Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-05-20020302_142100_20020302_190600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/02 |
Start Time | | 2002/03/02 14:21 |
End Time | | 2002/03/02 19:04 |
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 | | -2.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-05-20020302_142100_20020302_190600-constBx0 |
Minimum Dst Value | | -14 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
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l8fHlKSn1XUJ5efmTTz6JiSlTpuzYsUNXv337dtTUZb33fbU5kaWd6pKnfxARkYWqbagqDAzUWFvjcd+MpX8Gq6ioyMnJycHBAU+vXr3apUuXffv2YdrNzQ3T165du+966/Jqc9Ic2llaWvrCCy/oH7Nbt24tWLDAysqqTZs2zs7OeGq+vr7k6R9ERGShahuq8t3dRcAqjYm57xL0YehMTk4WL507d65jx44YSVFiui7rrcurzUlzaOfUqVNXrlypf8xcXV3feOONHAUmtm3bZr6+vuTpH0REZKFqG6pu3biBjFUYGFivJZSUlCxatKh79+66mqVLl2KG9evX13G9dXm1ObH4dqakpLz88stXrlzRP2a2traenp5iGhN2dnbm6+tLnv5BREQWSsWb3IXKykpxDxYkJiY+//zzhw8f/utf/5qZmVn39cozgFp8O/v167dnz56ae49Z69atS0tLxTRCt5WVlfn6+pKnfxARkYVSN2CVlZUtWbLExsYG05cuXXrttddCQkIwfezYsddff726urqO65VnALXsdvr6+lpbW4tbqfSPWYsWLXQ33GGiZcuW5utNesysBmkPERGRSlT8Hixo27btoEGDsrKyUD927NjvvvtON9vGjRvHjx9fx/XKM4BadjuRoMPCwsQ0z2ARERHp8JvcG5dlt7O2E0u8B4uIiCTHgNW4mk879Y+Zi4uLyU8L1lZfU89DLk//ICIiC8WA1biaTzsNvgdr/vz5VgonJyf978EyWV/DgEVERM0LA1bjkqWd6pKnfxARkYViwGpcsrRTXfL0DyIislAMWI1LlnaqS57+QUREFooBq3HJ0k51ydM/iIjIQjFgNS5Z2qkuefoHERFZKBW/aPTxxx9/9tlnHR0d8/PzH3K98gygsrRTXfL0DyIislAq/qucmzdvFhQUzJ07197e/iHXK88AKks71SVP/yAiIgtlZqgqK4svL0+p7xLKy8vFP3vu3Lnz3r17dfVnzpxp3749Xr3veu/7anMiSzvVJU//ICIiC1XbUFVYGKjRWONx34ylfwarqKjIycnJwcEBT729vf/+97+jUrw6ceLE1atX33e9dXm1OZGlneqSp38QEZGFqm2oys93FwGrtDTmvkvQ16ZNm+TkZPHS//3f/+3ZswcTGRkZzz///OXLl++73rq82pzI0k51ydM/iIjIQtU2VN26dQMZq7AwsF5LKCkpWbRoUffu3cXTI0eOvPrqqzdu3Bg1atRXX31Vl/XW5dXmRJZ2qkue/kFERBZKxZvchcrKSnEPVo3yr+dee+21+fPnv/TSS1evXq37euUZQGVpp7rk6R9ERGSh1A1YZWVlS5YssbGx0dW4ublhhu+//75e65VnAJWlneqSp38QEZGFUvF7sKBt27aDBg3KysrSvXrgwIFXXnnl+vXr9VqvPAOoLO18eAb3+jX25hAREZnT0EPVwIEDf/755/quV54BVJZ2qkue/kFERBaq4Yaqmzdvfvvtt6+99prumxrqvl55BlBZ2qkuefoHERFZqIYbqrDkl156KTY29gHWK88AKks71SVP/yAiIgvFf/bcuGRpp7rk6R9ERGShGLAalyztVJc8/YOIiCwUA1bjkqWd6pKnfxARkYViwGpcsrRTXfL0DyIislAMWI1LlnaqS57+QUREFkrFLxp9/PHHn332WUdHx/z8/IdcrzwDqCztVJc8/YOIiCyUiv8q5+bNmwUFBXPnzrW3t3/I9cozgMrSTnXJ0z+IiMhCmRmq4sviU8pT6ruE8vJy3T97NvPfTRiwBFnaqS55+gcREVmo2oaqwMJAa401HvfNWPpnsIqKipycnBwcHAzm+e677wYMGFCX9dbl1eZElnaqS57+QUREFqq2oco9310ErJjSmPsuQV+bNm2Sk5P1Z/Dz83v99dcrKyvrst66vNqcyNJOdcnTP4iIyELVNlTduHUDGSuwMLBeSygpKVm0aFH37t11NadPn37llVfy8vLquN66vNqcWHY7vby8cLBbtWrVvn37iRMnlpWVifpbt24tWLDAysoKcdvZ2RlPzdfXlzz9g4iILJSKN7kLlZWVunuwiouLX3311fDw8PquV54B1LLb2bNnT09Pz6qqKhzpyZMn9+/fX9S7urq+8cYbOQpMbNu2zXx9fcnTP4iIyEKpG7DKysqWLFliY2MjnmLihx9+eID1yjOANp92Ilk/9dRTYtrW1hbBS0xjws7Oznx9fcnTP4iIyEKp+D1Y0LZt20GDBmVlZRm/xE8RmtR82nnkyJGuXbuK6datW5eWlorpkpISKysr8/X1JU//ICIiC8Vvcm9czaSdCQkJHTt2TE9PF09btGhx7do1MY2Jli1bmq836TGzGqwpREREKmDAalzNoZ1BQUEdOnSIjo7W1fAMFhERSY4Bq3FZfDvd3Nyee+65uLg4/Ureg0VERJJjwGpclt3ODRs2dOjQITU11aDexcXF5KcFa6uvqechl6d/EBGRhWqUoaq0tPT//b//Z2YGeQZQy26n8a1RVVVVNcr3Xc2fP99K4eTkpP89WCbraxiwiIioeUHQMT4B0dBmzZr19ttvm5lBngFUlnaqS57+QUREFmrcuHGjR48W5x0egYsXL3766aft2rVLSkoyM5s8A6gs7VSXPP2DiIgsVGlpadeuXc1/Il5FTzzxhL29/YkTJ8xvlTwDqCztVJc8/YOIiEhF8gygsrRTXfL0DyIiIhXJM4DK0k51ydM/iIiIVCTPACpLO9UlT/8gIiJSkTwDqCztVJc8/YOIiEhF8gygsrRTXfL0DyIiIhXJM4DK0k51ydM/iIiIVCTPACpLO9UlT/8gIiJSkTwDqCztVJc8/YOIiEhF8gygsrRTXfL0DyIiIhXJM4DK0k51NUr/uHrzqsnyxq0bD7m02ogl51blXrx60T3fPbMy80DugZzKnMDCwJyqnMN5h5MuJO3O3h1XFueW4xZfFr8jY0dEScSurF0ot6VvE2VwYfDmlM0H8w7OiZmzIXnD6JDRSxKWDAscNj92/sigkYsTFmMCi32AJjSQ6uvVaHj+pfyy38rQqJTyFFGGF4djQkxXXqvEbI29pURElocBi8xB/+jr23dC+IQBfgM+iPgA05MiJg0OGDwlcgpqxoeN7+XTa2L4RNTPjJ45KngUIgVm2Hx6M8LEt2nfLktYti9n38bkjQGFAYggQUVBrmmu/oX+KPfn7F9xcoVLqsv0qOmfJ36O9358/GMHL4f3w963dbd9L+Q9lONCx9l72GP5KLFYlFhvD+8es6NnY40LYhdgS5zinLAlC2IWoGZu9FztlhyfiXmmRk3F0sS7sP265WAteHVezDy8d2HcQsw/4/gM1GMDrDXWvbx7oXTwdEDZxbMLyq5eXVF29uiMErPpSjsPO13ZyaOTrsRmo3xT8yZK44eNxqa7d3fsK+wNr7Ne2A9IMyLHINthh2dVZiHQoEQNAh+mUYpplOkV6aLEzObjZuL5xMyKTCx/e/p25zjn5SeWT46cPCd6ztjQsZjo79d/aMBQbMlb3m+JrTK5tdoGutt18eriGOw4NmwsDjf6AI7sovhFfgV+2PLCy4XIZ1hXTGlM8ZVi8RQbj5eQTUPPhfoW+Hqf9UZCjSiOwDReFRuPORF5RZMxgQfahRSLd/2S9ws2Gx1jeeLyuTFzx4ePx4HDwcLhxtFHF8I8Dxa160WsAltlUJpP6kREOgxYZMjgv1rWNvTe9yFChhi8ayv1g4iYvk/pbjgtAo0obdxtdKVxze1SY1ijvxzkCW208uqii1mdPTvrwhYS293g5dlVF79EKeZH4kT5dtDbmHlKxBQEuGlR01AinWAV3by76dp7ewuV7cES8LSfbz9Md/Pqdnf5RqVYu72nPeLRO0HvIIKsT16PCPt9xverT63edHoTMuXEsInmY1NDPMTOrMujk7s2iXb36o54iqjX07snHiKq1rFTvR34NnbphuQNaHJ4STiiKnKP7kwb0hsSnn+B/9bUrZmVmch/SEvIf5hwy3ELLApEui25UoK0h8qQopA92XsQyhEckdSRy8XfDIjRWAsOyojAESiHBw7HeseEjEE9cjl2Mt6F3Y7UiDiI+LgjY0dCaYLuZOeJ8ydQYho12VXZmK2kugRbVXW9Kr4svupaFaaxzdiGxv1hJ6KGw4BF5qB/TAifgFFnVPAoDEIoP4r8aFjgsBlRM1DOjpn9fuj7KFGPIQcj0zvB72AEGuI/BGMShkAxjurChyhFUBDnToYHDMecWAXiiFOs0+iQ0atOrcKi1iatFSVewiCKckXiCrz66YlPtZfb4hdjLJwVPQtrnBM9ByuaFzNPW8bOQ/0ncZ9gnk8TPsX8nyd+jnJN0hosASWm8V7tea9YJ7wX6QTzL0tYhlZsSdmyKH6RT4HPgdwDaeVpGLPTKtJ2Ze06eeHk0TNHz14+G1gYePbSWdRjGqMjRmhdWfZbGcqLVy9iCMcwL07MGJ9lEVfisA3jw8frR6UGDUMILsiLvX169/HtMyRgyED/ge8Gv/thxIfYewtiF2Cvfpv27Y/ZPyIHIJG457ujRBoIPReK6aO/Hl2XtO6Lk1+MDR2LbIG9ipyBRYlj11BBTdkV2DnacBM0AocVW+sY7Iigg75kHONE5MJs6HjjwsZh80SAE/Uit73lo91g/cx9+8Skkp7Nh7naSrE0cdpSrEUsTb/Uz+IIxCh7+vTUbY/4ARkXOg4dEt0eCe9w7mERyxAEMysy0eXQl3KrchHFokqicipzEA1jSmNwsPKq8jBRfaMa9eVXy1GidyEsIjKivvJapTjf1gzg5wg/XNGl0YiwP+f87H3WGz+PUyKnfHz843XJ61zSXDT5GnRU7MDPEj/DPnSOc0aiRcg2v1jMkFWZ9WiaQNJiwCJzHqB/iGso4hoWfoshcKSUp+Apfu9jDECJaeQMvIqRo0a5E0j1zW76xH5AIMNgsDV1676cfRgYvkn9ZmPyRowi4l4uTLvlumFaV2LOQ3mHUO7J3oMAimiLVNHL9/ZlTQz5yA0Ywh