Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: george_siscoe_100905_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 23 2001 |
Start Time | | 2001/08/23 11:00 |
End Time | | 2001/08/23 15:00 |
Key Words | | cusp position for typical northward IMF |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | george_siscoe_100905_1 |
Minimum Dst Value | | -12 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEp1biAxNiAxNDowMzoyMCBFRFQgMjAxN5OokwQAAAGydEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiZ2VvcmdlX3Npc2NvZV8xMDA5MDVfMTogQkFUU1JVUyBwbG90IG9mIHJobyBhbG9uZyBDbHVzdGVyLTQgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDEtMDgtMjNUMTE6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDAxLTA4LTIzVDE1OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC40ODEzODk5OTk1LCAibWF4IjoyNi44Njg0MTAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19fNKGrwAAAARnQU1BAACvyDcFiukAAC/0SURBVHic7d1/cBT3efhx9ANxCAUOowgZhCwBruWJkBUqp6KS64McjmxsrNgKVWxs05gYmohGSfihGAXjVHGoR7jCIaAOuJVncKNQTap2ZKxmVNRWbRSPHDStElQMsUzOrjBn92yfUwGH4fv5ar/d7+V+6XRa3d7t8379odk77e1+nnvu9nlub293xnUAAAAYaobZAwAAALAaGiwAAACD0WABAAAYjAYLAADAYDRYAAAABqPBAgAAMBgNFgAAgMFosAAAAAxGgwUAAGAwGiwAAACD0WABAAAYjAYLAADAYDRYAAAABqPBAgAAMBgNFgAAgMFosAAAAAxGgwUAAGAwGiwAAACD0WABAAAYjAYLAADAYDRYAAAABqPBAgAAMBgNFgAAgMFosAAAAAxGgwUAAGAwGiwAAACD0WABAAAYjAYLAADAYDRYAAAABqPBAgAAMBgNFgArmDHD+K3ZT3/605tvvnnCJU/HqqdjmYm8XsB6eC8h0bHFRzSm43VSWVn54x//2JRV02AZyJJBIfHxsgPCmvG//O+8du3azp077Xb7/PnzGxoa1M3I93s8nkcfffSGG27Izs5+6qmnJlzOjN8W2yAnnDklJWXhwoW1tbUul8t/hmeffTYtLU39DX5IwKjef/99Neybb7559uzZKoT777+/p6cn4CELFixYt27d66+/rt8fckjaRIQFRhnaFGcINnfu3EuXLk191TGY7p5geHj4gQceUC/LjIyMsrKyv/mbv5nKeg0crdvtXrJkSbgFxrNVoi3DFPECAiYQsJ1tbW1duXLlG+PUxJEjRyLfv2nTJtXHXBi3YcOGv/zLv4w8/7RWOH22jz/++O233/7mN79ZWVmp/1fdWVhY+Pzzzy9dulRNR17F5z73uS9/+cuqebp8+fLFixd/9KMf3XnnnQFzvvvuu9/+9rdXrVoVYZD6nREWOKnQYp4h5ockXYOlnmTVXjc3N58/f151kD/72c8efPDBqazXwNF+5StfeeaZZ2iwYAG8gMRR29OtW7eqT65qC/tnf/Zn/hX3T//0TwsKCubPn/9Hf/RHH330kT7/1772tYXj1IT+gV498LnnnsvLy0tJSYlhsSH19PR8+tOfttlsN910U3DDEfK/Pp9PlfD8/Hy73a4KRuQxT2owuoDtrGoXTpw4oU2riYqKisj3L1iw4J133tGmVY+lNzTh5jeqwkXuZjTvv//+7Nmz9ZtdXV2q1VMTt99++8svvxz5seqB6uETDubDDz/UVxF5SBEWGDC/eoHl5OSoF9tXv/pV1Y0FLCdk9iPvFJzsQwJe/Orm4cOH1ctSvTjLy8uHhoYiLDbAmTNnVHOjYpk7d+7nP/95t9sdTTiRVxrynejvoYceampqCvf0BkwE3Ax+GwY/UeHeaAHPW7DTp08vW7ZsbGws3EslYEUBC5zwyQw3sODNSPC6otkS3nHHHT/84Q/1Aav+9cYbb4zmVQ1LosESp7Gx8e6773573F133aVvPvbv3//Zz372jTfe+O///u+NGzd+4xvf0O5X2x2n0+kat3r16j179mj3qwfef//9aiGxLTYktTHq6OhQWy61YXr88cf1FUX4r6oTDofj3Llzavn19fWRxzypwegCtvVq261vuC9evKi2yJHvVw2WuqlNq05rwvnV6rKzszMzM4uLiw8cOHD16tUYBhnynuu/XWlGR0d37drlv5fonnvu0Xaw/dVf/ZWajrxAle4NGzb867/+6//8z/+Em/O9995TL4zPfOYz0QwpwgID5lfJfWucmti7d2/AciK8YsMtc7IPCXjxq5vV1dUjIyOqYD/99NN6rxxusf5KSkpOnjypQlZluK6ubvPmzdGHE3Kl4d6J/lSL8Ktf/SpcaCFjj/w2DJg53Bst4HkLpl51L730UvACg4cRcoETPpnhBhZyMxKwrmi2hN3d3bfeequ+91c9P/v27QsXLCyPBkucpUuXDg8Pa9O//OUv9Y1IUVHRf/7nf2rTFy5cUB9P9fnVbNq0+pSsPl9q0+qBb775ZsyLDWnJkiXPP//8r3/9a/879UWF/O/y5cv1z+7+gwk55kkNJngAmtTU1CtXrmjTaiItLS3y/Y888sjDDz/8zriHHnooPT098vwaVcAGBgZU1dQ395MaZITZ/KnP8b/4xS+0f6mK+8lPfnJsbExNq79qWtWhCKv44IMPVMm57bbbbDabesK3b9+uf1L3X4Wqx6oJiDBI/c4ICwyYX0+uGrz/C1KbiPCKDfe0TPYhAS9+dVN1q9r0b37zG32PXbjFhqOegby8vOjDCbfSkO9Ef+pFqCU6ZGgBEwE3I79JNeHeaAHPW4Cf/OQnqhfXDkaMvsEKt8CQT2a4gYXcjASsK8ot4e233671iK+//roagEpNuHhheTRY4qjqpe/c9t8VrzbQ/nVRlX99fn1brCbUTW1azaMflx3DYkP6+c9/rj6UL1iw4Oabb9a/PtMXFfK//sPzH0zIMU9qMLop7sF67733VF+lWpmFCxd+97vfzc3NjTy/v/Pnz4e8f8JBRjObWunu3bvXrFmj3VQNTUD7tWPHjmhWoV4GqtF57LHH1q1b5z+nuv/cuXP+P8SbOXNmwNdkKjvBWQheYMAwwr0gtYkIr9jQT8rkHxLw4g/Xi4RbrD/VRqsUqJeH9pzrffZkw/GfP+Q70d9U9mBFfpNqwr3Rgp83jXZzxYoVfX19IRcYPIyQC5zwyYxmKxduXVFuCTs7O2+55ZarV69+8YtfVJ1oyCggBA2WOOE+4KqNgr6nIWD+aD7cT3axEaitVVdXl96IBKwo4L9qKx/9HqwYBhM8gMkeg+XvBz/4gWq2op/f5XKpWhjDIKOcTT9ASttl5f/kvPHGG/oOrWhW4fF4PvGJTwTPqXpElSy1IjV96623/uxnP/N/VH9/f0FBwYQLDAhBT66aiH4PVrjjfiI8JPoyH/JmNHuw1J0vvvii6sJVSVZ/g/ubKMfmP/+Ee7DUi/CZZ56JHJpqIPS9L6Ojo5HfhgHPbbg3WuSX0IwgwfMErChgngmfzHADC7kZCVhXlIlQz4zqFNWHE/XC1g8QhEw0WOLs3r1bP0Tjc5/7nL51aGlpcTqdp0+fVhuF//iP//jDP/xDfX79yAP16bCxsVG7P2CzMtnFhlRbW6s2YWpOte1etGhRwIpC/ve73/2uw+FQH8f9D54IN+ZJDUYXEOnhw4dD/vov3P0PP/ywGoZqF374wx8uWbJE/4Yi3PwqTLX5ViNU41Sj3bZtWwyDDHlPwJ3aT/zKy8uvjx90de+99wbMrBLa1tYWboF33nnnj370owsXLly5ckWFsGXLFjV/yDlrampaW1uvj/eXqvb80z/90wfjent7i4uL9VNCRFhgQAh33XWXdgyWmgg+Xipc9lW/qJ7S4AVGeMgUG6xwi/WnepS//du