Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit345-08-20020923_193800_20020924_002300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/23 |
Start Time | | 2002/09/23 19:38 |
End Time | | 2002/09/24 00:21 |
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 | | -1.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit345-08-20020923_193800_20020924_002300-constBx0 |
Minimum Dst Value | | -18 |
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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxOTo1NDoyOSBFU1QgMjAxOO9QnGIAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNDUtMDgtMjAwMjA5MjNfMTkzODAwXzIwMDIwOTI0XzAwMjMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDktMjNUMTk6Mzg6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA5LTI0VDAwOjIxOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC40ODk1MTk0OTk1LCAibWF4IjowLjgxNDkxMDUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2jqX6jAAAABGdBTUEAAK/INwWK6QAAPZxJREFUeJzt3X9YVNedP3AdUBCQDDoNaMCgYiQpUsJaHw1oiUGDKWlJl6bEX0Fjq9volm4QMKKS1iRkn2gxjwmTBbP0WVuJYROaoGG7bNkuaWyKFVs2EEMSYkgWIklIQtpRUPx+lrPf+9zMzL3cmbm/5p736w+eO8P9cc753HvPZ+7PSVcBAAAAQFWTjC4AAAAAgNUgwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQmTUTrEmTrFkvAABNabHzfPXVVxcsWDDhnLVYNPoCMJA1Vz6pjQobGwCADC12kpmZmc8//7whi8Y+X0VoTF9Zs718/al04sSJFStWhIWFzZo169577x0YGBD/d3BwMCEhQTzJpC+TWsrY2FhJSYndbo+JiSkrK6OP7Pu33347NzfXPo4G6KPXyV9++eWVK1eGh4dTqe67776PPvpIfrZS3/s6n6GhoY0bN86YMcPhcOzbt2/C8si3niev7Sa1UKmZS7Whr40T1C3PeK6fXqlVeKmIqNLyWnBrGWH1mzx5cmxsbEFBQV9fn8zkfpS/v7//hz/8YWJi4pQpU2iqnJwcajSvhXH7kgZuuukm8SJo+MYbbxSPIPyru7v7O9/5Dq0tU6dOXbx48XPPPce+//TTT6mcCxYsmDZtGi3929/+dktLy4Rl9iyM3yN4io6OvnjxYuCL9oPWOYFMrElnZ+eaNWuixtHAn//8Z3HBvPYjPoXP675UyRqrZ6rEc1pmzZr7uo+49dZb6QcWdW+ff/75Qw89RP2K+L+0/TzyyCNuCZaSYjidzvT09HfG0UBNTQ37ftmyZbt37x4at2vXLvrodfJVq1adPHlyeHj4ww8/3Lp16ze/+U352Up97+t8CgsLqdcZGHf33Xc/88wz8vORbz0pbm0otVCpmUu1oa+NE9Qtz3iun16pVXipiKjS8lrwTLDYwJUrVz744IMHHnggMzNTZnJfy//+++9ff/31NNuurq6//vWvlJi+9NJLt99+u9fCuH1JA5Qqvfjii8K/XnjhBfrGM8F68803KTt8/PHHz58/T7nL73//+7/9279l/6Jlff/736cRLl26dOHChWefffYb3/iGfJm9FsbvEfyeJOgSLPlY9/T0fOUrXzlw4ED/uIMHD9JH+lK+YH6Ez21WStZYJFj6CLKa067kRz/6Uew4GhB+FVEIafWNj4+nX6Xs42OPPXbttdfSz7v777+f1lRhtKtf/unguQjqUSIiIoSPtOXMnz/f5XL5kWBRr09dFBumgYyMDDZM86fOiQ1/9tln4sVJofEjIyPlZyv1va/zmTlzJvWpbJh6eq/dj3g+Ym6tJ8OtDZUsVDxzqTYMpHG8MnnLe10/vVKr8GLiiATY8qOjo3v27JkzZw798qa8gX0ps71XV1dT3xYeHr506dLOzk72Pf3Wv/nmm+lL+hfrVzw3dreG+vTTT6dNm0YD27ZtEzJacuTIEfpGvvxe23zz5s2U8Xuto9Qk4rIdP35cvAiq3XPPPedZ+LVr1+7fv9/rIqg6VCmpAogXKrOTvCrR+PI7T18n8dxvew2r1Gogdu7cOUoxqS7R0dF33XXX4OCgkurIL5RWAJohjU8N5Ues161bJz4OTfbu3bt+/Xq3grlRGD4xt1lNuMV53SjEgZiwMenHyU9/+tPExMSYmJhNmzZ98cUX7HvPrdhzWUo68eXLlx87dkwoMP2KmDVrlq/NYgZBlmBR8LKzs/vG0S9pWl/Z9xSbb3/72/R7VPhIo70/jgYqKiqE790G3NCK8uijj4qPENxxxx2/+MUv3CahYYfDQV1LSkrKoUOHLl++7HVutHYKqyb9FqF1jg3n5+dTyWl1GRoaKi8vp48TVryxsTErK0t+tlLf+zof6ubpIxum/n7C+Qg8W0+GZ4Ilv1C3mUu1YSCN45XJW97r+umVWoUXuEUkwJandIEW8dZbb33yySdFRUXsS5ntPS8vr7e3l8rw0EMPCV0I7YUbGhpol0175Pvuu08YWbwgcSfR399fWlrKjhBQhrFixYpnn32Whuvr62l4ZGREvvxe25zKQP2T1zpKTSLeL1GpFixY8Lvf/Y4+tra20jB947njos5J6tKCNWvW3H333a+88spf//pXqWJcVbCTlGl8qXn6OonnfttrWKVmK5aamvqb3/yGqkz7hO3bt2/ZskV5dbwulPYq1JIfjFu9erUfsaYY0fos/oY+xsXFybeJwvCJuc1KyRbnuVGIAzFhYx44cOC222575513aGullPEf/uEf2Pdet2K3ZSnpxJubm2+88UZa89m/aFuurKxU2BqmEmQJ1rx5815//XU2TD816Lc7G6bYvPvuu8Jo9FEY7b//+7/Fo7kNiLEsm37SCUdxf/3rXy9ZsoSdw/achPbj7e3ttEEKa5Ibm83G9tGEBkJCQtgwO7DMFkcDwmot5cyZM3PnzhW2ZKnZSn3v63w2bNhAv70+HEc/lENDQ+Xnw3i2njy39pRfqOfMpdrQ78bxyuQtL79+ulGr8IxnRAJs+aSkJOHggUBme6fciA3/5S9/YYegSEJCwhNPPPHee++5FdWz5AL6CU67CPavgYEBqmlZWRn9Fa4t83XNoaiJu0bPQwWek7j99+mnn/7Wt751dfxs0T/90z95jsCW4nK5vBbgs88+oz7sa1/7Wnh4ODVgcXGx15/+E+4kZRpfqu6+TuK53/YaVqnZSqEWiI+PV14dqYV2d3ezYZrQaxXkY02riluMaGRho57kQSi8kvCJuZVNyRrruVGIAyHmtTGTk5PfeOMNNkxbCu2B2bDXrdhtWQo78a9//evsp+Obb75JBaDQeC2eyQVZgkXrnLDK0gB9ZMMUG/GlfPRRajS3ATe0Mu3bt2/58uXs46JFi9ra2uQnod/Kwk8Et01F6pcE5e+7du0Srh+ij14nZ+hX7Jw5c1577TXhG/8OFSifz8cff0y9O3U89Avs4YcfFn5ySc1HqvXkuVVTfqGeM5dqQxWPYJm/5ZWsn6oXXuAWEV/n77a2izdtgcz2Lh5N+PjHP/4xLy9v5syZCxYsEM6SSI3MyrN7927xVYP0e5pGEM5RTtg+nihqnkc1hIVOmTLF7QwX1Yt6RPFoNMKsWbN++ctf0l/hLJvbfGSOYAlol0iZ07333uv1oPKEO0mFjS/m6ySe+223/8rPVox+61IcadthK5WQVfhaHfH4QqSkTsHLx5p+fvhxBEvgGT6vHYTnrPw7giUOxISNSWmoODUUVmCvW7HbshR24o2NjQsXLrx8+fI999xDv5o8qxAUgizBUvgLSfzjjAY8R2Nnmr2ibkO43ETqR4ZYX18f7ey8zkrqXDitnQqvwaqvr589e/bp06eVzFbm1LtP8xF78sknqcuXn4+YuPXkyexf3BbqdeZSbajWNVhB0fJK1k/VCy8mjkiALU8pkU9HsMSjuX2k3XRTU5PQk7lt7G4j01okHLQ4e/Ys/VZ+/vnnr7vuOuHInK9rDvWIZWVlbl8KC73xxht///vfi/916tSpxMREt9EeffTR0NBQ4bSIZ4JF68YjjzwiXxKGfoFMnz7d8/sJd5JSjS+z8/TjCJaSj0qOYNGXP//5z+knCnXJ9NezxXxdl5QcwZKPNWUGntdgrVu3zutypUiFz+sSGSVrrPxGMWFjUurT29vrOVuvW7HbshQGgrZi+gG5c+dO2jqECwSDTpAlWPRzUzh9Syl2eXk5+95zI1m9ejW7vIAGPC8F+MpXvtLV1SWMv2HDBvo4MjLy3nvvbd++XeoHnzBcUFBAawZFnaai8uzYscNraaurq6XuIqSSs6MvDz74oNQu+8CBA3PmzBE28glnK/W9r/OhXQA1L5Xt2LFjCQkJwqFgqfkoaT1PbiGTWqjUzKXa0NfG8SpYWl6mPT2pVXipiATY8g8//HBWVtbbb78tvnpD+fbOBmjDpH03bZiUYFFqyL5029jF03700Ud79uxZunTp1fFLymiH/tvf/paGX3zxxZtvvpmd/ZEpv9c2f/fdd2nRwp1lVJ2XXnpJGJPyZlrKf/7nf342rrW1NSUl5R//8R9lZnjVW4L15ptvUgZ58OBBapmLFy++9tprwl2E3/jGN5599tmBgQGKEZV569ata9as8TpP+Z2kVOO7taeYwnhJNaDUR6nZilFrvPDCC9QUtApRU3i2mK/rEo0vXIN1++23+xFr2n4dDgfFSLiLkD4KR7yk2kRh+GTaTckWJ7NRXFXQmFVVVdSYNAfa1v785z9/73vfY9973YrdlqV8JaEfePRlbW2tTGVNLpjKenX8iCJlM+wGBBoQjjR6biTsBpmYmJi/+7u/E9+nwAao87Db7cLH48ePp6amTp06lXo1WqEpZ/dctHgRbPywsDDKvml1kboYgnJwSsDZs5pKS0uF45+0c8zJyblmHG08boeRxUt0Mzw8LDNbqe99nc+RI0