2DHBENkZPEXWXiXiu1rm1hUWLMQwj7MetHBAJxHRDTO7N2IhmgBsMhZkgoS0CZXpGOZuKB6YO5B7FhOzN3bkndsiF5w/LE5YsTFiO4rzy5EjHXv1Cb8IqqizDyYWuRFQxWjUosB+PrwriF7wW/18O7h7WpM2ciAIkrufrJVcQgUX87JHloQxKiJ3bd5IjJ2guRcQvwl8PyE8uRyLH/58TMQfJGiUODcn3yemRxjO6Yv79ff93fCeKkozjBKaLb7dOQeqc27TztDLZB/5qyaIWIhiKciVgmToj28+unW754r4hu4q8XUeqvUcQ4pFK8RZyTE38FLUlYgu1fdmIZsvLShKXI+kjPCCXIbUjSP2f/jKPw1emv0LU+P/k56kWHPJB3ADP4FfiJ83PiB7m+P7aiE+IH/0zVGRxl9BAcx+BzwbrS76wfOo/7r+4o8RT9BCvF1r4T9E69M7q7DfbqqpOrXFJd8CfZJ/Gf/JT1E7plWHEYOi3+okDHE3PiDzPEspyqHPymwgyuaa7fZ3yPJnvme2IbEN1QiQ1Dw5FiRWhDK9B89Gq0yCDG5V/KR9LFS0jGvJRMNQxYZJ48/cNCVV6rFDeqi1/3Yhhr7I16RMQlNsR3DNhfpXw1PWo6MgFixN6cvRiksTcw1CHVIY/uyty1KH4RkgGeinM8HvkeK06uCC4Kxpwig9Z31XggbeCNIiuHFIWcvXwWW5JXlSfuNkOJMCFCCdYSVRqF8du30BdZOagoCOnhyJkj2Ko1SWvERUndOS0Rkm6f4FTilAiCIniJq8zixKeIaPq3BurPL6591+VhfH7OxKvudyMp1oIHos+82Hlojsj9aJ13vjcSCXYFymO/HkN2WZu0FmFOnKLu7dPbZCCuR3K6E5f7+vUd7D8YKUrsAbHTEDSxJ8WZwno9RMY1/8DOx2yD/Ae95fOWaII4QAipSOQTwyYO9B+ofxPCzOiZOLgBBQHoAAdyDyC/HsrV7qLMykxxuhF/KqALiT8ymcaaK3kGUFnaqS55+gdR40JKQ1wOLAxEOBNXqBFTEAQxTiOKIcScvHASY3PR5SLEuLiyONT4FfhhzA4uDEZcw0uYP6JY+4FWDOozj8/EoC6uiSMBzI2Zi4gzOXKy9pMf4ZN6ePcQ02NCxmjPxvn21533QoZAeHIMdkT9AP8BunNpIt7p37bY0A+sa2jA0PHh44/+ehTJGFkE4RjNRGAVewwxBTsNT0XSRUzBXxfVN6p3Ze3acHoDtt9WY9vTu6c406l7dHLvhJc2nd60NW0rApkuot2+5uve6WEioLWp+0r1p8Xqbp+kVJL0kIAh2OEzjs/A3wbrk9bPiZmj+VWDJuBAo10ihKF1mBZXgTMqMrSnAEu010xDz4WiRMRHhsMMR88cRb7HPFXXq/CHR41yJbRG1qsETYE8A6gs7VSXPP2DSAb6JzjFNIZtlOkV6RjLMa27mizu4hIfa008n1hypcS3wPfUhVMY0ffl7pseNX1ezDwkA3HWTZzOuf2hWuVCp41Ge50OoW2g/0BEunmx81adXIUI6F/gjxCJNCCupiEcYBWiRCXChCjx1Pgacb2gLViCONcoPtyKNWLVqBdNrlFOHaGZ2Cqk1bOXziKO4CneJTYJT7ExYhqJZ23S2sUJi6dETvkh8wft53Mztm9I3jA1ciryK9Kq7tRpXGncobxD/f36a0+wKbtC7BxR6n+4x8xnjXXzi2vE4rTc7Y/dKJ9o1v/8sv7JS/EBHZEpxVVsbBi25IOID1DpHOc8MmjkqlOr0Ao0AU/35+xHEPct9MVhPXH+BKIbDjTae/vTGNersNNQihrtXafV2m6A8Ic9KUpEOt0nObBjRSgUnUees+mC6GzoveL0OXqOPAOoLO1UF/rH9Wr+9UNEJuhCGCZSylPETZYYXUSJp9Je/EK2EB9QQCipvlEt7oYUX2iCEOaZ74lI55brhnCz5tSaSRGTENSQpYYFDBN3Ulrf+4UvInLp38B3+3PNeh8e0v8qGRG8bp9u1P/8tdEnr0UEFEsWyxQ384kvrBGluNFQlPfc9qdcre7meffmPxEEB/hpT3yKj9xOjZqKp/Nj54uPKGlvAUzQ3gK4IFb7xTrTj09HqxHWBwcMnhszV3tTYOIX2BvrktehcuNp7U2Qm1M2zzw+U3zs6fPEzxENV59ajZo1Sdr9Jm4lnBk9U/flQR+Ef4BMOSt61oTwCZ/EfyJKzLkkfgk2Y1WS9sMQLmkuG5M3/pT1k7j/FenZ86z2rjvkRYRFHB0cF9d0V5Q7MneIehw15Gasen3yevy1gKiNJqBFomZ2zOyPj3+M5htcoWbAInPQPzzs7YNHjfLp1Stq+nRMnFy5MmbOnOw9e1I2bz4XGpp3+HBVdnZJVNSN6urKLO2ncq5e1H6G7tYNuf52ISJ6eMhhCKZRJVGh50IRAg7mHVxxcsWRM0cwHVwUvDt796kLpzDk51/K131+Wdz8l1mRifq4srgdGTsCCgO0H5HJcVsUv2hLyhbEC6QKxJpZMbMcvBzEDX/i0wOD/Qdb37k6rP/RWuMb+4w/KituBBTBTv+THPpfQGMc76R6MGCROegfZvqPu40NSo9OnVB6Ojig9O3b193WNsjR0cvBIWrqVL8BAxKWLImYNCljx45Tq1cXR0ScOXr0cmHh+cREJDBMYBXXKrV/BDOQERE9GuKurOIrxTdu3UgpT8HTkKKQM1VnDuQeiCmN2Zq6FRFNVwYVBYlSfEsIcltCaQKinrhyeuL8icN5h09fPI33