/vXTpknoNP/jgg8E9QZRj858/5DvR3+uvv67W+9xzz6llqlW/+uqrwb8iVB3/008//dFHH6lcrF+/PvLbMOC5DfdGi/JjQIQ5A1YUMNuET2a4gYXcjASsK/oXSXt7u7rz6NGj0UQECyPl4oyNjT3xxBPz58/Pycn5zne+M3PmTO3+jz/++Pnnny8qKpo1a5aqgp2dnfr8qsZrv51RE/oujYDtxWQXG5JqQdRHTPXR+dOf/vTJkycDVhTyv6oYP/nkk3l5eWrVqmBEHvOkBnM96CO1dqf6hKo+ntrH7dq1y/88WCHvf+GFF1QdyszMXLt27alTp/SFh5v/+PHjJSUlaoTqI7Lapoc7VibyIK+Hb7B0N9xwgyqc586dU/eXlZXpu9N0f//3f3/77beHW+A//uM/fv7zn1dPu8pIYWHhV7/61ffeey/knP/wD/+g/ThRxag6ObWueePUxIsvvhjNAgNC0H5FqOb84z/+Y/8fc2kT4bK/f/9+9VSHfFqifJGHeyrC3Qy3WH8vv/yyelWr90t+fr56cQb3BFGOzX/+kO/EAKp1UM+2ekIyMjJUloPPg6W6fNV8a78WPHToUOS3YcBzG+6NNvUGK2BFAbNN+GSGG1jIzUjAuqJ/kagn8+abb/b5fNFEBAsj5aL9+7//u6pkybJY4DqFajJ4JypXr17Vf1kSH/fdd99f//Vfx3ONSExsqiSqr68fHR198803P/vZz379619P8MUC/miwJsQ70d/AwECUvxeeuo8//vgv/uIvVqxYEXyeXgjEpkqilpaWvLy8nJycL3/5ywb+ijj6xQYfzWpi1UyowYSTFIOMD7GBR2+a3uBJKisr69ChQ/FZl3pxFhQUqJYuPqtDgmNTBQAAYDAaLAAAAIPRYAEAABiMBgsAAMBgNFgAAAAGo8ECAAAwmJQGK+Sv3AEAQJyZ3RHEiZg4xWQUAICEJacci4lTTEYBAEhYcsqxmDjFZBQAgIQlpxyLiVNMRgEASFhyyrGYOMVkFACAhCWnHIuJU0xGAQBIWHLKsZXjlPm7UAAAEpacciwmzhkzXnjhhbGxMbMHAgCAXDRYVqPtxCopKfF4PGaPBQAAoWiw4u2VV15Zs2aNzWa78cYbH3/88XfffVe736iv+fQlFBUVjY6OGjRqAAAwCTRY8bZ27doTJ054vd533nlny5Yt69at0+43KhNqOX/3d3+nuis1sXz58uHhYUMWCwAAokeDZaYPP/xwzpw52rSBDZb663a7Kysr1XRubu7Q0JAhSwYAAFGiwTJTZ2enw+HQplUmsrOzMzMzi4uLDxw4cPXq1diWqWfU6/U6nU51Mysrq6+vz5gRAwCAKNBgmebUqVOFhYVnzpzxv/PSpUsDAwMVFRX19fURHhvl5bt9Pl9NTY3WY6lmbroiAQAAv40Gyxy9vb35+fmvvvpqyP+eP3/ebrfHtuSAjKoeq66uTt2Znp7e3t4e2zIBAMCk0GCZQDU6ixYteu2118LN4HK5Fi5cGNvCQ2a0oaFB27nV0tIS22IBAED0aLDibf/+/fn5+cE/7qutrR0aGrp8+fLp06edTue2bdv0f00qSeFmVq2V1mM1NjbGMGwAABA9Gqx4Cz5kyuv1qvuPHz9eUlIya9asZcuW7d692/9U7IY0WMqxY8fS09PVDPX19T6fbypRAACACGiwrCZyRjs6OrKystQ8NTU19FgAAEwTGiyrmTCjfX19Wo9VWFj405/+ND6jAgBAFBosq4kmo4ODgykpKWrO1NTUurq6s2fPxmFgAADIQYNlBTFcx/Cmm27S509PT6+pqVFd13SPEwAAIWiwrCbKjI6NjfX39w8PD2/atMlms2mdlsPh6O7unu4RAgBgeTRYVhNDRkdHR7dv326327U2q7S09NixYxwCDwBAzGiwrCbmjHo8nubm5tzcXK3NKigoaGlp8T9bBAAAiBINltVMMaOqo2praysqKtLarHnz5q1fv76rq8uo4QEAIAENltUYldHOzs7Kykr9QPgHH3xwYGDAkCUDAGB5NFhWY2xGH3vsMf/fJ5aXl7e3t3N4FgAAkdFgWUEMp2mI0tjYmOqoenp6GhoasrOzteXn5uY2NTWNjo4auCIAAKyEBstqpi+jqtk6evRoaWmp1mbZbLaNGzfyvSEAAMFosKwmDhnt6+