dorxEREbFq1aozZ85MWB4lrSdTL/mFSs1cqg19bZygbnm3Mss3u1qFl4pIgC1P3QklyvHx8bTNUlfEvlS+vbMBSkzpt3V4eDilR7/5zW/Yl24bu7hGM2bM+Na3vsVWno0bN7ILnhgqw6ZNm+TLL9Xm58+f37x5M4UyNDR05syZd91116uvviq0xj//8z8vXryYrbo08POf/3zCGU7y6OGujt9ASnOmUlEsvv71rwvPwfqP//gP+p6akdph7ty5999/v9QOTX4nKdX4bu0ppjBeUvWV+ig1W7ETJ05Q6KdMmUK/Cp544gnPFvN1XaIRfvCDH1DjUBP95Cc/oTl7rYJMrMmf/vQn2k1FjqMs7ezZs+IFed0TKgyf15mwL5VscZ4bhU+NeeXKFfo+OTmZOkH6wdDY2Mi+97oVuy1L+UpCq/SCBQtGR0fdqizVGiYUTGUFAABVBFdHZSzKkyjXMboUBrt8+bLnbTeauvPOO3/5y1/quUTVYRsDAOAOEqwJFRUV9ff3v/vuu7fddtuPf/xjo4tjsPb2duFuQa1duXLl6aefXrRokfCkhiCFbQw04XkA3IQ79KAopK8sWSlQHdaKCVVVVcXHx1977bXf//73g/QxASqKiop66qmn9FkWrZyJiYmU0umzOO1gGwMAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJUhwQIAAABQGRIsAAAAAJXxkmB5vXcdAAAAdGZ0RqATburJTUQBAABMi5/umJt6chNRAAAA0+KnO7ZyPfk8JgkAAGBa/HTH3NSTm4gCAACYFj/dsd71HBsbKykpsdvtMTExZWVl9NFznLfffjs3N9c+jgboo/JppfATUQAAANPipzvWu55OpzM9Pf2dcTRQU1PjOc6yZct27949NG7Xrl30Ufm0UviJKAAAgGnx0x3rXU/Klk6ePMmGaSAjI8NznIiIiM8//5wNf/bZZ/RR+bRS+IkoAAD4yuVyGV0EXvDTHetdz+jo6MHBQTZ84cIFu93uOU5+fv7evXs//fTToaGh8vJy+qh8Win8RBQAAJTo7+/v7OxsbW1NS0ubMmXK5s2babi7u1voaASjo6MtLS00viHltBh+umO962mz2UZGRtgwDYSEhHiO8/77719//fXs1j8a+OCDDxROiyebAQCAmMvl+ulPf3rfffeVlZUVFhZmZ2dTOhUfHz/hwzATExMXL16ck5NDUy1dupS+mT59+r/92791dHT09vYaXa0gxk93bMYjWLQB7Nq1S7gGiz4qn1YKPxEFAODc6OjoqVOnKisrKT0KDw+XSqEcDkdycnJWVhalXLGxsStXrqThpKQk6lwmTL8IjUZJGE2Sl5e3du3a2bNn0wyfe+45o2tvdvx0x2a8BmvatGm4BgsAAJTo7u6++uWkKioqyjMf2rp1a11dXXNzc3t7+4SHoGhuNA7NsKmpiaYqKSlZsmTJqlWrKJ1KSUmRPwAWFxe3fv16mgqnFL3ipzvWu57V1dVSdwIKjU6JVHl5OTuC9eCDDwqJlMy0E+InogAA/Ni8eTPt3mfOnOmWVKWlpRUVFTU2NlI/QklVa2ur6oseHBzs6emhOTc0NFD3lJSU5HA4KLsSF4OyseLiYioALqIX8NMdG/AcrJ07d7JnXJWWloqfZSU0+ptvvkk/Qa4Zt2bNmrfeemvCaSfET0QBAHjA7oKy2WxekyoDC9bd3V1VVeV2IC08PPxrX/vaTTfdJJyH4RY/3TE39eQmogAA1jY6OkoZjMPhYLlLfHw8u2zX6HK5c7lcra2tZWVlixcvFjKtyMhIKr/RRTMSP92xlevpdl7c6OIAAECg6uvrk5KS2F49Kyvr1KlTRpdIkcHBweXLl7NiC88e4hM/3TE39eQmogAAltTa2iocCkpOTm5sbDS6RD7793//d3besKioyOiyGIaf7pibenITUQAAi+ns7MzNzRXu0autrQ3es2xtbW2hoaFUkf379xtdFmPw0x1zU09uIgoAYA2URT3zzDOZmZksI7Hb7RUVFRa4Ha+hoYHV6PDhw0aXxQD8dMfc1JObiAIAmMHLL7+cm5tbW1vr+eYZGeLHWUVGRrKjVjabbfv27VZ6rJTT6aR6UZpFyZbRZdEbP92xleuJi9wBAAxByRA7SCOc16Nkq7i4uL6+vrOzUzjB19LS0tvbK/OM0MmTJ9PfH//4x8ZWRwtUX5ZjafGMLjPjpzvmpp7cRBQAwFiUXSUnJ7MMyfMRoOyhUGlpaUuWLGEplHCkihE/zooSr7q6OgucFvSKqkn1pfYJlnshVcFPd8xNPbmJKACAgYTsauHChU1NTexgVU9PDyVMFRUVeXl5wkMWpJIqo2ugq4KCAnaEj73whwf8dMfc1JObiAIAGEXIruivzCVTw8PDp06dOnDgQE5ODnsxmp6FNBVKQNkNkvHx8Va6yEwGP90xN/XkJqIAAIZQmF2BG0o3MzMzWbv5dENAkOKnO+amntxEFABAf8iuAjE0NMRaLzIy8vbbbw/ep3wpwU93bOV64i5CAAAdILsKHLVbdHQ06602b95s4dOm/HTH3NSTm4gCAOgJ2ZVann/++YiICJZjsaeqWjLN4qc75qae3EQUAEA3yK5U19HRkZeXZ+E0i5/umJt6chNRAAB9ILvSjoXTLH66Y27qyU1EAQB0UFtbO2vWLGRXmvJMswYGBvr6+owuV0D46Y6tXE9c5A4AoIWWlha2X6UcC9mV1sRpls1mo79Op9PoQvmPn+6Ym3pyE1EAAK099thjrL9/+umnjS4LLyjNuu2221izx8fHB++jHPjpjvWu59jYWElJid1uj4mJKSsro49eyvRl0dHRXr/3abn8RBQAQFNDQ0NxcXG0U33ggQeMLgt3qM2nTZtGjZ+fn290WfzET3esdz2dTmd6evo742igpqZGfvyDBw8WFxez4UCiwk9EAQA0tW3bNtqjZmZmGl0QTrW3t7P3ZxcVFRldFn/w0x3rXc9ly5adPHmSDdNARkaGzMiXLl2aO3fu+++/zz4iwQIAMFZbWxvtTsPDw/l5ObEJURRCQ0MpEPv37ze6LD7jpzvWu57R0dHCu5YuXLhgt9tlRq6pqdm0aZPwkaLicDgiIiJSUlIOHTp0+fJl5cvlJ6IAABoZHR1lz2WoqKgwuiy8a2hoYDnW4cOHjS6Lb/jpjvWup81mGxkZYcM0EBISIjXmlStXbrjhhq6uLrfvL1682N7enpGR4Xl0dJIsdSsCAMAbyqvYcxlcLpfRZYH/veSGwkFpFiVbRpfFB/x0x+Y9glVfX3/nnXdK/ff8+fPyR7/c8BNRAAAtdHd3h4eH0760ra3N6LLA/6msrGQ5Vmtrq9FlUYqf7ti812ClpaW98sorUv/t6+uLjY1Vvlx+IgoAoIWsrCzakW7ZssXogsCXFBUVUVyioqJOnTpldFkU4ac71rue1dXVUncRihv9xIkTt9xyi9u0BQUFnZ2dly5d6urqys7O3rFjh/Ll8hNRAADV1dbWsqtgLfPCFiuhzpGiExcXFxR3HvDTHRvwHKydO3fax5WWloqfgyVu9MzMzMbGRrdpjx8/npqaGhYWNn/+/N27d/t0EQA/EQUAUNfg4CDtsWkvWl9fb3RZwIvR0dHc3Fz2AFLzP1ifn+6Ym3pyE1EAAHWxAyQ5OTlGFwQkDQ8PZ2ZmslsQhAudzYmf7tjK9cRdhAAAAWpubmaX+PT29hpdFpAzNDTEHqIxffr0xx57zOjiSOKnO+amntxEFABALcPDw4mJibT/fPzxx40uC0ysv78/LCyM4hUSEmLaR2nw0x1zU09uIgoAoJbi4mLaeaalpQXvq4V5s2vXLnbSxul0Gl0W7/jpjrmpJzcRBQAT6u/vr6mpSU9PF16uan4dHR2h49rb240uC/jgX/7lX9jrjCiCRpfFC366Y27qyU1EAcBwLpeL+ra6urqioqLs7GyHwyG+HnTNmjXmf1bn6Ojo4sWLg/eNwpxjL+ROSkoaHh42uizu+OmOrVxPXOQOALp5+OGHZ8+evXz58pSUFPaSODG73f7Vr37VZrNNnjyZfUOjOZ1OE/Z/TFVVFRUyMTHRtCUEGZTip6WlUQQLCgqMLos7frpjburJTUQBQH8tLS1C5iTkT/n5+ZWVlU1NTX19fWy0oaGh3t7e8vLyuLg4IfHavn272Z4PeebMGXatNBXe6LKAn3p6eqKiokx4MRY/3TE39eQmogCgp9HR0bKyMpYt2Wy2goKC9vb2CW/goqnq6+vZg4uY7OzshoYGSr8Mf6lcR0cH65hDQ0Nx+Cqo0Tpmwoux+OmOuaknNxEFAN1QPsQuVKJcpLKy0o8b4zs7O7dt28YSGgFlbFqUVglK8oTCzJgxw7S3+oNCJrwYi5/umJt6chNRANBHfX09y0USExMDfM/u0NDQ4cOH582bJ+RYcXFx69evr6ur0/PNJxUVFWzpGzZsePbZZ4UzmxC8THgxFj/dMTf15CaiAKC14eHhwsJClotQv6Xi+4/Ly8v/5m/+Zvbs2W6XcxUXFzc3N7PjSVociqB55uXlsUNxVVVVqs8fDGS2i7H46Y6tXE/cRQgAquvo6EhKSpo0/vaY2tpajZbS3d1NiU5OTo747GF4ePjcuXNp4Lvf/a6Ky+rt7aUcjl1x39LSouKcwSRMdTEWP90xN/XkJqIAoB1KetgjGNLS0vS59c/lcrW2tpaVlbGLvQRZWVmU3gV+NItmzh7TlZyc3NPTo0qZwYTMczEWP90xN/XkJqIAoDrqk7773e8Kz1YoKioy5OrvwcHBXbt2zZo1a8qUKcIxrYKCgqamJv9eZeN0Olm+mJuba3i/C5oyz8VY/HTH3NSTm4gCgOqOHj3KEpqoqCgzPBqKkqG6urrs7GzhgJbD4aC0j73Tpru7e8JL4ykh27JlC5u2vLwcrxrkgUkuxuKnO+amntxEFABUd/DgwUnjj7ky2yVKfX19lZWV7AoqJiEhgRV1+/btFRLy8/PZ0Tjqbil3NLoSoB/hYqzTp08bVQZ+umNu6slNRAFAXZTE2O122occO3bM6LJI6ujoKCoqEk5iKhEREYG3OHPo7rvvpuiHhIS8/vrrhhSAn+7YyvXEXYQAELjc3FzageTn5xtdkImNjo6+8MILWVlZOTk5Uoev9u7dO2PGjEmGPs4UDPSzn/2M9Ynq3ouqHD/dsd71HBsbKykpoZ+DMTExtHnTRy9l+rLo6Gjl00rhJ6IAoKK6ujp2hdPg4KDRZVGNy+Uy29sPQTdDQ0O33HILrdWpqamGFICf7ljvejqdzvT09HfG0UBNTY38+AcPHiwuLvZvWjF+IgoAahFODjY0NBhdFgDVjI6OsmdzGPJgDn66Y73ruWzZspMnT7JhGsjIyJAZ+dKlS3Pnzn3//ff9mNYNPxEFALUE0clBAJ+we0jLy8v1XzQ/3bHe9YyOjhaOtF+4cIF+HcqMXFNTs2nTJv+mdcNPRAFAFZY8OQjAtLS0TBp/7qj+i+anO9a7njabbWRkhA3TQEhIiNSYV65cueGGG7q6upRPK3/LjNpVAQDLwslBsDbhLKH+L8/hpzs27xGs+vr6O++8079pPfETUQAIHE4OguUVFRUZcpaQn+7YvNdgpaWlvfLKK/5N64mfiAJAgHByEHjQ1tZG63l8fLzOy+WnO9a7ntXV1VJ3Aoob/cSJE7fccovyaSfET0QBIBA4OQj8oOyKVnXKtPRcKD/dsQHPwdq5c6d9XGlpqfhZVuJGz8zMbGxsVD7thPiJKAAEAicHgR/sLCH91XOh/HTH3NSTm4gCgN9wchC40tHRof9ZQn66YyvXE3cRAoByODkIHEpKSqJ1Xs+3mPPTHXNTT24iCgD+wclB4FB5eTmt9lu2bNFtifx0x9zUk5uIAoAf9u/fj5ODwCF2lpDW/NHRUX2WyE93zE09uYkoALjJzc2NjIwsKCiokJCZmckuJMDJQeBQWlqanmcJ+emOuaknNxEFAEF/fz9755oSISEhw8PDRhcZQG/s8O369ev1WRw/3bGV64mL3AG4RalVUVFReHg4bfs2my0mJqawsFDqCNbf//3fZ2Rk4PAV8Kmnp4c2k6ioKJfLpcPi+OmOuaknNxEF4Jw4tQoNDaW8ivoPowsFYGrsLKHn4ye1wE93zE09uYkoALeQWgH4p6qqSrezhPx0x9zUk5uIAnAIqRVAIPr6+mjboS1Ih8sQ+emOuaknNxEF4AqlVnfcccfUqVORWgEEgt1Le/ToUa0XxE93zE09uYkoAD8ou4qLi2N3seTm5iK1AvAbO0uYl5en9YL46Y6tXE/cRQhgYZRdJScnCxt4R0eH0SUCCGKDg4OhoaE6nCXkpzv2v54ul6u8vHz+/PkUD/q7d+/eixcvqlgydfETUQAeCNnVwoULa2trW1tbjS4RQNDLzs6mbYo2KE2Xwk937H89d+zYsXLlys7OTsq06O+tt976ox/9SMWSqYufiAJYnpBd0V8aNro4ABZBqRVtVpRmaboUfrpj/+sZGxvb19cnfKRh+kaNImmCn4gCWBuyKwCNsLOERNM3cvLTHSPBAoCggewKQFN5eXlanyXkpzsO6BRhdnb266+/7nK56C8N4xQhAGgH2RWA1o4ePUqbWGZmpnaL4Kc7Dugi9927d8+bNy88PJz+7tmzx2wXueMuQgDLQHYFoIPh4WH2wF7xGSp18dMd613PsbGxkpISu90eExNTVlZGH72Odvbs2dWrV0dGRs6ePfvIkSPsy0ASJn4iCmA9yK4AdMPOElZVVWk0f366Y73r6XQ609PT3xlHAzU1NZ7jnDt3LiEh4ejRo5988sn58+fvuece9n0gUeEnogAWg+wKQE+NjY2aniXkpzv2v56dnZ0ZGRnTpk3z6ajSsmXLTp48yYZpgObgOQ5lVIcPH/ZSViRYAJypra1lOxlkVwD6cLlc7N1TXo+ABI6f7tj/ei5duvShhx76y1/+4tNU0dHRwv2fFy5csNvtnuPExsbu2bNn1qxZM2bM2Lhx49DQ0P+VddIkh8MRERGRkpJy6NChy5cvK18uPxEFsIyOjo7Q0FDaeENCQpBdAeiGHTGZN2+eRjPXYrYm5H89w8PDv/jiC1+nstlsIyMjbJgGaL/pOQ59uX79+g/HFRQUFBYWiv978eLF9vb2jIyMoqIitwknyfK1qAAmdOLEiYSEhMzMTPqVaXRZtNXQ0BAVFcU23s2bNxtdHACOrFy5kra71NRULWbOT3fsfz2vv/763t5eX6dScgSLxqF/sWHKsRwOh+c458+f9zqtFH4iClbV0dFBvzfoJwrLOZqbm40ukYYqKipYNen3lXAMGwD0Qd00bX3h4eFa/JDjpzv2v55PPfVUXl6er8ftlVyDRb/OKa9iwwMDA14TLF+fa8pPRMF6mpqasrKyWMIREhIyedzp06eNLpcmhoeH2U1MoaGh2t3HBADy0tLSaDPU4i2f/HTHPj/sIMDTcNXV1VJ3EQqTHzlyZN26dcIpwk2bNrHvabizs/PSpUtdXV3Z2dk7duzwqeS+VBTAePTbsa6uLiUlhW1cdru9uLiYftIUFRVpeo+PgXp7e1l9qbItLS1GFweAX2VlZbQl0l/V58xPd2zAc7B27txpH1daWip+Dpa40ffu3etwOGJiYjZs2CCcIDh+/HhqampYWNj8+fN3797t06FLfiIKFkDrfGVlZVxcHEut4uPjq6qqhA2BBti/jh49amw51UW/lWmrZzcM9vT0GF0cAK41NzfTxrh48WLV58xPd+x/PSdPnqxiObTGT0QhqJWUlISGhrJ7pElaWhplUaOjo26jsddZUJplmeuTnE4nu2EwNzd3eHjY6OIA8M7lcrFHuqu+k+GnO/a/ntddd93//M//qFgU1eEuQgguLS0twjXsOTk58ufIMjMzaTTPe2mDS39//9mzZ7ds2cJqXV5e7plNAoAh2KWf9fX16s6Wn+7Y/3oePHjwO9/5zrvvviv1uhtT4SeiEIwoq2BXPJDp06fv27dvwkk6OztDx9GA9gXUBGVXYWFhrNZRUVEWO+MJEOwqKytp29y2bZu6s+WnOw7o2eh+XORuFDOXDTjX29u7ePFidt8c7dGUH8IJ9qvdH3