IheuS1qHGWYen/ll8pejQ0YvPbFUfKWO9hbAiMnIah9GftjLp9fUqKmDAwY7xzoPCxzmFOuE6enHp2vDX5j2K+hGBY3SfQXd0IChKN8Oehv1yIgohwcNRzksYBjmdwx2FN/kguVgmeIrhMSXY2Mt74VoP2s8MniktlTeKz4yLM4z6X+OxOCLcjAP4qP+pyjEAylTfJwCy8FCxBf4dfbq3Nun90D/gfNi5608uRL7ZF/uvn05+w7mHmTAInPQP2LmzIn/5JPw8ePDJ05EfvIfNMjD3l7EKe1dpOh1b755t6ztobzqYWeH0qtrV5Q+vXuj9B88GAsJHTMGy4yeMydo5MhTa9ZETpmS5uIS5+yce/Bg8saNhQEB6du2lcbE5Li5VWVnFwYG3qiursrNxeaJy5cinN28erWGQY2IyDKJe7ZE+BOl+E5B/X+iIOrr8m8VxNL0S12sFLflif+QIT4nIT4/obsdUNyNJ0rUpFeki1sDxReUiI9TiBI14qPcJm84Y8Aic0z2D+VbDCsrs9APswp8fUsiI7N37847dAhhKO277xCMTq5YEfr++9GzZgUMHowJhCffPn20Z7k6d9ad99KIUj+cGZXuyrkxEcuwEN15Mp9evVAGvv02yrAJExDREP5QRkyahNli580LHDbs1Lp1iIZZP/10avXqgoAAhLPytLSikJCrFy+Wp6Tgx+FKcXHNnfNnIpwRERGphQGrIVdp+TtXlSYgzSDBVKSnV+Xm5ru7nwsLS926FZksftGiNBeX4zNnnlqzRgQy7x49QseMQVQKGDJEd5YLldrzXkq08lAimrgoKYKau4hiyrm02zWiVGo8RCnCWZcu2qW99RZKv/79UQaNGIEyZPRobTj78EOsInb+fO1ZtFWrEM4ytm/HFmb+9BPK3AMHtOfS/P2zdu26cOoUYiXy2YWkJLQLKdPgcifjGhERNYMMUEcMWA+iUZogYgoiC5LK+cREPC0OD68uKkKsuXj6NJLZWS+vxM8+QwCKmj49acMGhDMR0U6uWoW0FLtgATJZ2LhxCE8Bgwdrg5oSqsTZLxG2bkc0Ecv0S72zayZeFWfU9M6libjm27evdl2DBmG2wBEjMEP4xIkIaieWLkViy/jhh1OrV4uIlu/piYh2LiQkfds2tAI1v2o0OW5updHRhYGBCKB4oNViD+iXRERkWZpBBqgjBqwHYdFNuHrx4q0bNyrS0zFRFBJSnpaGKFMQEIBYk3vwoDb6fP89Ilryl1+GT5iQ+PnniEQIZ14ODohHukuQfgMGaMt+/XRxyks5EyYuXIrIpantoqfe/Wca/TNt4t41vTvY9AOcV48eiGj+gwejxNq10wMHIsOFT5oU8cEHCcuWxcyZk7RqlTZifv89WlQcEYHWVWRkIIaisWXx8cim5Skpv5WVXcrPR9uvV1fz1jQiokfMogfQemmcgFWbhl71rVu3FixYYGVl1aZNG2dnZzx9sOXI0z8MiC+bELfSI6agRGS5XlWFKFOVk4NYcy4kJGXz5jNHjiDo5Ozdq72YuH07os/pTZsQ1+KXLPHp1Sts/Hjt+S3lcuTtcKbc4C8uVorSq1s3XbS6Hbwe7KF/7k1vGkEQidC3T5+AIUNCRo9GRIuaNi3iww+Pz5iBMmb27OhZs5A1kS+TN2xIc3HJ2rUrc+fO7D17sn78ETEUj1+PHcPjrLe3eCoeeFrg61sYFFQYGIiEp812GRki1SHeYe9h4ubVq/qfQiAikoo8A6hcZ7BcXV3feOONHAUmtm3b9mDL0X7RqPLJC1HeNPrUxi3Jvqu3vpAzapSgJu5Cu1FdXRIVhcrSmBikENRcq6pCOqnKzs47fLgwOPjU6tUZ33+vvS9NuQ8sac0alCe/+ALZCJHIu0ePgKFDtWe2+vdHGrsdzsx/fvPRPm7fAGdnh83z7t4d2c5/wACf3r2DRozwHzQofNKk0LFj45ycEOxOLFuGCcRT7dMFC45//HHo6NEBgweHTZgQOGxY7Lx5kVOmnPj0U4S/1C1bTq5YcS409KyXly60mXFd+Uo27F7xbSAiK9eF/sdRiYgeEgNWQ66y8Xaura2tp6enmMaEnZ3dgy0HTfDycggIGIoyMHC4t3eP0NCxvr59Q0PHoQwJeRc1wcGOKCMiPkRNZOS0gIDB0dEzUcbGzg8OHhUX54wyJmZOYOCwhIRl4eETTp/+CpVpad/pyoyM71FmZu5EmZ29NzHxs9zcfbryzJnDSUnrzp0LzcraVVoak529u6wsDmV5+en8fPeqqpyCAt+qquy8vMMXL57OzT1QWZmp1OedPet16VJ+UVHIb7+VlZREXb9ehfLGjeoLF5KQCysq0pEXz59PRE1ZWTymy8tTUH9Z+e9dVco/Yf1N+ZcaIkQaB039uGkcPRuCGPtFwhCniBDUKnNyzhw9WhIZifJcWFj27t35Hh7p27blHTyYunVrunKrfsLixcGOjsg3AYMGYQL5LHD4cN/+/QOGDPHt08e3Xz/tiS7x1Rv658Ca1EPJkdhUpMzIadPCJ0yIW7BAe233s8+QQdO+/RYhLGHp0vDx48WnIsQJQp+ePbXfAzJ2rG/fvsenT0eAQ7ZDiZmRYlO/+QY759SaNVgOgh2SK0Ke9oOo8+cj0SZ/+WWcszP2IaIelhw0cmTK5s2oKQgIyD1w4EJSEnZ4WVwcdjiSHPLxxdOnRYlXq/LykJtxgHQnQcXVapTiQ6ziW3kZ5oiaMQashlxl4+3c1q1bl5aWiumSkhIrK6sHW472i0Y11