQoAAJbYtGkTe6R0OqLi4mKKaMuWLU5HJCE7duyIGdpKMkrHV/awtIhBnuY4yM/pvpF7T0/Pvn37XIgIAABEwW6Tdu3a5XREbBOdl5fndESyQaKKpBXlLcksTxJgaREDBFbQcKFEe3t7eYNM9M8AAMMINj9va2tzOqKBgQG2pjez6zAwT01NDStXT4avTltcxACBFTRcKFF2hRyDbU0BAMMH6hlSrZWUlOROdOxwa9WqVe5EJwMkW3kfG+e8bJjB/CIGCKyg4U6J5uTkUEQ33HCDC3EBAED0sOekgoICd6Lr6OhgPRf9nsGA4UV806dP9zYZ5hcxQGAFDRdKdHBwkKcIp0yZ4nRcAAAghOrqaqq1ysvLXYuR97PzylooYJCaSUlJ8YmDMZOLGCCwgoDLRu779+9X4sI6ZADAsGDhwoVUZW3fvt21GHm924wZM1yLMcBs2LCBMrOwsNDrhPxfTC5igMAKGi6UKMl2RWA1Nzc7HR0AAOixbdu2efPmvfzyyxGvZOdJra2tLqSKGRgY4EEXF8zqg01PTw9vuuyT1esmFzFAYAUNF0p02bJlbFtg3h0IAAAIh9RSbGwsO2c3XlbW39/PdjMurz4rKytzeV4ykFAGUjaWlJR4nZD/j5lFDBBYQcOFEs3NzeUqw9KmAQAAIJBdu3ZxN49Zu3atwcV79+71xD6aDSrS0tJc3tQlSv7whz/k5OT4pP/c1dXFVr9ujj5GxMwiBgisoOF0iSodQa44YOcOAHAftsjh1fI7d+6Mi4sztq9i/0krVqxwM5EMqTqKur6+3v2obXPWWWdRmmNjY71yN6XQ09Nz9dVXm3SL4DIRFzFAYAUBN43ceakzdwS5+wg7dwCAa1Afjx2yk6gi2cQnSVrxGb0lZmzY4Ilv5NraWv9YZ5uBNM2oUaMozQkJCd4KrIGBgeTkZJZ6nZ2dHqZEk4iLGCCwnIxSS/Hs3r179uzZY8aMmThx4tKlSz/55BODG20IJqdLlJc6l5WVnf5f/d7Y2OhojAAAwHR1dbGJQkpKSsgKG3b/SOc7OjrCb8zLy4tokuwQpAh5hosS737sNqisrFRaH28H3np7e9nG7rzzzvMwGXpEXMQAgeV8xF/P4jlz5jz33HN9fX1Hjx7duHHj3LlzI94STXTC4b5jXV3d6f81PNy0aZOjMQIAANHS0sJLt6ZOnRo+njE4OMi1E/2XGmb1v6gh5DlEr3x+8viZsZWYT1C8pXOavfUxwUNECQkJ77zzjofJMMB4EQMElvMR62cxfe306li6JZrohKDezItklt9WdgAAAkltbS2LpAULFujpJDrPI1WFhYXquS02GM3NzXUrsaHs27ePEkDCxXOTpojwZOv06dM9306xu7ubx4dc2JzbNsaLGCCwnI9YJ4u//PLLhx56SHM7Py4w0l5UI2zevPnkyZPRRyeEnp4eHoTnnySz6CdJLudiBADIDLVbJJtWrFjBM1aVlZXGGoXqKGUARjnJVlCLFi1yPr268Mymt5vomYHTyXMUPOvqVb6Rko4ZDgvVDRYxQGA5H7FWFnNlMX78eAPDvWPHjpE6zs/PDx9+jDFE8AOooNqBwi8qKlLOcA8jZEAeAACip6OjIzk5mQeukpKSuNWPCFWbvP6mqqqKz/A8jmIR7wlsvUqiwcM0RITXMCkjbd3d3ZT58fHxJFtdTglPDqalpfm/cdFcxEBZN2vWLAgs5yPWyeIjR47cf//9VAbGtx86dEgZMYomOiGw8aPakoDEFuzcAQBO8Jvf/IY7jampqZYmqrgrqIwY8RiDt9tOkFAYNWrUiBEjNmzY4GEyjOFBI0WYnv7f/YVcNrQdFpODCpqLGHhfaggs5yPWz2LSWImJica306uWnp4uJLroYTmlHuVmb7Z+rjIAAMMUnqIaO3asDRtnbuGSkpL27dvH7Z/nDmUSEhIoGRHrfK9gz5mUV+pBI3bQ6rL12HCZHFQIX8Rw3XXXQWC5EvHXs3jx4sXt7e0