vsMbbfiI6Obm9vN7o4APAltFXS5pmYmKjubPnpjrmpJzcRheBSX1/PHqdJe7FTp075NG3wXu0+ODiYn5/PsqsFCxacO3fO6BIBgBd2u502Uj+eeSmDn+6Ym3pyE1EIFsPDw4WFhSzJKCgo8O9K0mC82r2hoYHdLUj77rq6OqOLAwCSaNdEm6rT6VRxnvx0x1auZ7CcvgQOdXR0JCUlsWuPamtrA5lVEF3tLj5wlZub29fXZ3SJAEAOpVa0tdJmq+I8+emOuaknNxEFM+vs7GxpaamqqmKPJEhLS+vu7g58nkFxtTsOXAEEnd7eXrbNqjhPfrpjburJTUTBtCiXEh9SLSoqUus9Xya/2h0HrgCCFzvW7usVojL46Y65qSc3EQXT+u1vf8uSjMjIyKamJhXnbOar3XHgCiCobdu2jbbfyspKtWbIT3fMTT25iSiY0/DwMLtYijKht956S/X5+3S1+7Fjx5KTk7V4y5gYVfPmm2/GgSuAoEa/kWgTzsrKUmuG/HTH3NSTm4iCCY2OjrJzZJQAaZdnKLnavaOjo6CgYPLkySzvueaaa/Ly8qqqquh7dQvT0tISGRnJlnLo0CF1Zw4AuqHfbLQVh4eHq/UOK366YyvXE3cRgkmsX7+eZVeBX9IuQ/5q96amJvbiC2Kz2SjHYs/fEtjtdlWSLfFT6UlYWNjg4GAgMwQAYy1dupS25ebmZlXmxk93zE09uYkomA27Ap2ymba2Nn2WJb7a3eVy1dXVpaSkCFlUcXFxf38/O5NIA/X19du2bUtOThYnW9HR0ZGRkTNnzvzDH/7gUwHET6V/5JFHfvWrX2maUwKADsrLy2mjpl2HKnPjpzvmpp7cRBRMhb3Mi7KN1tZWHRYnvtqdhmnp7COJj4+vqqqSuULLa7I1ZcoU+qanp0fJ0gN5Kj0AmBbtvthjZVSZGz/dMTf15CaiYB6HDx9m2VVDQ4NuC2VXu0dERAhnAGm3SF8qf8Uhef3119PT02NjY4VMKy8vT+YInCpPpQcAc3K5XGx/Qj/DAp8bP90xN/XkJqJgEpRUsaeJqvuWiQlRcmOz2Viuk5OT09LSEsjcenp6tm3bFh4ezma4dOnSxsZGt1xNxafSA4A50c6EtvH6+vrAZ8VPd8xNPbmJKJgBpTUsu3r88cd1XvTg4GBYWBgteuPGjWrNk362VlRUsMdZEUqnDh8+TD9qKdNS96n0AGBOtCujzbywsDDwWfHTHVu5nriLEAzR1tbGDqcb9X7Ajo6O2tpate6pFlBGRXkVO1g1afy2beFQmYpPpQcAE6K9CruUM/BZ8dMd613PsbGxkpISu90eExNTVlZGH72Odvbs2dWrV0dGRs6ePfvIkSM+TesVPxEFY3V3d7MjPar81DOh0dHRxsZGdts2u8JM3afSA4A5sTtmAj9QzU93rHc9nU5nenr6O+NooKamxnOcc+fOJSQkHD169JNPPjl//vw999yjfFop/EQUDNTb28v2Qfn5+T5dVB6M7r///jlz5gi/fwDA2tjz/A4fPhzgfPjpjvWu57Jly06ePMmGaSAjI8NzHMqovIZQybRS+IkoGOVXv/oVuxg8MzMT58sAwGLq6urYDcUBzoef7ljvekZHRwuPdb5w4YLdbvccJzY2ds+ePbNmzZoxY8bGjRuFW76VTCuFn4iCUebOncvOmv3pT38yuiwAACrr6+tjNwsHeHien+5Y73rabLaRkRE2TAMhISGe49CX69ev/3BcQUGBcC3LhNNOkqVZnQD+d9dDKyStZrfccovRZQEA0AR7CnGAL6Xgpzs24xEsGof+xYYpx3I4HMqnlcJPRMEQ7B019HvA6IIAAGhl+/bttKOrqKgIZCb8dMdmvAYrMzOT8io2PDAwICRYuAYLzGloaIjSfVrHAnxNMgCAmTU1NU368ttO/cBPd6x3Paurq6XuBBQa/ciRI+vWrRNOEW7atGnCaSfET0RBf+yFg9nZ2UYXBABAQ8PDw6HjAnnMHj/dsQHPwdq5c6d9XGlpqfhZVuJG37t3r8PhiImJ2bBhg3CRu8y0E+InoqZCmQdF8He/+53RBdGQy+Vij2Zobm42uiwAANrKzMyk3V0gT7/jpzvmpp7cRNQMOjo6ysvL4+PjhTsMKAVZv359XV2dKu8KNRV267Ja75kHADCziooK2uNt377d7znw0x1buZ64i1BnLK8SXqUimDFjhvhjSkpKcXFxc3OzNR4WxW6rOXr0qNEFAQDQXFtbG+3xaL/n9xz46Y65qSc3EdWfZ17lcDi2bNnS0tJy9uzZ1tbWq+MvkKmqqsrJyWEv6WPCw8MXLVpEE/7sZz8zuhJ+amxsnDT+fi7LP7cdAODq+Muy2G68r6/Pvznw0x1zU09uIqobypwWLlzI3rvnllfJZBsul4smLCsrW7x4sfiwViDnEAcHB70+l4Vm1dnZyRaXnp7udDp9nfOEsrKyqPCUO6o+ZwAAc8rNzaX9Hu2u/Zucn+6Ym3pyE1F9dHR0REZGCmcAJ8yrvKLEaOXKlTSH6dOny5xDpNE8TybSsnp7e9vb21966aWIiAiainKdwsLC7OzstLQ08eVfgsmTJ58+fVq1Jrh69dSpUzRbu90eyA01AADB5fDhw7Tro5/E/k3OT3fMTT25iagOGhoa2CFiSlluuOGGAM+OsbtEpc4hUrYUGhpKX65du5Z+NmVmZiYmJorHkeFwOJKTkynxopkIM1TxOFZeXh7Ns6ysTK0ZAgCYH+2u2WkH/ybnpzvmpp7cRFRr7BYSUlhYqMUtgVLnED1RpkWZE+VPK1euXLJkyYMPPlhXV9fc3Nze3t7b2+s224GBgW3btrEJCwoKAj/m1NPTQ5kfZWzWuy8SAEDerFmzaF/6xBNP+DEtP92xlevp1h8bXZygR0kJO2ZDiYU+Vx0NDg4+9dRTqampK1asoOSpsbGRci9KnoRHo/mqvr6eHf1KSkoK8Knr7JURW7ZsCWQmAADBiN3VZLPZ/LjUnZ/umJt6chNRhUbHKR+f0pqUlBR2yVFLS4t2BdNaT08PO2MYyOnC/v5+mpxm0t3drW7xAADM7/7772dXibzxxhu+TstPd8xNPbmJqBJnz56dOXPmjBkzFD58vLW1ld0tmJycTAmK1sXTmsvlCvB0ITtPmpeXp0XxAADMb82aNexaEV8n5Kc75qae3ERUyujo6KlTpyorK3NycsLCwoQzpxM+H8HpdIaGhtKYubm5Vrpdzu/ThZSfsXTT67MhAAB4QD+22YF8Xy+34Kc75qae3ESUoTWenQQUkiq3O++uueaaOXPmXHfddeIv3Z6P0Nvbu2XLFvav8vJy6z1LU3y68Mknn1SYPlZVVdEkS5cu1bp4AABmVlRUNMn399zz0x1buZ58XuROadBdd93FLpZyS6oomaDtobGxUXyRuNTzESgDY8P0vYXfAyM+XTh16tQJD0pR87KrO6kZ9SkhAIA5UVdCHQ3tD326MJef7pibelo9or29vU6nMz8/n63u8kmVV16fj0CZVnt7uz5VMNDWrVtZfadMmUL5lsx1Zg0NDeysop7FAwAwp8rKykk+vu3e8t2xgJt6WjGiw8PDlDlRQuD2fuU5c+bcdNNNP/nJT/x+nMHg4CDlHKmpqUF9w6By1FD33HPPvHnzhDbMy8vzejSLnVLU4q07AABBh36ZszdnKH9zjiW7Y6+4qWeQR1R4MwxlPA888MDq1auXLl3Krj1n7HZ7fn4+dfyez9gE5Xp6eihhZVdusgutKIUVLj5rbW2dNH5bgOerewAA+ESp1aTxJz8r3DEGe3esHDf1DJKI/uEPf6DVdNGiRRs3bpzwzTCUYNEIFRUVp06dst4V6Abq7++nVhXeY52UlHT48OGBgQHKt+jj/v37jS4gAIBZUO/DDu0//vjjSsYPlu44cNzUMxgiSv16TEyM11xq0v9/M0xGRkZISAh93LRpk5UemmBC9GuM8irh9Ctrdvrr94lXAABLam5uZidSlOweg6I7VoWV6+mWoBhdnAlQdpWcnMyOS8XHx9fU1Ei9GYa+4eTSKDOgH2cUCHbsisydO9foEgEAmE5WVhbtIYuLiycc0/zdsVr0rufY2FhJSQnluTExMWVlZfTRS5kkEqNAEiaTR1TIruivH692Ah08+eSTa9eufeutt4wuCACA6XR0dEwav/F8wuuATd4dq0jvejqdzvT09HfG0UBNTY2XMkm0fiBRMXNExdmV1OPUAQAAzGz9+vWTFLw8x8zdsbr0rueyZctOnjzJhmkgIyPDcxyuEixkVwAAYAEKX55j2u5YdXrXMzo6enBwkA1fuHDBbrd7jkOt73A4IiIiUlJSDh06dPnyZfnvlTBnRJFdAQCAZSh5eY45u2Mt6F1Pm802MjLChmkgJCREasyLFy+2t7dnZGRQwJR8f9XjIi2TX+SO7AoAAKxEyctzTNgda8SMR7DEzp8/73Ucqe+lmC2iyK4AAMB6Jnx5jtm6Y+2Y8Rossb6+vtjYWOXfSzFVRJFdAQCAJU348hxTdcea0rue1dXVUncRCo1eUFDQ2dl56dKlrq6u7OzsHTt2yH+vhD4RpWxJ/g5VWvP+9V//deHChciuAADAkuRfnoMESytjY2M7d+60jystLRU/B0to9OPHj6empoaFhc2fP3/37t1ChKS+V0KHiPb09FDZbDbbxo0bKyTMmTOHXRCG7AoAACxJ/uU5SLCsRoeIHjhwQP4qe8G0adOQXQEAgFW9+OKLk8bfLfbqq6+6/QsJlhXoeRdhZWVlaGgoLSU+Pv7BBx+UOoL1gx/8YMWKFf/1X/+laWEAAAAM1NTUxHrer371q27/QoJlNdpFdHBwMCcnh61JZWVlo6OjGi0IAAAgKAwPD6elpdlsNuoZq6qqxP9CgmU1GkW0ra2N3S7hcDiam5u1WAQAAEAwamhooP4xNDSU+krhSyRYVqNFRIXTgpmZmXhDMwAAgJvi4mLqJePi4oQrj5FgWY26EcVpQQAAgAlR/5iVlUV9Jf1lfSUSLKtRMaI4LQgAAKBQf39/XFwcdZrFxcVXkWBZgxZ3EeK0IAAAgE/a2tpY18muyjK6ODrhpp4BR/Tll1+eOXMmTgsCAAD4qqqqinrPiIgIJFhWE2BEe3t7p0+fzrKr48ePq1UqAAAATtx66606PJbSPLipZwAR7e7uZuePbTbb8uXLVSwVAAAAJw4dOoQEy4L8jmhbW1tUVBS7A2JgYEDdUgEAAHBieHh4x44dSLCsIPCL3BsaGlh2lZ+fj4uuAAAAAoQEy2r8iGhtbS2766GoqAjZFQAAQOCQYFmNrxGtrKxkx73279+vUZEAAAB4gwTLanyKaFFREXt9ktPp1K5IAAAAvEGCZTUKIzo6Opqfn08jh4eHNzQ0aF0qAAAAriDBspoJI0qp1R//+Mfs7GwaMyoqSvzqbwAAAFAFEiwrUH4XYX9/P3u9IHvpd2dnp26FBAAA4AcSLKsRR9TlcnV0dNTV1RUVFWVnZzscDiEJmz59ek9Pj4HlBAAAsDAkWFoZGxsrKSmx2+0xMTFlZWX00UuZJI48KZlWCs1n9erV3/ve91JSUtjDF8RonjfeeOOiRYtwZhAAAEA7SLC04nQ609PT3xlHAzU1NV7KJNH6SqaV4pZRUZqVn59fWVnZ1NTU19fnZ2UAAADAF0iwtLJs2bKTJ0+yYRrIyMjwHEeq9ZVMK4XmGRYWRhlVe3u7y+XysdQAAACgAiRYWomOjh4cHGTDFy5csNvtnuNQ6zscjoiIiJSUlEOHDl2+fFn5tFJonkNDQ4GVHQAAAAKCBEsrNpttZGSEDdNASEiI1JgXL15sb2/PyMgoKipSOO0kWRrUBgAAAHzAT3dsxiNYYufPnxfGCfAIlu+FBQAAADXx0x2b8Rossb6+vtjYWP+mFeMnogAAAKbFT3esdz2rq6ul7gQUGr2goKCzs/PSpUtdXV3Z2dk7duyYcNoJ8RNRAAAA0+KnOzbgOVg7d+60jystLRU/y0po9OPHj6empoaFhc2fP3/37t3CTX8y006In4gCAACYFj/dsZXriYvcAQAATIWf7pibegIAAIAJGJ0R6ISXevpKtzVAnwVhKViKZRaEpWAp1liKbguy0lKCC1rEO2xgWAqWYs4FYSlYijWWotuCrLSU4IIW8Q4bGJaCpZhzQVgKlmKNpei2ICstJbigRbzDBoalYCnmXBCWgqVYYym6LchKSwkuaBGDYaU0J8TFtBAac0JcTAuhMQra3WBY9c0JcTEthMacEBfTQmiMgnY3GFZ9c0JcTAuhMSfExbQQGqOg3Q2GVd+cEBfTQmjMCXExLYTGKGh3g2HVNyfExbQQGnNCXEwLoTEK2h0AAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiw1PTyyy+vXLkyPDx81qxZ991330cffcS+HxsbKykpsdvtMTExZWVl9NFzWqlxlEwL8qTicnX8CTGM1LSIi6akQiMTMgFCox2p9j9x4sSKFSvCwsLo+3vvvXdgYMBzWsRFU4E0L0KjMyRYalq1atXJkyeHh4c//PDDrVu3fvOb32TfO53O9PT0d8bRQE1Njee0UuMomRbkScVFIJNgIS6akgrNhCG7itBoSar9b7311ueff35oaOjzzz9/6KGHKAnznBZx0VQgzYvQ6AwJllZoBxQZGcmGly1bRnsrNkwDGRkZwmhC1y41jsy04AdxXASeCRbioj+vofH8HqHRmVRcKP2KiIgQPiIu+vCjeREaoyDB0kpjY2NWVhYbjo6OHhwcZMMXLlyw2+3CaMKqLzWOzLTgB3FcBDIJFuKiG6+h8fweodGZ17h88cUXjz76qPjIIuKiDz+aF6ExChIsTZw5c2bu3Lnnzp1jH20228jICBumgZCQEM9JpMZRMi0o5BYXgcwpQsRFH1Khkfr+KkKjC6/tzy5bvPbaa3t6ejwnQVw0FUjzIjQ6Q4KlvtbW1jlz5rz22mvCN0p+H+C3hdY84yKQSbAQFx1IhUYmZFcRGu3JtP9nn322b9++5cuXe/4LcdFUIM2L0OgMCZbK6uvrZ8+effr0afGXSs5w4+y4przGRSCTYCEuWpMKjXzIriI0Gpuw/SnH8nptFuKiqUCaF6HRGRIsNR04cIB+8HV3d7t9X11dLXWPhtC1S40jMy0oJBUXgcw1WIiLpqRCIxMyhEYHUu2/YcOGrq6ukZGR9957b/v27V6vwUJcNOVH8yI0RkGCpaZJHoaHh6+OP2Vk586d9nGlpaXip4wIq77UODLTgkJScfH8l3gSNoC4aEoqNPIhYwMIjXak2v/48eOpqalTp05NSEjYunXrxx9/LJ6EDSAumvKjeREaoyDBAgAAAFAZEiwAAAAAlSHBAgAAAFAZEiwAAAAAlSHBAgAACA5S7+H29UXOSt6nLjP50NDQxo0bZ8yY4XA49u3b52tpmcHBwYSEBJmn5AQ7y1YMAADAYqTew+3ri5yVvE9dZvLCwsKCgoKBcXffffczzzzjU2mZH/7wh4888ggSLAAAADAR8Xu4A3mIqNT7vGUmnzlzJuVMbJhyrMzMTJ9KS7q6uubPn+9yuZBgAQAAgImI38MdyGtwpN6zLjM5JVj0kQ1TpqXk7TpuS7njjjt+8YtfXJV9kUaws2zFAAAArMrtPdx+v8hZ5n3qMpNv2LBh3bp1H45bu3ZtaGioT6X99a9/vWTJEnZFFxIsAAAAMAXP93D7dwTLcz5ur7WQmvzjjz+mvComJiY2Nvbhhx+Oi4vzOrnUUhYtWtTW1iZM4nc7mJxlKwYAAGA9Xt/D7cc1WBO+z1t+csGTTz5JyZZPpfV8F5NMGYKXNWsFAABgPVLv4fb1Rc4y71NXMtt169b19fUNDQ0dO3YsISHhjTfe8Km0YlbNrq4iwQIAAAgWUu/h9vVFzjLvUxeTmvzIkSOzZ8+OiIhYtWrVmTNnfC2t2ziBN4s5WbZiAAAAAEZBggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgsv8HY5UgsERocQ0AAAAASUVORK5CYII=)
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