urqanRrhvN94YAAASjwbKauGXU5XL5f284Z86coqIi1XvFZ+0AACQyGiyriXNGte8Nb7nlFq3NSk1Nraqq6ujo4ARaAADJaLCsxpSMqnYqLy8vLS0tIyND67Sys7Pr6+uHhobiPxgAAExHg2U1ZmXU5/N5PB63233w4EH9QHilrKystbVV/cuUUQEAYAoaLKtJkIwODAzU1dXp1zfUfnLY29s7NjbW3d1NvwUAsLYEKcdxYOU4p+88WFOknUbL6XTqY5szZ476W1hYaPbQAACYRglVjqeVmDgTMqMjIyN79+7Ny8vTO63Fixdv3ry5o6PD6/WaPToAAAyWmOV4OoiJM7Ez+uKLL5aWli5YsEDvtNLT0x0Ox759+zgiHgBgGQlejg0kJs4kyejAwEBTU1NlZaV+wlIlLy+P3VoAAAtIlnI8dWLiTLaMejye9vb2TZs25ebm+u/WmjdvXn5+/qlTp8weIAAAk5Z05ThmYuJM5ozqu7XS0tI4cykAIHkldTmeFDFxWiKjZ86cWbp06bx582bNmsWZSwEAScca5TgaVo4zYU/TMHWcuRQAkIwsVo4jEBOnRTMa7sylZo8LAIAQrFqOg4mJ09IZDT5z6bx58zIyMhobG80eGgAA/5+1y7E/MXHKyGjwmUuXL1/e0NDQ19dn9tAAAJBSjq8nToP1yiuvrFmzxmaz3XjjjY8//vi7776r3X/t2rWdO3fa7fb58+erRkHdjG35cjKq2bp167x58z7xiU/onVZ2dvbmzZs7Ozv54SEAwCxyynGixLl27doTJ054vd533nlny5Yt69at0+5vbW1duXLlG+PUxJEjR2JbvpyM+vP5fH19fdu3b1++fLneaakutrq6+ujRo263+/r4UVyjo6NmjxQAIIKccpyIcX744Ydz5szRpletWqUaL21aTVRUVMS2TDkZDWd4eFg7mZb/LytvueUW9TctLY0eCwAQB3LKcSLG2dnZ6XA4tOm5c+dqO1qUixcv2u322JYpJ6MTUr3U0aNH7733XpvNpndaOTk5XI0HADDd5JTjhIvz1KlThYWFZ86c0W6mpqZeuXJFm1YTaWlpER47I6JpH3qyUb3USy+9VFpaOm/ePP1Z4iLTAIDpI6ccJ1acvb29+fn5r776qn4Pe7DiY8KLTCuDg4NmDxMAkNzklOMEirO9vX3RokWvvfaa/50cgxVn4S4ynZGRoSZ27txp9gABAElMTjlOlDj379+fn58/PDwccP/hw4fD/YpwUkmSk1EDBe/W4iLTAICpkFOOEyXO4EOmtKOtr127tmPHDvu4Xbt2+Z8HiwYrbjwez/bt24uKirjINABgKuSUYzFxisnotOIi0wCAqZBTjsXEKSaj8cFFpgEAMZBTjq0cJ6dpmG7BF5levHhxeXn59773PQ7SAgAEk1OOxcQpJqOmCL7IdHp6emlpaV1dXVtbG4dqAQA0csqxmDjFZNRcX/ziF9VTnZGR4X8+LcVutzudzsbGxs7OTv3EZgAAaeSUYzFxismo6QYHB8fGxrxeb19fX3Nzc01Njf+eLU1BQUFJSUlVVdVbb71l9ngBAPEjpxyLiVNMRhPT6OhoZ2dnQ0OD0+nMysrSO60bbrhB9WFmjw4AECdyyrGYOMVkNCn09PTMnDlTP1pr+/btPp/P7EEBAKadnHIsJk4xGU0Wbrf73LlzjY2N2tFapaWlXOsQACxPTjm2cpycpiEp9Pf3L1++XDuZVnNzM7uyAMDC5JRjMXGKyWgy8nq9dXV1Wh/scDhGRkbMHhEAYFrIKcdi4hST0eTV1dWl/d4wKyurra3N7OEAAIwnpxyLiVNMRpOa2+2uqanRdmVVV1dzxiwAsBg55VhMnGIyagHHjh3TrnKYnZ3d1dVl9nAAAIaRU47FxCkmo9bgcrkcDoe2K2vmzJn19fVmjwgAYAA55VhMnGIyaiUtLS0pKSkqd+rvxo0bBwYGzB4RAGBK5JRjMXGKyajFNDU1zZ07NzU1VdubVV5e3t7ezqkcACBJySnHVo6T82BZhsvlamhoyM7O1lKZm5urGq/R0VGzxwUAmBw55VhMnGIyamFjY2NHjx4tLS3V2iybzcb3hgCQXOSUYzFxismoBH19fTU1Ndo1dvTvDXt6emi2ACDBySnHYuIUk1E5Ar431PzzP/+z2eMCAIQlpxyLiVNMRqXRvjfMz8/XGqzCwsKhoSGzBwUACE1OORYTp5iMyuTz+Xbs2KG1WVlZWe3t7WaPCAAQgpxyLCZOMRmVzOv1bty4UduVVVdXx9kcACDRyCnHVo6T0zTI1Nraqh3/XlZW5nK5zB4OAOD/k1OOxcQpJqNQBgYGCgoKtKsZdnd3mz0cAMD/I6cci4lTTEahcbvdVVVVKu/p6el79+7l60IASARyyrGYOMVkFP5Ua6V9XaiaLdVymT0cAJBOTjlOoDhDHixl1HFUcjKKAD09Pdq5svLy8jgTKQCYS045Trg4gxus6VgsRHG5XOXl5drXhQcPHuTrQgAwi5xynHBx0mBhOqimqr6+XtsPmpaWVl1dvTeib3zjG6tXrz506JDZAwcAS5FTjhMuzuAGKzs7OzMzs7i4+MCBA1evXjVksZCpvb19xiT9yZ/8icfjMXvgAGARcspxwsUZ8qm/dOnSwMBARUVFfX195MdGMG1DRjJRDdPixYs3btwYeQ/WPffco79y7Ha7uoc2CwCmTk45Nj7OsbGxxsbGZcuW2Ww29XfPnj2qPZrEgMI/9efPn1elLrZRyckojDI8PPxv//Zv1dXVtFkAYBQ55dj4OLdt27ZmzZqhoSHVaam/q1ev/trXvjaJAYV/6l0u18KFC2MblZyMwnCDg4O0WQBgCDnl2Pg4VQ/kf32SyXZFAU99bW2t6tIuX758+vRpp9Opurdwc05qscBkxdxm+Xy+4eHhurq6efPmbdq0abrHOd3OnTu3e/fun//852YPBEBSklOOE6jBCnnI1PHjx0tKSmbNmrVs2TK1WR8bG/OfP/pRyckoplXINsvr9eozuN3u/v7+o0ePbt++Xc1ZVFSknelUt3jx4s2bN3d0dPg/KimoSBsaGtLS0maM/xLzF7/4hdkjApB85JTjafmK0Ol0/vKXv1TNkPqrpif1FeE0kZNRxIF/m6VaDfUBoKqqqry8XDujabCCgoLbbrttzpw5WVlZ+p2q8XI4HPv27RsaGjI7oAmo93Jzc7NqKP2DUuF0dXWZPTQASUZOOZ6Wg9x37969dOlSm82m/n7729+e1EHu00RORhE3qs1avXp1QC+lWqiysrLa2tqmpqaOjg41j/9u1+vjF6JW/6qsrPTfs5WXl6fv1nK73aOjo1MfnvbV5MGDB5ctW3bXXXfFdnpV9ai2tjY1PG2cqiM8efLkD37wA7VA7Z7GxkZO3AogenLKsZXjDPmdI2As1UsVFBSoDxI9PT2Taow8Hk97e/umTZtyc3P1V2laWlrqOG2B/f39IyMj0XyZOOFXk5/85Ccn+9VkZ2dncXGx9vDS0tLu7m7//zY3N3OdRwCTJacci4lTTEaRjPTdWtoRTuG+Z1TtjsPhUC2dapU2btyomp7169dH/mpS/ddms82cOXNSX0329fWpebT5ly9f3tbWFnI21QJq3aFa0eDg4LQ9PQCsQ045Nj5OtdWuqKiYPXt2Qu09SoQxABO6cOHC/fff/7u/+7uPPPKIanHKyspU76I6pHBdl27qX036fL7R0dHh4WH98DLVt7W0tAQsJ4DL5VLrVTOrQYbrwwBAJ6ccGx+n+sT89NNP/+Y3vzF8yVMhJ6OwJNX9jIyMqLapt7f32LFjra2tS5cuVa/q3//93zfkq0nVdc2ZMyclJSU1NVXrliZ1HgrVpWnL2bp1K4dkAYhATjk2Pk61af7oo48MX+wUycko5BgeHp7iEoJ3a6keSzVJMRxl39bWpu1pUx+x/E/UAgD+5JRj4+O86aab1Edtwxc7RXIyCsTA4/F86Utf+tSnPvXyyy/HvBDVrhUUFKj3Wm5ubm9vr3GjA2Adcsqx8XEeOnSourrakN+ZG0hORgETud1up9Opfef47LPPRj5+C4BAcsqxMXFOeASuIWuZ4gjNHgIggs/na2xs1N74GRkZJ0+eNHtEABKInHJs5TgTrckD5Hjqqae0911+fj7Xxgagk1OOjY8zJSXF8GVOnZyMAonA5/PV1tZmZmaqt15RUVGiHTMAwCxyyrHxcS5evPi//uu/DF/sFMnJKJA4VF+luqsZ42crnfpvHgFYgJxybHyczz333AMPPPDmm29eu3bN8IXHTE5GgYTidrsrKyu1nxYm/mWtAUw3OeXY+Dg5yB2AP6/Xq/20MCsrq6+vz+zhADCTnHIsJk4xGQUSkM/nq6mp0Xqszs5Os4cDwDRyyrGYOMVkFEhMqseqq6vTTpHV3t5u9nAAmENOObZynIn2NSWAhoYG7f3Y0tJi9lgAmEBOORYTp5iMAglOtVZaj9XY2Gj2WADEm5xyLCZOMRkFEt+xY8e0y0vX19f7fD6zhwMgfuSUYzFxiskokBQ6OjqysrLUG7OmpoYeC5BDTjkWE6eYjALJoq+vT+ux5syZ8+STT5o9HADxIKcci4lTTEaBJDI4OJiWlqYdkpWXl7d58+aOjg6v12v2uABMFznlWEycYjIKJJeGhoaMjAxtV5YmPT3d4XDs27ePM78D1iOnHFs5Tk7TACSRgYGBpqamyspK7fh3dmsBliSnHIuJU0xGgWTn8Xja29s3bdqUm5vrv1tL3ayoqKDTApKanHIsJk4xGQWsRN+tlZqaqnVaa9euNXtQAGInpxyLiVNMRgFLOnnypM1mS0lJUe/lrq4us4cDIEZyynECxRnyYKlr167t3LnTbrfPnz+/oaFB3Yx54UaMEYBpPB7Pvn37tAOz3G632cMBEAs55Tjh4gx46ltbW1euXPnGODVx5MgRQxYLIBn5fD6Hw6GdntTssQCIhZxynHBxBjz1q1atOnHihDatJioqKgxZLIAkNTIyop3ToaOjw+yxAJg0OeU44eIMeOrnzp2rfxdw8eJFu91uyGIBJK/W1lb1jlZbA5fLZfZYAEyOnHKccHEGPPWpqalXrlzRptVEWlpa5MdGMI2DBhBf9957r3pTq79mDwTA5MgpxwkXJ3uwAEzI5XKprYF6X7e2tpo9FgCTIKccJ1ycHIMFIBodHR3qfZ2VlTUyMmL2WABES045Trg4A576w4cPh/sV4aSSJCejgBw1NTXqre1wOHw+n9ljARAVOeU4geIMecjUtWvXduzYYR+3a9cu//Ng0WABwrnd7ry8PPXubm5uNnssAKIipxyLiVNMRgFRurq61LvbZrMNDw+bPRYAE5NTjsXEKSajgDRbt25Vb/DS0lK+KAQSn5xybOU4OU0DIIHX6y0oKFDv8b1795o9FgATkFOOxcQpJqOAQL29venjBgYGzB4LgEjklGMxcYrJKCDT9u3b1du8qKhobGzM7LEACEtOORYTp5iMAjKpvkp1V+qdrjots8cCICw55VhMnGIyCog1ODiYnp6u3uy9vb1mjwVAaHLKsZg4xWQUkGzv3r3aWRu+//3v86NCIAHJKcdi4hSTUUAy1VSlpKRoPxxWbZbD4WhoaOjq6vJ4PGYPDcD/Jacci4lTTEYB4aqqqlJTUxctWhRwopbi4uKtW7e2tbWdPXtWm7Ovr290dNTc0QLSyCnHVo6T82ABMmk/JPR4PF1dXQ0NDQ6Hw2az+W8NcnNzP/WpT6mJefPmsXMLiCc55VhMnGIyCiCYz+fr7+9vaWmprq5W3ZV/s/XCCy+YPTpAEDnlWEycYjIKYEJnz579/ve/v3jxYq3HqqmpcbvdZg8KEEFOORYTp5iMAoiSz+draWnJyspS2we73d7W1mb2iADrk1OOxcQpJqMAJmVkZKSqqkrbleV0OtVNs0cEWJmcciwmTjEZBRCDtra27OxstaHIyspqbm7mHFrANJFTjsXEKSajAGLjdrtra2u1XVnl5eWDg4NmjwiwIDnl2MpxcpoGAJPV1dWVl5enthjp6emNjY1cOhowlpxyLCZOMRkFMEVer7eurk77YFZUVNTX12f2iADrkFOOxcQpJqMADNHf36+6K63NWrNmDedxAAwhpxyLiVNMRgEYZWxsrL6+XuuxcnJyhoaGzB4RkPTklGMxcYrJKAADuVyutLQ0rcfKyspqb283e0RAcpNTjsXEKSajAIw1NDSk+qqHH35Ya7Pq6uo4iQMQMznlWEycYjIKYJq0tramp6erjUlZWZnL5TJ7OEBSklOOxcQpJqMAps/AwEBBQYHanmRnZ3d3d5s9HCD5yCnHVo6T82ABMJzb7dYurZOenr53716+LgQmRU45FhOnmIwCiAPVWmlfF6pmizM4ANGTU47FxCkmowDio6enR7t8YV5e3sDAgNnDAZKDnHKc6HEa9TWfnIwCiBuXy1VeXq59XXjw4EGzhwMkATnlONHjNCoTcjIKIJ58Pp9+MtJFixY1NTWZPSIgockpx4