nTpz46KOPysrK1DZYypWlpaVtbW3Hjx+nK0nTrF692nZ0YuFeBWk+5Qz1MPw/7g0AGHY0NzfHDWF75Em9qZcfXCJTxU4pufDCC71OiDY8kRq+9wuvGzA5Pxs9w2hyUCFkEcOmTZuUF8/rpLmEl36w1Ep2586d06ZNGz16dGZm5sqVKz///HP19eprxowZk5OTs27dOkt7LDhXoty/CTFp7+zs5I/BoUgBABKi2KpHMzpOrV1hYSFXvxGNMVyAq1B6Lq8TokFfXx+P84V7EVPWFbqQjOE1OahGWcTA09PUMWhsbITACgLuGLnrOWUIH9YCAADbkDBiawT6G+XMVG9vL+/6EqPvDdJNuLb0ocdRnlEtLi4O/5fir2Hfvn1Wg7XqeGzYTQ4q8CKGKVOmqBdYQGAFDedKlN2Kqu0fmXDDLAAAsA3vMzhhwgQhi9d4viYuLs4PnUAWEH7bl5BULDs4bGpq0ryAjeFKS0stBbt48WK6q6KiwuT1w3FyUIHSPGLECJbyiosQCKyg4VyJ6q3E4aWF9NeheAEA8hC96ZVmmJr757gPDxTpOf72ChJ8MYaOWNlfA2Fe8pJoGzlyJAU7atQoM93v4Ts5qDB69Ghe8aoMu0JgBQ2HSpTeGL2VODzl7JWduyUDNQCAnxFieuVnWlpaXLNnMg93nmtraw2uYX8N5jvSPHCoDOrQ7cYjiMN3clDhhRdeuOqqqw4cOKCcgcAKGg6VqMFeE/TZxKjcu7vJSy+9lJiYeN5553m1xRgAclJXV3fmmWdef/31AsMUaHrlW6im4qEg/1RZvAJOb7MXBcVfg5k+LV3Mj9nU1LRlyxY2S6I2Qk/DDevJQQMgsIKAC0bu9JHE6O+ZwCaQBl7pnYCq4MzMTH5kb10IAiAPra2tpaWlysiEwK9erOmVb2GvBy0tLV4n5P9hfmjKpL+Gvr4+tuhS/EJRJ5wHqIiCgoKQ6doATA7qAYEVNBwqUfYoQzJL87/88bj8ebDXFiI2NvbgwYNuRg2AhDQ2NipeD5isrCxRgTtheuVPuOIKXy3kCV1dXeaNq0z6aygpKWEhFTIMSQ0Ez//Gx8eTmFb+G4DJQT0gsIKGQyXKTj70dqtgO3fzq0Wih31GUL3AcwrwdAqAQwwMDOzYsYNrAJ7ooS+dbYlEbfQeeNMrNXr+bjyBt+IwuZ2zGX8NPNdBL4mmK4q+vj5l3+6pU6dSOOvXrw/k5CADgRU0IpZof38/VY6WTBzoFu526M2+h28C7Sitra08qU89KqqaeXg58B1fAFyDGsK9e/fS36qqKpY+LKdqamqUZS6iHODJYHqlhpRHjD+cM1PFzoVINarJW4z9NVA4vBbKeNkgNUCkrtRDoY8//rjl1A8HILCCRsQSzcnJidHaD8EA3mLdYGSYOh+u2blT/T5lypQYla8RXvlMPWwZamcAXCArKytmaIE9t395eXl1dXUh35cowwBJTK/UsGZ12Wg1HJLLPJdn/hYDfw0k11g2mWlcqK9eWVkZGxvLL5ilnbyHERBYQeDrNu4RnpR9dVxwwQXmw2cftWVlZQbXsFWjC1VGcXExqz1lOI0OWHIZLzMGAJiEWlCuTOhz0xsb5nX4Ubp0ksf0Sg1bKe3YscPbZHC1adVHtJ5RPNvpkhY37zrn9ddfv+2225588klLCRhGQGAFjYgleu6559I1Z599tvkwuTowXjxi5pro4c5uWlpayAQ/7zlN58PddAEArMIWV//6r/9qcA0PbM+YMcN2LI899hj7opTB9EoNd1ktTSMIh+06SGNZHfjX9NfArkqTkpL8sB+Rf4DAigwPZubk5MTHx9Pf++6779ixYwJTJhbjEqVn4TnyGCvrhHl0yvjLEdKdNaapqYkN2zU7u7y+yU1DewCCCts4GtsdRzTNjMj48eNjhlYBy+YumDVKXl6eVwmgDuq3v/1tSkNNTY2N20P8NXR2dipGsUKTOeyBwIrM6tWr586dS/KCagH6O2fOnJ/85