mo/3rxv6e5uo1faovTwsFNKe13p6emA0surq2763rKr8mo3lN7e3ZXyLZQ+Pr1Q+vr20ZWixsenN0o/v/4okQ6VchBKxEesLjT0fWxGaOhopRyjlOOUcixeRWrEdFjYWMTQqKhpiJLx8QtRIi8q04tCQkYnJn4eFTX91KnVERGTMK2UX2CxeBXzxMbOw6tJSetPnlyRnv7d8eMzMacSQLcmJ2/Mzd2PcIm8iOn09O14S0rKFgTKkpLjiIwVFRkIlKWlcTk5boWFAWfOHEUlHpWVWQiOSIoIjleuFCNrXr16ESVSI55eu1b5W3UZ8mJ1VRGmL55LxkRZbmJlUebFrOTL586WZ6ZW5GRcOH2yPD31fNJJPJAPEAsqsjLwOJcQXhQbUnQ8uDDCrzgqrCDEP/fY/qxDP2X88H3qtm9Sv9ly+ssNJ1YsT1i2KGbenMhZ045PmxY2/v3gd98NGDYE8c67Z0+f3r29u3dHqT3LNWiQT69eEZMmhbz3HlIgIiDyn3evXpjzdvKztdVmPrt6B7KHmqeWbw+5/b0h4gOt4hMPyvQ9pd6XvYlPWvgNHKi583kI8SHW4HfeQRmlxD5xwjJz1y4kv+w9e7Q3CO7ciTCXs3dv0rp1Bb6+yHmF/v5IeL8ePYp5cvbvRzTEq5g+c+RI8saNZ319kaqLlZyNeFcWH49jK4IdQp4IdshzohT14vSqyOvisxQN8X+xxDLFjYD1vVh8ubDwSnFxvru7+AgIptEDy9PSEpYtO7V6NeMpNXEMWM1TixYtrl27JqYx0bJlSzMzm7lXDCIjp5w48SmG//j4xYgFiALKGanZCA0Y6ZEtRIkaBIXIyKl+fgPwFpQRER8iu4SHf6Cc3/rI17dvWNg4xBF//yFKlBmoCzH+/gN1pa9vfyXu9FHm6auLPliILjDdKbsoQaqzUnYxClhdlCjW2SCW3Qlqdkp061RLaWtQ3ol9d8um86jb9tjoWufh0QmN8vS0x05AIhTT+qEWuxSxFTvZx6cnUikOIg4BDl9AwLCAgKGYRj3eq3tgTrwFE+7udjhMiLM4fL6+vZW3dxelv/8AvDEgYAjKwMDhvj79QkLexVNRhodPCg5yjI6eExk5OS7OCf0nIWFJbMy8hPhlURHTwsMm+vsO8PXq56mx83Pr57nbwXd1X6/lKHt7bLDzWtvNfZON5/QuminWfh8O8pzsEP7jhAC3IaHH3vM53DN2z4Kw9eMjV3/o+2k/n+97ue+z8dnxlvteW/95AzzetfMd0V/zjrXv0v7uG20i1kwKXDbsxMrPwieOj5g/2eMDe6913TR7rb2/6qbZYh20bITXBw5B7w3XjLD2HOugWWTt8UEnzTxrz7e7aN6z9vzAXvOFtcesTpoV1p7vddEMsnbv3lkzytp9vK1mtbX7LBvUa9610Yy2du9jq5lo7T7WFjXuk2w1M63dB9hqhlq7d7XVvtrLVjPW2r23Mt3FVjNAuS2vu/Kh1wHWHg52WKZHl06at25//4j21U5K+Zb2sqymH2Kfnaancvaui3LbXxftOT9tiaj31u0abWmjvTUQqwgYOtR9iE3gyGHuI2393xnsPtA++F1Hv/f7xznPi1oy/fTWzQlrF+fud0vd6VLo55e9e3dJZORZLy+kHMQdEeCuV1UhAJVERCR+9lmaqytiX/KXX2rPC65aFT5hAuKjd+8e/gMHaq9r9+3r07Nn4LBhAYMGhY0fHzl1KhJkwtKlJ7/4QnuxePlyPJLWrk3ZtClt69bjM2dGfvSR5s4HfrUPtLTTPSdWIydP1v5/iLAwbFLwqFEho0cXBQUhWRr/isOmIkFevXixuqgI2xYzb1a4x8QQzzGnTq7CXzJXlW+zRPQsiYoS82NONC1hzZLwJRPjIhZGhU/DXyY1yhlHcekZTa7IyCiNiRGVSH6oxBIQBMuKE/AHz6M5pU1NHANWg0tKSrKzs3vyyScf5U3uKp7BUm+jtMTlNnHp7cqVYl0pLsyhxAz4XYaysjJLlOLiHX6xFRWFYObCwsDq6qKCAt+Kiszc3AMXLiShrKhIy8s7jPLMmaPl5WmiPifH7fz5xOzs3cXFEenp24qKglAWFgYkJ2/EbCdPrsjP90hJ2VxY6Ivy7FkP/KrNydmPvJiV9ZMoY2Pnp6RsQXxMSlqLcIk3ohTTojx1alVo6PsIoMgEWKC4JIpEgqCJRIJUqlw2nYIcI851BQWNQIlUgTI42BH1yKkIo+HhE1GDqCHOtykxdBCijwiXIkoiGIlwqdT30MUm4yAl5UNkX9takqVhvUjYIouL94oaJEjsfC+v7gZLFq+KU6H66dzTQzk0ernc00M5seqhndNdo2R0sQ3HlHSr6Xy3/phyavaI8t5DSs1hJSsf0s7vcUDZ5j3Ke39WDus+pY2i/KETwp+Hq53mqLXHTmUJPyv1e5Vyj7Llu6zxquYHpfxRyeK779T8Yq3ZppQ/Kms8oMx/UCn3W9+tEdNuYk5lhu3YDGvNd29iwn2zrcbV2n2dDUrNOmWBX2GDrTUuSumqlN8r78J79yrv/dZas8la841S4qUtSg3etcoaCVXzpbVmrVL/tbKQzdaaNdbabLpJmWev8tipfYvnh/Ye73W5nbSGWGsclfdutEa0Rb6Mnj375MqVKV9vTt6wLmjC235jBnn26OLRvZN7Vzt3hzcRUjXO93QG3019fD7upelrjaQbOG94wOKh7tNtNQuVfXVnHs/DXTx/6eI1tau745uYTTPeWjPxTc0ca+/5PTwW27sPstUMt9Z8bIM8rTmm3aX4tYDfD1meP6R+syV+zaLghY5Rhz/yPzQw1Ge8r6Z34rHPj2/7OOnLdQigqVu3Imie9fbOdPuhIjv9TOThG9XVFzNOa68pn027euViUVbQpfKz2TF7SlKPJx/bkB9zLGH/oqzAn2J3zy9I8ksJ3nzlcklFRXqN9m9p7WlIkQXFtP7NDOL2BvG7V78Uv2nFDRLit7GoF7+TxXKu/VaF8urlcl2NSKW3X1XK2u7TrY3+Vql1L6/YEmz5TSULY7Hmly/q9feS8e0fDwZLwMIZsBqcjY3N8uXLL1++/ChXquI9WOptlLz07+LS/wHW/7EXvxqqqnLxku7XFmZADd5YWhqD331iGr84ME9JSRSipHKhMBJxE78fMU9VVZ5Sn4oEiSSKiIkQmZW1Ky/vYGrq1oyM7WlprpmZO5OS1qWkfI10mJy8AUkRITIt7VvUp6W5YJ6TJ79ITPwiLm7hiRPLYmMXxMbOQ9CMiZkTGflRZOQ0TMfHLzx9+suUlK9On96YlLQeMycmfp6cvO7UqTWYSEjAu5xiYmYhd2LOxMTlKPGu48c/jo6eHRU17fjxGRERH0RETEHojIj4MCTkPeU81lDkS2/vXphA6efXH+kHJTIoZhanS/HesLBxCJ3itKW3dw9kGiRR5eRZJ10YQsBFSAoLG4s5dSftUGJFQUEjo6Jm+Pr2uzO/jbKcnpo7pzzFQ7yKNBwQMDgsbLxyks9BtxwxLU6pilOk4uqzn18/zd2TpnbKlmjrsYWaO9eyxauiXlybFqcP75xY7WywBP1TqmLt+jX3nli9e1W9Llfh73komeBOaW043VQfHgs7ezh3MvHSHuWxVwmIR5XHL8rjkLXmyJ159imPQ2/erantsV954+0dVcs8elHsnnn2KlHVeBVi/q+VQDnXWvOpEiuP3s617nve1G4tUvVRZQsxp0jeh5V3/WJYuiuJ3HN/F8zvdUjpnIe0ndP3UB8cR9/9vVHv7aZcAXBTbpzYpy29D2r/BvA8pL0a4HlEqT+i3FBxWJlzv3LrhZv2h8LrZ+XVn5Ryj/Le/dr3+hzS/vnne1i53eJof6wrwBN/ItqE+o/1dHcIC5jgecwh1Husx1H7wMPDPQ7bBRwepp3WvI0/LYJ9R7lrOgUHoLQJCnTEdHjIOF/PPsfDZwZ4DIuNWODvMSgmfI6/x5Do0LmBmuHRgbMDDg857jnNf//gCM1k38N9Qz3Gemm6Bvs6erv3CA14z8u9W5D/SCzNx1u7PV6e3TDt69PHE3+s+g7GHzx41d97QHjIhGD/UVERU/19B4WGjPP2eivAfzD+alV+1XT39x+M3waivH26PWAoXlJ+FQzBL5Dg4HfxxzB+R+HPY3//gYGBbwcGDkd9ePh4/G7Eb8KkpNUx0XOio2f6ePfGwuUZQButna1atbp06dIjXqmLi0ttnyKs1yGXp39QU6BLn7o/PUVp4Jryr5owj/hTG/MgehYXh5eVJSBx4qlIqHDhQhJqqqqy8ap+nEUMRdYsLPRHiYXgUVGRjjnFCcszZw5nZ+8Wf6OL7UF+RU5FkE1J2VxRkVFWFo9XsZALF05mZOy4dClffCoCJWLuqVOrCwq809O3oV6cTsDW4iXlUxoJSL3IyqjBRhYVhZSURCcnb8SSsRy8F69isZhGMkZUzc7eg2yKEsv89ddjSMm//no0Ls4ZydjPb0B8/GJsLaaVT4fsTkz8DHMiieLtCMRoS1TUdFEiOiu39LkePz7z9OlNeNfJk6siIiYhJWPJZ878gpfy8g5hjZmZP6IGSzsR9ynSdnTorNTTW0K8x8QfXxzkPTI6bJb/scHh3hM8f+kScHQgxku/Y/08NV0CfYb6ePcKC30/ONARATo4cBRKDDzR0bOUy77OWBemsc2BgSN9ffsEBg7D+IRgLUYppEkMaco41y/Ab0hwkHb0Cgp628uri49PT+Xi8uDjx6fHxMxFKA8Kesc44vj69vb17VX3cJYW6pLislXTSTn7ZTyDki8TYpampbiedvkyfqmz+7o3tafo7plNL5WKwOeuXGqfZ6OZcOfUnX7k2vumNiG5vqk9I6gfuY6ZnT5qVB4xillH9eavb6m/zCN3a9yPmV2ycb35bTCxh+s8pyU/5BlAG62dL774Yq7ySaJH6datW/Pnz7dSODk56X8PFgMWEalCZNaHv76DTIyFiGBtUG9ciadK0v1GjGHiir94OyJserprVOT0yPAp0ZGzYiJn4ymy4+nTG0+dWqOcZF1dWBiIXKud/+rVpHXrEj/7rCg3EJXIr4iVyLvKTQiF4qKbDiL95cJCvDE39wDmyc93v3z5LOK7iOZ4C/I0pi9f1n7Hb4Gvb8zcuQHDB8f4zQ0NGJOXdzAzfUdVSV7ZidjKrKyzXl6lZ2PSYl0DA0col/u1J1CPh80I855wMnBlmNuE6GMz/fYOiNj3od+PA2J+nhPs6njq8OqIHyZlhf4Q776wINnrlM+a4ryI1PCtebFHYnbPi/luts+mXkFbRnpstfdfP1iz2tZ3dR/NV2/6bOjl/u2bPpv7un9nE/DNEI9v7AK3DvfYYh/w9TCPzbb+G4a4f/mm/8qBms+s/ZYM1Cy19v+sv2a9te9K7S2JQV+97bmlS4jraO9vuwVvd/Tc7hC8813PnQ7B20ZhLQGbh+K9fuv6a7609lnTE6XXCu2tih6f2WuvGq/qpPnR2n2tjbZc30mz09pjY2dMe2zqgpDqsc5e8y3msdWWK2zxLvdP39ReUF5to