keJw0WgMTX3t6un480Ly9v8+bNHR0dXq/X7HEBCUdOOU70OLWfQ2dmZhYXFx84cODq1asxL8fYgQGAv69//etqO2Oz2fRDGtLT0x0Ox759+7jGDqCTU46TI85Lly4NDAxUVFTU19dHmG1GRHEbLQCZPB7P9fFzZTU1NVVWVmo/M2S3FuBPTjlOpjjPnz9vt9tje6ycjAJIEKrfam9v37RpU25urv9urcLCwjVr1pw7d87sAQImkFOOkylOl8u1cOHC2B4rJ6MAEpC+W0s/VCs1NbWqqqqjo2NsbMzs0QHxI6ccJ3qctbW1Q0NDly9fPn36tNPp3LZtm/6vSSVJTkYBJLJ/+Zd/UT1WSkpKRkaG1mllZ2fX19dznBaEkFOOEz3O48ePl5SUzJo1a9myZbt37/b/qEeDBSAZjY6Oulwut9t98ODB0tJS/dvDsrKy1tZW7UAuwKrklGMxcYrJKIDkMjAwUFdXZ7fbtTbLZrNt3Lixt7dX/WtkZMTkwQFGk1OOxcQpJqMAktHY2Fh7e7vT6dR3aGVmZqq/NTU1XE8aViKnHFs5Tk7TACDpjIyM7N27Ny8vT9922Ww2h8PR0NDQ1dXFF4hIdnLKsZg4xWQUgDV85zvfWb58+dKlSwM+KxYXF2/durWtre3s2bNmjxGYNDnlWEycYjIKwGI8Hk9XV1dDQ4PD4fA/U7ySm5t73333bdiw4dlnn+V0D0gKcsqxmDjFZBSAhfl8vv7+/paWlurqav/zlyppaWmlpaV1dXVtbW2c9AEJS045FhOnmIwCkOPs2bOPPPKI3mD591t2u93pdDY2NnZ2drrd7uvj52ru6urikHmYS045FhOnmIwCkKa7u3toaMjr9fb19TU3N9fU1PgfI6/Jz8+fOXOmmvjCF77AwVswkZxyLCZOMRkFgOvjpzPt7OxsaGhwOp1ZWVkB/ZbNZisuLlatmJrh2LFjAwMD/D4R8SGnHIuJU0xGASDY0NDQjh077rjjjjvvvDPg4C3/Q+YdDseDDz546623PvHEE8PDw3yfCMPJKcdWjpPzYAFASF6vd2BgoL29vbGxsaamprS0NOD3ibrly5dXVVXV1dW1tLR0dXX5d10ej8flcpkbCJKOnHIsJk4xGQWA2IyMjHR3d2/YsCE1NXX+/PmqtQrZcmldl8PhSEtLU3N+85vf7Onp6e/vVw9XfZvZQSDRySnHYuIUk1EAmCLtV4fXx88KMTw83NXV1dLSUldXV1VVFaHr0hUUFBQXF6sOrLa2dvPmzU6nUzsZ/d6Idu7cWVJScscddxw5coSOzcLklGMxcYrJKABMK73ruu+++2677TbVRanmqaysTPVV4b5nnKKAjq2ystJut6vpyB3bl770pZycHNW0RZ5N2bBhg+odDx06RGMXB3LKsZg4xWQUAEyk2i/VoAwODvb29h47dqy1tXX9+vWq0bnnnnsidzlPPPFERkaGatG+8IUvTHfHFltjpwJR4ykvL48cyJ49e1Sw999/P7viQpJTjsXEKSajAJCkVBcSfMGf4I5N9V6ZmZk1NTWRG51HH300Kyvrd37ndyLPtnPnzvT0dFUjVOcU511xDzzwwK233hrNQWwq/NHR0enPQDzIKcdi4hSTUQDApLhcLtW9BdwZ3Nht2LAhJydnzZo1E+6K09qpu+++O7aOLbgPU3empqZu37498qrvuuuuFStWNDU1JfKeMznl2MpxBrxkzR4OAECEs2fPDg8PB9wZ3LGVlJSo2nTbbbfFec9ZTU3N7Nmzf+/3fq+7u1sNRo0q3O6xoaGh4NZziuSUYzFxiskoACBZ6D/Y1AX3YQ0NDao3qq6ujrz7as+ePTk5OampqZWVlbF1bHa7XT1E+6p006ZNqhvT7n/ggQcir7qqquqGG2546KGHounY5JRjMXGKySgAQKzgSx4Fd2yPPvroggULVqxY4XQ6VTemmqrs7Gzj95sFdWzr1q3T7jflmYk/MXGKySgAADFwu92qFevr6+vp6Wlrazt48OCGDRvWr1/f2Ng44R4sm822cuXKKDs2swONEzFxiskoAACJIKBj+/M//3PVgckpx2LiFJNRAAASlpxyLCZOMRkFACBhySnHYuIUk1EAABKWnHJs5ThlHlUHAEDCklOOxcQpJqMAACQsOeVYTJxiMgoAQMKSU47FxCkmowAAJCw55VhMnAAAIAGY3RHEiZQ4r5vXNbNey6+a9Vp+1azX8qtmvRJWHWdS4rwu73Usbb0mrpr1Wn7VrNfyq2a9ElYdZ1LivC7vdSxtvSaumvVaftWs1/KrZr0SVh1nUuK8Lu91LG29Jq6a9Vp+1azX8qtmvRJWHWdS4rwuKalikWLLI8WWR4otT06KpcR5XVJSxSLFlkeKLY8UW56cFEuJ87qkpIpFii2PFFseKbY8OSmWEud1SUkVixRbHim2PFJseXJSLCXO65KSKhYptjxSbHmk2PLkpFhKnAAAAHFDgwUAAGAwGiwAAACD0WABAAAYjAYLAADAYDRYAAAABqPBAgAAMFgSN1gz/leU9+uuXbu2c+dOu90+f/78hoYGdTPy/TBLyFS+8sora9assdlsN9544+OPP/7uu+8GP5AUJ4uQKX755Zf/4A/+YNasWSrFjz322IULF4IfSIqTRYQNstvtXrJkSbhtNSlOFiFTPOO3hXyg5VOcxA2WJlzmIjRYra2tK1eufGOcmjhy5Ejk+2GugFSuXbv2xIkTXq/3nXfe2bJly7p164IfQoqTS0CKV69e/eMf/9jj8Xz44YdPP/206qeDH0KKk0vIDfJXvvKVZ555Jty2mhQnl+AGa8KHWD7Fghos/Z5Vq1apCq1Nq4mKiorI98NcEd6oqgDPmTMneE5SnFwipFh10pmZmcFzkuLkEpzi06dPL1u2bGxsLFxhJsXJJfoGS06KJTZYc+fOdbvd2vTFixftdnvk+2GuCG/Uzs5Oh8MRPCcpTi7hUvzRRx9973vf899JSYqTVHCK77nnnpdeein4X6Q4SQXnMTs7W306Ki4uPnDgwNWrV4PntHyKBTVYutTU1CtXrmjTaiItLS3y/TBXuFSeOnWqsLDwzJkzwf8ixcklZIq1QzdycnLOnj0b/F9SnFwCUvyTn/zkM5/5jHZsTbg3OClOLiHzeOnSpYGBgYqKivr6+uD/Wj7FEhssy3fNFhMylb29vfn5+a+++mrIh5Di5BLu3frBBx889dRTd9xxR/C/SHFyCUjxihUr+vr6Qv5LR4qTS4Sae/78+ZBpsnyKJTZYlv/e12KCU9ne3r5o0aLXXnst3ENIcXKJ8G5VPZb/YXY6UpxcIv/ELOQLgBQnlwjvYpfLtXDhwuD7LZ9iQQ2Wfs/hw4dD/kIh3P0wV0Aq9+/fn5+fPzw8HGFOUpxcAlL8yCOPnD59+sqVK7/+9a/r6upCHoNFipNLNIc8B9wkxcklII+1tbVDQ0OXL19W72Wn07lt27bgOS2f4iRusMJ9AIpwvzZx7dq1HTt22Mft2rXL/9wbIe+HWUKmMvizr9fr1f+lTZDiZBEyxcePHy8pKcnIyFiyZMmWLVvee+89//m1CVKcLCbcUxWuwSLFySLCu3jWrFnLli3bvXv32NiY//zahOVTnMQNFgAAQGKiwQIAADAYDRYAAIDBaLAAAAAMlqwNVrgr/sZw8cgIR1/qwj38V7/61b333qsdi6cm1M1JjTaai9oCAICkk6wNVrgr/sZ88cjIDVa4h69atWr37t2ecd/61rfUzUmNNpqL2gIAgKSTrA2WP/8r/sZ84rLIDVa4h2dmZqq1a9MffPCB/1Vpoxmtv4CL2gIAgORlhQbL/4q/MZ96P3KDFe7hNTU1e/bsef/99z0eT2Njo7o5qdHqgi9qCwAAklfSN1gBV/yN+eKRkRuscA9/6623brrpJu0QLjXx9ttvT2q0+qpnhL+oLQAASDrJ3WAFX/HXqD1YAUe+h3u40+n81re+pR+DpW6GfHi40eoiXNQWAAAknSRusEJe8TfOx2DNnj07ymOwJrw+cbiL2gIAgKSTrA1WuCv+xnzxyMgNVriHq8arsbFR24P15JNPhrvod7jRRrioLQAASF7J2mCFu+JvDBePnPBapBEe/vrrr1dVVc0bd/fdd587d25So41wUVsAAJC8krXBAgAASFg0WAAAAAajwQIAADAYDRYAAIDBaLAAAAAMRoMFAABgMBosAAAAg9FgAQAAGIwGCwAAwGA0WAAAAAajwQIAADAYDRYAAIDBaLAAAAAM9n8AfHjcEVjFm5EAAAAASUVORK5CYII=)
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