CcCUyYW4xJln3KMYsNkTE9Pjxn7Kt453NJ0viXoG2Z7TFJymhe0trbyXIPnlg0ADGvoC+IhiohXckNrYw9ghv3Y3XzzzfZuH74oHV1P3I1Slc4Dh2PHjrU35K/21zA4OMiO4K3uVCgDEFiRSU9PV6+UoWM6IyJJjmBcomzVyIM91Ocw83mbXCHIdu4UprXkmoPSyVW58dpmXgAMlw0ARANPuJv5jlatWmV7FIQHwKhHJNvwFTNjxowYj9Y+s4AmLr/8cnshqP01lJeX00F2drZ/fNP7BwisyPhfYJk3cqdOBg/kFhQUmLSyZB9Xik9eA+gbiziTaI9FixbFDPlNMf6G4bIBgOgxv30773Biz0Ukz/hHY8I1rGFdojce7yh9fX281Omtt96yHQj7a2BbPVLJQV0GGCUQWJFZvXp1UVHR22+/TbKd/tKxySlCTcWze/fu2bNnjxkzZuLEiUuXLv3kk0/Cbzx16tTdd99NWiE1NZXeY/ppPrXGJcrLRlpbW7lmNDOjxy5qzKw04dUlwu3c2XOdSfNJuGwAIErM+1/o6OiIsetu1H3vxL6ChwmLi4vdj5pr1MLCwmgC6e7u5nlGorq6WlTaAgYEVmRIV61bt+5b3/pWfHw8/V2/fr0lI/eQLJ4zZ85zzz1HfYijR49u3Lhx7ty54bfU1tZecsklHwxBB9u2bbMdnRr1LF5/fz+bJUa0WDLvTpCXxoi1c3/66ad5xbhJdztw2WAbkqRdXV3UEyUxfdFFF02dOvW9997zOlHAAyx5abLtbpQNFaz6CAgMlGNmbFudgIed6uvrowmEXfkTl156qaiEBQ8ILOcj1s9iUjkJCQnh52fOnLlnzx4+poP8/Hwh0bEdutJxYbclxhMBlnqoEf2RWkXZ+MxSNxcuGzTp6elpa2ujavGBBx647LLLbrjhBnoBFixYUFBQkJ2dzWo7hMmTJ8OuQjasOg22526U1Dy/cjJ/pGZWZwuH1zlR9Ril6Ru3Jk5MWQQJCCznI9bJ4i+//PKhhx6aP39++L+Sk5OVBdKffvqppV6OQYmGjMkru4kZzKZZ2jaL6sqYoWXbUU7P0bPX1NTwyhTijDPOsBqgbC4blMGnf//3f8/Ly/vGN75x8803k34qKiqin1yPm4GUFl1Pgj41NZXH/0l+QWNJhdXlwPb8s3AzP3XqVOsJDA6KRaybkXK/WkjdSKq6vr4exhgGQGBFhnoY1OSMHTtW3RRZiFjrYg5k/PjxmuPwsbGxJ06c4GM6oKZO83Y99FISbk3Fs2lNTU16t7AlpvmN3xUbL5PXq6EeFX2u1CFWvEgnJiZSgDYmEQLpsoEqsldeeeX666+/5ZZbIg4+hUN9VmrPSHpeeOGF9HPSpEk7duygvCWdTeIsfCCho6ODp4rsaay33377iiuu+NnPfub/+renp4f6Od/5zndkHk1RsDrRb8/dKC9n9tbTpudwJqxYscK1GOkNZ/cQ9HW7FqnMQGBFhuqOjRs3/v3vf7cZsU4WHzly5P777581a1b4vxwawWJrCfUeUtz7NPBfwsNI5hflsZ27yT4Ztev8nVMbT7WMIhRIGJWUlFD3KJpB7MC4bKBcqq2tpYzl4tODB59IP02ePHncuHG333476SeSzvv37w/f1p6y3Yzusa2x6IVRStP/Kzopezmp1113nddp8R7+hM3v4mLP3ahP9orxFvo2Y4ZW5LgWoxDzdmAeCKzIUN3x5Zdf2o9YP4tJYyUmJoafd8IGq62tLSbMmooNLekBNfvu1AZzd8d8z577ZMa7FjJcuRBnnXWWohJIy1IVYOw/2iTD2mUDNVoNDQ3Uv+cRQQVSTixAN2/ebDD4JBCrGoveGV6/zcTGxvrfUv6tt94aMWIEv4py+mRSw/v1WhqEtuFulL0oBWmA2QY2KtgoEWLeDswDgRWZs88+O3wMwELEX8/ixYsXt7e3nzhx4qOPPiIhorbBUq7cunWr8FWEeh5reO9kkjXht9joYPEWEGbs3HnvKmX0pbKyUnhtO+xcNjz55JMkMS+99FJlkjRmyNyYSq22tpZeQnqQxsZGl4f3zWssSiEPeVL6KfNnzZoV45GnH0vwpBgj+V4fynCUpU/GqrtRXjpjxlN84GF/hPRRuxCXKPN2YB4IrMj8+te/LikpUc+smY3y6/DJnTt3Tps2bfTo0ZmZmStXrvz888/V1/PBqVOn7rrrrpQh1qxZI8QPFom5GC2HJSx0NCURjycvWrTIfOwm5wvosvz8/JghK7SXX37ZfPiWUFw2bN682aEohBBi1M8ChWreDRs2UJ3oB3VoRmPRi8TTgiSXeTCDV1GEbArrQ/glYYtjD7eH8wP29siz6m40GvekAaOioiLGnE/X6BFo3g5MAoGlc3UkHEqlPcykjYfxqQINOU+NH0+lha8W5g9Sc3DLAB6FNnDsS4qB7Tyo6bXhPscS7LJhxIgRjz76qKMR2SDcqJ8X7hUXF/tw4Z6BxqKf/KqwTFHPd/B+IPa2UnEH9ieekZFBxcEPOBznlEXBfSqrZtdW3Y3y2+Lnt8I1TG5EFj0wb/cEv0kF55DmObVKlJpAXlWn2XLzCH94zyaiVNKEt7UxkGV8ATVmLnzqbGTGA+NCTLuigZpwHo7SM+qnStD2vrkuoKmxWltbeQSIHid8fo3bDz8PYrG1Na+T5TUfAVgYYRteGmK1T3XaortRG2ZeQcXRLVzVwLzdEyCwIjNixAiB6XAazRI1HvlnWyuSIOrZKHuLg05HWnvMfh+oQgkfS3OIn/70pwkJCTFDTndszPOKoq2tbfz48cnJyRMnTlTGGgUa9btDiMaisubhN3q19OQyD536c70YCQJKP73k/GJQQXAvX1rja71x7oiYdzdKWc01gB/mvv1ANK5tzAPzdk+AwIrMN7/5zf/5n/8RmBRH0SxRNuM1WNzHn5/a45Rtt+wGYo6tzqlJa2lpsRpsNFCdzg/ozrCZJjw2wDhk1O8OisaKjY3lxyHRbKDCeZaWWhEfNqi84FHtpoRHc80sgw0eyqI2GzPU5t2NujYpNlyIOOQfPTBv9woIrMg88sgjP/jBDz788ENLxuZeoVmiEX3bsAJTe2yPqMn0oG+YpyNDPmYeo6bzVnfVEAK1Gbxgh2oZ1wbPmN7eXs5/YuLEiS+99JKbsTsBaSxWVyNHjoy4AIqabe6j+20QixLGSlH9PrA3Ez3HJcGmtbU1xq53dfPuRnkMe8OGDTZiCSQ21hJZBebtXgGBZeJOLQSmLHoipi3iplc9PT2sipRJNLZNsbfPFE80qI23SFTxXJKHezCT4GOhk5SU5M666NNDD84uf1JSUvymMKLhxz/+cWJi4vr1681czKvG/LZAj9fPhnshYccl4ettA080i/vMWxTwugeZVxKEwLqWOiEOhQ/zdg/xm1RwDmmeM6xE2eghojt4VlRKuxLNRqQ8HaasEqLKlNWV543W4OAgzwFReixpx8cff3zlypWWfGaqB64WLFjg9HpJP0PZnp2dHTIH7Tk8ohmu+JV1hT6c03QUHluy/ZGacTdqvNpGTpR9rx2yxYR5u4dAYAWN8BI1afTAl3GH3qQm00M96L13716uPqxuB+scvOl1jImF4tS5pIuzsrKU0UGqp7Zv3x6xeQjqwJVteOmDfwaxeCqQ3kzNouRlbrJZBEfp9NKMu1F2jWbDsjPYhO8SKxCYt3sIBFbQCC9Rk77sqCPFmmD//v1RGqIqLuA7Ojo4zGXLltkLyiGU5W+aso91Vcg2NcSoUaP4ID4+vrS0lJqi8EEODFxp4jcvU+x3V8/EkHcntLqB8XCHXS3YHkcxM8O4YcMGX/W1fAJ3+dauXSs8ZJi3ewsEVtAIL9HCwkKTHVOWYtQTjfKDZzv3mKFVe1zn+nC2RTELW7RoEScvXFdRxbRixQrSBK+++ir7qaJWhLubygXUWijWZhi4MoAHsfwwVdHf38+jqnoz4PQCczn62S2ZWDo7O2Oi277GjLtRtm/zZJmLn6HKOWbI9YnwkGHe7i0QWEEgZKAl5L/mJ/h53oTEAU8WRDNknZmZyYmhoHzbeWppaeHMob/cfQ/RVXq6sLu7u6qqisfemUmTJiUnJ2PgygCSp5zJ5p10vPbaa1dddRV7ARWIGasU9uAgz3Yu7E0jSierEd2N8ufmoTs6f0KfRoz1LSAjonQkYN7uFRBYQSOkRK0uUVHviBeNSmB3miNGjPC5F839+/fzEhvizDPPNNZV4VD2lpeX80AdPy8GrgzgGSKTrXhXV5eiWQ8ePCgwGayMjcdRlHW1kmhlHrSOclM8Y3ejTi+XG9aw2Z/VbTOM4ZluP4wZSwsEVtAIKdHt27fHfN2VojH8TUYc6o9IfX19ZmbmvffeG00g7lBTUzNmzJj8/Hzb3Ue68bbbbqNA7rzzTrFpCxjKIFZEv9WKO1OGSkfUujN2hEuBRyxu9gApyfSKeVfsBhi7G+U5Yr+ZY/qEkJXXQuDeMszbPQQCK2iElKjV75aawNGjR0dpjTHsEDIy70M7Mx/CvgDULm3DUVaeUuf7lVde0dtk2h7U2TA5VMNrNUgRyuBTgDM5yt0FjN2Ncs6Hb1gJTlvvCUdE2QDNtxYaMgCBFTRCSpRnQyzZ6ubk5PCwgT0nWAAY0NPTY+z2cNeuXayulLURmptM247d0sQfGyM6uo2JH+Ath227ZVEwdjfKhQh7IE3Y/jU7O1tUgOw1Q5LxV98CgRUEYr6Oct7ehs0vvfRSRkbGLbfc4kBKAfh/g1iaU0XUj1fcZ6hHBEVpLN4N07zpOvsrCbzZkMBVbHruRru6uoRouAATcYmAeWDe7hMgsJyMMkzxEC+++OLcuXNJ9EycOHH58uWfffaZwY3ht5uJVDm2vWEzAM5BbS0PI4VMSLH6ITZt2hR+V/QaixQb70/Q1NRk/hYf+qAXDm88KsQ9lZ67UfaSZTw1LDkCfVjAvN0nQGA5H/HXs3jevHl79uyhFuLw4cMrV66cP39+xFtsR8ctFtz6Ab/B7nmoMVbO8LAWqS6D3Sqj1Fg8HGV1M2M2zbbtdHdYEHEzePPouRtl4eX5Zll+RqAX1gsuuADm7X4AAsv5iPWz+OjRo4mJiZZusRRdNBs2A+AcnZ2dpKXi4+N7enoGBwe5gaefEbvv0WgsHiGwulDL/MrH4Qv7CBDygHruRm0Yg8qG8RIB8/z85z+PGQ4ucmQAAsv5iPWzmLrUmqO4vPojISGBaqXNmzefPHnSXnRCVgYB4AQsqpYuXcqe8ZOSkvbu3WvmRnsaiz2Vk4YjwWQ1qTy6tmTJEqs3DgsUS01Ry2DDbYkccqQZMOyZzIZAOcw+CImuri5xqQN2gMByPmKdLD5w4MDkyZPfeecdvRuPHTu2f//+/Pz88EHjGEP4GliVAj/DbicZEkyWlqza0Fi8DdSKFStsJJXEWWxsLN3+wAMP2Ljd57BjMIH7cIe71OLJWZgEReTCCy+kjLryyittayzeZPOMM87Ytm2b2LQBG0BgOR+xVha3tLRkZWW98cYbEW8/dOiQJZGkRCdk7wsAHIJdA3BjYGOQVdFY3/nOd9566y3ji6m54mEV256yR44cSbdTj8je7X6GNw6yJz01CXc3yvsOObGZccCYOXMmfxT2zKfq6urYkFGsR3hgGwgs5yMOy2L6eCZNmvTmm2+aub27uzs9Pd1GdDyvobkgCwA/sH79+nPPPdf8mr4QSGONHz+eG6R77rnHwOKELa+jsW654YYbKIQrrrjCdgi+hX0RC/T1FW5LRMcxVhZvSsvzzz/PY6WXX365VRPD1tZWds0AV67+AQLL+Yi/nsUPP/xwVlaWpnsS5crS0tK2trbjx4+3t7cXFRWtXr3aRnTsIxGVGggwzz77rHpyfMKECQsWLKioqKA+DH1BisUP7xkSzSo59oudm5srKOE+gj1XmTSAM0OILRH9ZdeyNqzfJOQvf/mLDRNDytspU6bEYCcinwGB5WSUWqZR4SZTylekXLNz585