9lr7b5VG0Pdv1VO5rkopauSI7crZ/V+0JbuP9po9mEeG23k3fim9qrxl29qrzWvVR6fWKNFmgXW2su1S5TL0KuUhWy01uxWLk/vVeLvj9aarcrTtco16FVKuUa5GC3Kdcp7NymbgaffKfP/oFwK36acfRRXt79VFrJHWaA4UbrPWvOzsrq1DFgN75tvvhkyZEhRUVFjbcDDkKd/EJFlKSmJKi2NaeyteHAIeeJyvzj9qRbx4cq6fCxUfKhT/2Okdf/SOP21iI+jXkhKwoT2MxCZmdm7d19MTsb0leJi8e0kmMA8yJc3qqu13/yXl5d74EBxRETq1q3iA7BFISFZu3YVR0bmuP1cGh2N6ZLo6Bw3t/MnTuQdPVSRkXHueBiWfyH1FDa4LD7+SkkJln/h5Mm8w4fFnEWBgRk7dhT4+GCZv2o0aa6uKFFz1tsb21Pg54e1nDl6NHnjxsxdu06tXp3u6ooybetWhOyUr79OWLbs5MqVcc7OeKr97MXKlbHz5sUvWRI6dmzklCkoI6ZMuftFzdOmRc2YETN7tpgOnzgxcurUiNmTj8+ZETV96vGZMxI//zxp7Vp5BtBGa2ejfJO7WixoU4mIiJoOeQZQWdqpLnn6BxERkYrkGUBlaae65OkfREREKpJnAJWlneqSp38QERGpSJ4BVJZ2qkue/kFERKQieQZQWdqpLnn6BxERkYrkGUBlaae65OkfREREKpJnAJWlneqSp38QERGpSJ4BVJZ2qkue/kFERKQieQZQWdqpLnn6BxERkYrkGUBlaae65OkfREREKpJnAJWlneqSp38QERGpSJ4BVJZ2PjwL/beJRERETYc8A6gs7VSXPP2DiIhIRfIMoLK0U13y9A8iIiIVyTOAytJOdcnTP4iIiFQkzwAqSzvVJU//ICIiUpE8A6gs7VSXPP2DiIhIRfIMoLK0U13y9A8iIiIVyTOAytJOdcnTP4iIiFQkzwAqSzvVJU//ICIiUpE8A6gs7VSXPP2DiIhIRfIMoLK0U13y9A8iIiIVyTOAytJOdcnTP4iIiFQkzwAqSzvVJU//ICIiUpE8A6gs7VSXPP2DiIhIRfIMoLK0U13y9A8iIiIVyTOAWnY7vby8unfv3qpVq/bt20+cOLGsrEzU37p1a8GCBVZWVm3atHF2dsZT8/X1JU//ICIiUpE8A6hlt7Nnz56enp5VVVXFxcWTJ0/u37+/qHd1dX3jjTdyFJjYtm2b+fr6kqd/EBERqUieAbT5tLOysvKpp54S07a2tgheYhoTdnZ25uvrS57+QUREpCJ5BtDm084jR4507dpVTLdu3bq0tFRMl5SUWFlZma+vL3n6BxERkYrkGUCbSTsTEhI6duyYnp4unrZo0eLatWtiGhMtW7Y0X2/SY2Y1WFOIiIiaLXkGUAtrp8l8ExQU1KFDh+joaF0Nz2ARERE1QfIMoBbfTjc3t+eeey4uLk6/kvdgERERNUHyDKCW3c4NGzZ06NAhNTXVoN7FxcXkpwVrq6+p5yGXp38QERGpSJ4B1LLbaXxrVFVVVY3yfVfz58+3Ujg5Oel/D5bJ+hoGLCIiooYnzwAqSzvVJU//ICIiUpE8A6gs7VSXPP2DiIhIRfIMoLK0U13y9A8iIiIVyTOAytJOdcnTP4iIiFQkzwAqSzvVJU//ICIiUpE8A6gs7VSXPP2DiIhIRfIMoLK0U13y9A8iIiIVyTOAytJOdcnTP4iIiFQkzwAqSzvVJU//ICIiUpE8A6gs7VSXPP2DiIhIRfIMoLK0U13y9A8iIiIVyTOAytJOdcnTP4iIiFQkzwAqSzvVJU//ICIiUpE8A6gs7Xx4j92rsTeHiIjI8sgzgMrSTnXJ0z+IiIhUJM8AKks71SVP/yAiIlKRPAOoLO1Ulzz9g4iISEXyDKCytFNd8vQPIiIiFckzgMrSTnXJ0z+IiIhUJM8AKks71SVP/yAiIlKRPAOoLO1Ulzz9g4iISEXyDKCytFNd8vQPIiIiFckzgMrSTnXJ0z+IiIhUJM8AKks71SVP/yAiIlKRPAOoLO1Ulzz9g4iISEXyDKCytFNd8vQPIiIiFckzgMrSTnXJ0z+IiIhUJM8A2hzaWVpa+sILL+gfs1u3bi1YsMDKyqpNmzbOzs54ar6+vuTpH0RERCqSZwBtDu2cOnXqypUr9Y+Zq6vrG2+8kaPAxLZt28zX15c8/YOIiEhF8gygFt/OlJSUl19++cqVK/rHzNbW1tPTU0xjws7Oznx9fcnTP4iIiFQkzwBq8e3s16/fnj17au49Zq1bty4tLRXTJSUlVlZW5uvrS57+QUREpCJ5BlDLbqevr6+1tbW4lUr/mLVo0eLatWtiGhMtW7Y0X2/SY2Y1SHuIiIiaNXkGUAtrp0G+ee2118LCwnQv6WbjGSwiIqImSJ4B1LLbWduJJd6DRURE1ATJM4A2n3bqHzMXFxeTnxasrb6mnodcnv5BRESkInkG0ObTToPvwZo/f76VwsnJSf97sEzW1zBgERERNTx5BlBZ2qkuefoHERGRiuQZQGVpp7rk6R9EREQqkmcAlaWd6pKnfxAREalIngFUlnaqS57+QUREpCJ5BlBZ2qkuefoHERGRiuQZQGVpp7rk6R9EREQqkmcAlaWd6pKnfxAREalIngFUlnaqS57+QUREpCJ5BlBZ2qkuefoHERGRiuQZQGVpp7rk6R9EREQqkmcAlaWd6pKnfxAREalIngFUlnaqS57+QUREpCJ5BlBZ2qkuefoHERGRiuQZQGVp58