p06aNGTMmJydn3bp1lubjORBqWlCpARn4xS9+cdlll5GE4u67GvoESD1cccUVPBEZje0w3cseUAO28YhSUYjdDkjtblS4jVfgsWFiyCtk6SsI2Ps53IHACgLhSo4tiK26/AFgWNPZ2dnQ0LBhw4aSkhLu0CtQdyXKwFk0BMy6xaGKQu1ulL3xlZWViY0i2FjSWOxAKy0tDcsG/QYEVtDgEmXD1UWLFnmdHAA8g1qmffv2zZkzh76F66+/PsrQ6GsSa6vkB/T8ggoMlhcVwumlVUxqrKamppghw/bm5mY3kwfMAIEVNLhEA9kYAGCPnp6e6ANhl+5q7/MBgJfCCHewrnY3KnCLPdmIqLE6Ozs5e7GYyZ9AYAUNLlGBrpkBAKf/15YoYDt78lKYxsZG4SFzw8/bSGdnZwsPXxIMNBb95Glr7PDoWyCwggYbtsfAbzIAQhHu8dwPsAxyYk8VnhlkN/2lpaXCw5cHPY3F0xTUlxa7QAEIBAIraMQMuWbgr9HrtAAQKNhwPjADw7x9EDXeTgTO7kYZgw28gRnCNRZb2SYlJVnaAgG4DARWEAhZRRjuSRkAED28f2Jgdk93dLMHdjfKBEaSeohaY1EXmp2GRNwcHXgLBFbQ4BoT3x4Awqmurg5S16WyspIeh/46ETjPqMZgO1RxKBqLqaio8DpFIAIQWEGDa7QYbKUOgGjYZDswk++O9sS6u7tHjBgRE1D3917ByzOJ1NTUINkCBhUIrKDBn59DdhUAyAxvUJ2UlOR1QsTAwyE2dto2gyIF5s+f70T40rJkyZIzzjhj27ZtXicERAYCK2hwpTZ37lyvEwJAAMnIyHBOlLgJi0VH5++ef/752267Dbt1AWmBwAoCMWEEzB0iAD4hMAaOAZvuBMCHQGAFDSrRH/3oR16nAoBgwobhAbAvDpjBPgA+BAIraMhTogC4T0NDg3OuDdyEXU7s2LHD64QAEFjkaY6leU5pShQA9+nu7qZPLC0tzeuERAt20wLAaeRpjqV5TmlKFABPCMDuxYHc9gcAvyFPcxzk5wyxcPc6OQAEGd5fr6GhweuEaLNnz57Zs2e/+OKLBtfwxtV5eXmupQoACZGnOfbgOTUVD1V8c+fOpb7jxIkTly9f/tlnn4XfeOrUqbvvvps6yqmpqWvXrqWfliKNNt0AAH0qKip4QyqvE6JNUlISJS82Nra6unpgYEDzGt7JbsWKFS6nDQCpkKc59uw5Q7J43rx51MXs7+8/fPjwypUrNb3w1dbWXnLJJR8MQQeWfMrJU6IAeEJ9fT19ZSUlJV4nRJuxY8cqXbvs7GxNM3aSVvRfklnuJw8AeZCnOfaLwFJz9OjRxMTE8PMzZ84kEcbHdJCfny8kOgBA9LS1tdFXlpGR4XVCNOC0paenNzU15eXlscyig+bmZvVl/K+9e/d6lU4AZECe5tiPAquhoaGwsDD8fHJycm9vLx9/+umnlrwty1OiAHgFT8P50Ef5pk2blLm/wcHBHTt2sOt5oqioiNcM0vn4+Hg609/f73V6AQgy8jTHvhNYBw4cmDx58jvvvBP+r9jY2BMnTvAxHYwcOTI8TAPEph8AEEJBQQF9aCHDQn6AE6Y2wB8YGKiqquKVj8SyZcvYlRdVPh6mEwAZkKc59pfAamlpycrKeuONNzRvwQgWAH6mrKyMPrTq6mqvE/I1eHvB+Pj48KGpvr6+8vJyHrhSaGtr8ySdAEiCPM2xjwRWfX39pEmT3nzzTb1bYIMFgJ/Zvn07fWgLFy70OiFfY8eOHZSq4uJivQs6OzsXLVqkCCzYYAHgKPI0x34RWA8//HBWVlZHR4fBlVu3bsUqQgB8S2trK31oubm5Xifka5SWllKqamtrjS977bXXrr322n/7t39zJ1UASIs8zbGXfrDUplHhJlPKeL5yzalTp+66666UIdasWQM/WAD4isHBwbi4OCfsxPU8V5lJEpved3V1CU0RAMAm8jTHQX5OGLkD4DJOeDqoqqoaNWrUjTfeaOPe5uZmHw6qASAz8jTH0jynNCUKgIeI9dXZ2tpaWlo6YsSImCEn7DYcQJSXl9O9lZWVQtIDAIgeeZpjaZ5TmhIFwENE7TbT2NhYWFjIY88jR46kv0lJSTYmCqdMmQK7dQB8hTzNsTTPKU2JAuAhUe6XTBJqx44dubm5LK1SUlIqKip6enqmT59OP7dv324ptI6ODrorLS3NXmIAAE4gT3MszXNKU6IAeEh/fz99a3FxcYODg5Zu7Ovrq6qqmjBhAkurjIyMmpoaZU6QNzq0akpVXV1Ndy1atMjSXQAAR5GnOQ7yc8LIHQD34fEn3n/GDK+88sqVV16ZmJjI32leXl5dXV2IPqOfvLlNU1OT+ZTwJCOJMwupBwA4jDzNsTTPKU2JAuAt7HfK5HReT08P27CzL1CDbXZ4OMrAX2gIfX19cUNgb0EAfIU8zbE0zylNiQLgLayEysrKzFzMOwASy5cvN76SBBN7tDK5lU1dXV3M0F7OZi4GALiGPM2xNM8pTYkC4C3semrGjBkRrxwcHGS/WTfddJOZFYLsc8HkEkXe/cZvGyMCAORpjqV5TmlKFABv6evrY68KEa/kvQuzs7NN+l/o7OyMi4uLj4/v6ekxvpKkW1paGgVOt5hKNADALeRpjoP8nDByB8AT2CDdeC6PdBivGbRkhF5SUkK3bNiwwfgy9hYxZcoU8yEDANxBnuZYmueUpkQB8ByWQcbKae3atXRNQUGBpZBZOZEyMx704sArKiosBQ4AcAF5mmNpnlOaEgXAczZt2mSsbzo7O+Pj4+ma/fv3Ww3cjNPRqVOn0jUtLS1WAwcAOI08zbE0zylNiQLgOY2NjcYr+BYuXEgXLFu2zEbgEZ2OdnV1sRGYVWenAAAXkKc5luY5pSlRADynu7ubN7rR/G9LSwsLoIi26ppEdDrK+yGWlpbaCBwA4DTyNMdBfk4YuQPgFbyIr6urK+S84pph06ZNtgM3djpaVFRE/62rq7MdPgDAOeRpjj14Tj3FE1EJRSOY5ClRAPzAggUL6KNraGgIOW/VNYMmBk5H+/v74+Pj4+Lient7bYcPAHAOeZpjz55TL4uNBZbw6AAATlBRUUEfXWVlpfqkPdcMmug5Hd21a5eNxYkAANeQpzmGwAIAiIeFzoIFC9Qn7blm0ETP6ShJrijnHwEAjiJPczzMBFZaWlpCQkJubu7mzZtPnjwZfXQAACcgAUQfXUZGhvqMbdcMmmg6HeURMpP7FQIA3Eee5ng4CSzm2LFjVEHn5+eXl5eH32uAmHQDAMyRkpJC351iCxWNawZNwp2O7tu3jw28REUBABCOPM3x8BNYzKFDh/QWgUcTLABAFAUFBfTdNTY2no7aNYMeIU5HKysr6WdZWZnAKAAAYpGnOR6uAqu7uzs9PT366AAADsF26NXV1UJcM2gS4nSU9ZaefywAgB+QpzkeBgJLOVNaWtrW1nb8+PH29vaioqLVq1dHHx0AwCHq6urou1u4cKEQ1wyaqJ2OsnfTpKQk4bEAAAQiT3PspR+sENMog/N8sHPnzmnTpo0ZMyYnJ2fdunWWqlF5ShQAn9Da2sp27qJcM2iiOB1lGVdSUuJELAAAUcjTHAf5OWHkDoCHDA4O8rJBRx1TKU5HeYNn402gAQCeI09zLM1zSlOiAPiHiy++mAWWKNcMmrCxFyPWiB4AIBx5mmNpnlOaEgXAP1x66aWsezo6OpyL5eDBg7GxsRQL6TnnYgEACEGe5lia55SmRAHwD4899hgbnju6M2BjYyPLuPnz5zsXCwBACPI0x9I8pzQlCoCvaG1tdXrf5a6ursTExNjY2ObmZkcjAgBEjzzNcZCfE0buAEhCX18frK8AGBbI0xxL85zSlCgAAADgW+RpjqV5TmlKFAAAAPAt8jTH0jynNCUKAAAA+BZ5mmNpnlOaEgUAAAB8izzNcZCfE0buAAAAgK+QpzmW5jmlKVEAAADAt8jTHEvznAAAAADwAV4rApeQ5Tmt4tob4E5EQYrFtYgQi28jQiy+jQix+DaiIMUyXEBeaINPy7exuBYRYvFtRIjFtxEhFt9GFKRYhgvIC23wafk2FtciQiy+jQix+DYixOLbiIIUy3ABeaENPi3fxuJaRIjFtxEhFt9GhFh8G1GQYhkuIC+AMPBp+RYUjW9B0fgWFA2IErxAQBioj3wLisa3oGh8C4oGRAleICAM1Ee+BUXjW1A0vgVFA6IELxAQBuoj34Ki8S0oGt+CogFRghcICAP1kW9B0fgWFI1vQdGAKMELBAAAAAAgGAgsAAAAAADBQGABAAAAAAgGAgsAAAAAQDAQWAAAAAAAgoHAAgAAAAAQDAQWAAAAAIBgILCANqdOnbr77rtTUlJSU1PXrl1LP/l8zNdJTk42f6/eeWAJvWx8//33FyxYkDIEHdBP8/eiaISgl419fX1Lliw588wz09LS7r//fkv3omhEodRa6pNmshdFA+wBgQW0qa2tveSSSz4Ygg62bdsWfs0jjzxSUVFh/l4zYYKI6GXjzJkz161b1zfEPffcQz/N34uiEYJeNi5btqy0tPSTIW644Ybf/va35u9F0YglRGCZyV4UDbAHBBbQhprnPXv28DEd5Ofnh1xw/PjxyZMnf/zxx8oZpebSuzdimMAMetmYkJBw9OhRPj5y5Aj9VG5B0biDXjaOGzfu8OHDfEwaq6CgQLkFReMyIQLLIHtRNCBKILCANsnJyb29vXz86aefpqSkhFxA3bVbb71VfUapj/TujRgmMINeNi5cuPC+++774osv+vr6Kisr6adyC4rGHfSykQQW/eRjUlrq7EXRuEyIwDLIXhQNiBIILKBNbGzsiRMn+JgORo4cqf7vV199de6557a3t1u61zhMYBK9bPz444/PPvtstjKhg7/+9a/m70XRCEEvGxcvXnzLLbccHuLmm2+Oi4szfy+KRiwhAstM9qJogD0gsIA2xp2z+vr6a6+91uq96PAJQS8bi4qK7rnnHsUGi36avxdFIwS9bPz8889JV6Wmpqanp//yl7+cMGGC+XtRNGIxP4IV8RoUDTAGAgtoY2xekJeX9+qrr1q9FyYLQtDLxrFjx+rZYEW8F0UjBDPZ+Nhjj5HYMn8vikYs5m2wIl6DogHGQGABbbZu3aq3QGb37t3/9E//FH6LUnPp3WsQJjCPXjZSdV9ZWckjWPfee6+muS6KxlH0svGWW27p7u6mcnn66aczMzMPHjyo3IKicZkQgWWQvSgaECUQWECbU6dO3XXXXexUac2aNWoXLwUFBQ0NDeG3KPWR3r0GYQLz6GXju+++W1xc/I0hrrnmmvfee0+5BUXjDnrZ+MQTT0yaNCkhIWHevHkHDhxQ34KicY0QH3580iB7UTQgSiCwAAAAAAAEA4EFAAAAACAYCCwAAAAAAMFAYAEAAAAACAYCC2jz4osvzp07Nz4+fuLEicuXL//ss8/4vNV9T/XCCUHv9t27d8+ePXvMmDF0+9KlSz/55BO9BGvu5Gpm/2MAAABAOBBYQJt58+bt2bOnv7//8OHDK1eunD9/Pp+3uu+pXjgh6N0+Z86c5557rq+v7+jRoxs3biStZpzscCc3Efc/BgAAAIQDgQUiQ+ImMTGRj6PxuacOJwQzt5NK03SeqSZEYBnsfwwAAAA4BwQWiExDQ0NhYSEfR7NrhDqcECLe/uWXXz700EN6A2AKIQLLYP9jAAAAwDkgsEAEDhw4MHny5HfeeYd/2t73NCScEIxvZ+Oq8ePHd3Z2Gqc2RGCZ2f8YAAAAEA4EFjCipaUlKyvrjTfeUM7YG8EKDyfEJj3iCNaRI0fuv//+WbNmad6uDlb908z+xwAAAIBwILCALvX19ZMmTXrzzTfVJ23YYGmGE4IZGyzSWHomXAohAsvM/scAAACAcCCwgDYPP/xwVlZWR0dHyHmr+57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