N77F6NvTlERESWR54BVJZ2qusxIiIieiCNPYY/IrK0s+l4BH2rGayiGTSheayiGTSheayiGTSheayiGTSh2ayi6eMueNSaR8/mbzFJVtEMmtA8VtEMmtA8VtEMmtBsVtH0cRc8as2jZ/O3mCSraAZNaB6raAZNaB6raAZNaDaraPq4Cx615tGz+VtMklU0gyY0j1U0gyY0j1U0gyY0m1U0fdwF9CD4w9NE8EA0ETwQTQQPRBPBA1HDgEUPhj88TQQPRBPBA9FE8EA0ETwQNQxY9GD4w9NE8EA0ETwQTQQPRBPBA1HDgEUPhj88TQQPRBPBA9FE8EA0ETwQNQxY9GD4w9NE8EA0ETwQTQQPRBPBA1HDgEVERESkOgYsIiIiIpUxYBERERGpjAGLiIiISGUMWEREREQqY8AiIiIiUhkDFhEREZHKGLBI67E7TFYav6Rz69atBQsWWFlZtWnTxtnZGU/N15N5te3txMTEXr16PfXUU88999z27duN38gDoa66/ES0bt3a+I08EOoyeSCys7MHDBhgpcAEnhq/kQdCXSYPxMWLF8eOHdu2bdt27dotW7bM5BtlPhAMWHSX8XBy37e4urq+8cYbOQpMbNu2zXw91YXBnk9PT3/hhRd279594cKFM2fOjBo1yvgtPBANwcyPwMaNG+fNm2dczwPREAwOhK2t7aJFiy4qFi5ciKfGb+GBaAgGB2LcuHGOjo7nFCNHjtyxY4fxW2Q+EAxYdFfdA5buJfxq8/T0FNOYsLOzM19PdWGw55GotmzZYn5OHoiGUNuPwNWrVzt27Hj27FnjOXkgGoLBgfjjH/9YWVkppisqKvDUeE4eiIZgcCCefvrp4uJiMY2MZW9vbzynzAeCAYvuMg5Y7dq1wy+v//mf/9m8efONGzeM52zdunVpaamYLikpsbKyMl9PdWFwIJ599tklS5a0b9++bdu2Y8eOxV/txnPyQDSE2gIW/toeP368yTl5IBqCwYF4++23ly5dWl5ejp+FxYsX46nxnDwQDcE4YGEfimkkLf2dyQNRw4BF+kwOJ7/99ltsbCz+vJg1a5bxqy1atLh27ZqYxkTLli3N11NdGBwI7L3Ro0cXKxwdHceNG2f8Fh6IhmDyJ+LmzZv/9V//lZKSYvItPBANweBAnD179sUXXxS3BGGioKDA+C08EA3B4ECMGTPmvffeE7+a3n333SeeeML4LTIfCAYsusvMNcEzZ86Y/AtD5r9OGo7BgcDO1P8zsV27dsZv4YFoCCZ/Itzc3AYOHFjbW3ggGoLBgXjrrbcWLlyouwcLT43fwgPREAwOxPnz55Gr2rRp8+yzz65YseIvf/mL8VtkPhAMWHSXmYCVn5+PHyHjepmvrzccgwNhb2+vf6ODyYDFA9EQTP5E/Otf/woPD6/tLTwQDcHgQDz55JO13YOlwwPREMyMEVu3bkXYMq6X+UAwYNFdBj88jo6OSUlJV69eTUlJwd+IM2bMMJ7TxcXF5CdBaqunujA4ENu3b9edh8dB0b/7hweiQRkPJx4eHp06dTIzJw9EQzD+FOHixYvFGaxPPvlEf2zmgWhQBgcCv5fwtzeOwt69e1944YW0tDTjOWU+EAxYpGXyK6/279//z3/+8w9/+MPLL7+8aNGiK1eu6M8vJm7dujV//nzxhTROTk7633Fisp7Mq+27x5YuXdquXbs2bdqMGTPG5E3uPBDqqu1A2NvbHzlyxOT8YoIHQl0mD0RGRkafPn3+P0Xfvn2zsrL05xcTPBDqMnkg8Lffc88998c//rFnz54JCQkG84sJmQ8EAxYRERGRyhiwiIiIiFTGgEVERESkMgYsIiIiIpUxYFGNl5dX9+7dW7Vq1b59+4kTJ5aVlYn6+v6TztqWY6C2t3t4eHTp0uUPf/gD3v7++++fO3euXm+v49qJiIgeAQYsqunZs6enp2dVVVVxcfHkyZP79+8v6uv7TzprW46B2t7erVu3w4cPX7x4sbKycvny5UhL9Xp7HddORET0CDBg0T0Qbp566ikx/TBfEKe/HAN1eTtykskvD3z4tRMRET0CDFh0jyNHjnTt2lVMP8y/ONBfjoH7vv3SpUurVq2q7RTUQ66diIjoEWDAorsSEhI6duyYnp4unj7wP+k0WI4B828X32L3zDPPZGZmPsDb77t2IiKiR4ABi24LCgrq0KFDdHS0rubBzmAZL8fgy3/vewqqoqJi2bJlnTt3foC3G6+diIjo0WPAIi03N7fnnnsuLi5Ov/IB7sEyuRwDdbmJChnrAW7hqsvaiYiIHgEGLKrZsGFDhw4dUlNTDerr+086a1tOHRc7ZsyYlJSUa9eu/frrr9OnT6/tHqyHXDsREdEjwIBFhv/FE6qqqmrq/086a1uOgdreLv639O9///sXXnhh8uTJ58+fN7m1D7l2IiKiR4ABi4iIiEhlDFhEREREKmPAIiIiIlIZAxYRERGRyhiwiIiIiFTGgEVERESkMgYsIiIiIpUxYBERERGpjAGLiIiISGUMWEREREQqY8AiIiIiUhkDFhEREZHKGLCIiIiIVMaARURERKQyBiwiIiIilTFgEREREamMAYuIiIhIZQxYRERERCpjwCIiIiJSGQMWERERkcoYsIiIiIhUxoBFREREpDIGLCIiIiKVMWARERERqYwBi4iIiEhlDFhEREREKvv/AT702FZyffXdAAAAAElFTkSuQmCC)
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