Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-09-20020131_111200_20020131_155700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/01/31 |
Start Time | | 2002/01/31 11:12 |
End Time | | 2002/01/31 15:55 |
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 | | 11.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.43 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 235.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-09-20020131_111200_20020131_155700-constBx0 |
Minimum Dst Value | | -5 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIERlYyAwNiAxMTowMzozNCBFU1QgMjAxN3npTScAAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNDYtMDktMjAwMjAxMzFfMTExMjAwXzIwMDIwMTMxXzE1NTcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTAxLTMxVDExOjEyOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wMS0zMVQxNTo1NTowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjYuNDU5OTA0OTk5NSwgIm1heCI6Ny43NjIxOTUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19isA2GAAAAARnQU1BAACvyDcFiukAAER2SURBVHic7d1/eBXVnT/wEAIJEmMCEQgGDOWH0AYaMWqAqBEDRAw2atoG+WGAuLCCNutGDRIwuFGyXeBJ3bTGAl18GmrUPDTbBmV9WLP7wBptVOimEjHYgKEbJJYosY0Qge/nm8/3O3udOzN37r1nfr9ff+S5uXfuzLnnzMz5zJkz50RcBgAAAAChIqxOAAAAAIDbIMACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwTwRYEVEeOJnAgCIZcTJ86233po8eXLANRuxadQFYCZP7G1qBxUONgAADUacJDMzM/fu3WvJpnHOZ8gHc3gil4O9VHr99dfnzp0bExOTlJS0atWqzz77zPfT7u7ucePGyb5y5MiR+fPnDx8+fOzYsbt27VLcyqVLlx5//PH4+PiEhITS0lL6l9/v6elZvnz5iBEjEhMTn3rqKbVEqqVKbbVq7we7Hs4f5pueffv23XrrrdHR0bSeBx544PTp09rLq1FbOKj3RWWOIk/lfMQ3Bft+XFxcaJljGrXfO2jQoNGjRxcUFHR2dmp8PYT0d3V1PfTQQykpKUOGDKFv5eTkUAkqJkb2Jr349re/7bsJej1t2jTfBaSP2tra7r33XjqNDB06ND09/dVXX+X3P//8c0rn5MmThw0bRlv/3ve+d+DAgYBp9k9MyAv4o53kq6++Cn/TITA0sAiq4BjtcnTyl1Uxko8//jg3Nzd+AL2gfzU2agKEZcHyRH4Fe46YN2/ea6+91tvb++mnn65evfquu+7y/ZTOlc8++6zvV44dO0YhV21t7dmzZ0+ePLl48WLFrdTU1MycOfOPA+jFjh07+P3CwkI6rZ8e8IMf/OAXv/iF4tfVUqW2WrX3g12PWi7dfvvtdBlK0eG5c+c2b95MoYP28trUFtb5vqjMUeSpnA+2IHxt3769pKSEXwvJeSOo/d6LFy/+6U9/+vu///vMzEyNrweb/lOnTl177bW02qNHj/71r3+lqvS3v/3tggULFBMje5NeUKj0m9/8Rvro17/+Nb3jH2B99NFHVFVv3bqVzj8Uu7z99tv33Xcff0TbevDBB2mB8+fPnzlz5uWXX77tttu006yYmJAXCPkrjg6wdBYc7R7f//7377//fsUVzpo1a8OGDT0D1q9fT/9qbNQECLCC5ez8olPJj370o9ED6IV0VUT7AZ3rk5OT6aqU//3Hf/zHUaNG0eXd2rVr6UQjLXb5m5fg/pugOmz48OHSv3SWnDhxYl9fn+/CFFFVV1cHTC0dHlS/8mt6MWfOHH49cuRIqnH5NcVY2ud3/1SprVbt/WDXI9E4uihouOKKK/Qv7y/MAMuXqMwxdOW2zfmQAyw6rCZMmEAVBv8bZs739/dv3Lhx/PjxdO1OcQO/qXG8P//88xTHxMTEZGRktLa28vsHDhy4/vrr6U36iCMh/4Nd9rs+//zzYcOG0Ys1a9b4Xurs2rWL3tFOv2IWrVy5kqpGtUwLGGC98sorvpugX/fqq6/6J55q6IqKCsVN0M+hH6WWAN+NapwkL6tkvvbJM9iv+J+3FYtVbTfwRRe9FGLSb4mLi7vnnnu6u7v1/BztjdIOQCuk5SmjRBUcoZM/VQH+ayN0aNOJgl9/8cUXike6//7sm4cB84GuK/7hH/4hJSUlISFhxYoVX375Jb/vfwD6b0tP/XvLLbe89NJLUoLpAiApKUnPDukOzg6waA/Izs7uHECX9Zs2beL3qYC/973v0fWo9C8tdmoAvSgvL5fel73w19DQkJWVJf27cOHCPXv2yL5CuxelhPYb2o+XL19OVxuKq6JdXNq/6VKSdlx+TUcX/cuv6WCT3tfgmyq11aq9H+x6JGq5RMfkli1bZO18GssrEhhgicocQ1du25ynfxMTE+lUnpqa+pOf/OTrr7/Wfl9CEQydoKV/w8x5Chcof44fP3727Nni4mJ+U+N4z8vL6+jooAzZvHmzVLHRIVlfX0/nfTqtr1q1Su338guqabq6up544glu4KEI49Zbb3355ZfpdV1dHb2+cOGCdvoVs53SQJWc4m9U+4rveYlSNXny5P/6r/+if5uamug1veN/4qJTkOL9I3LnnXf+4Ac/OHTo0F//+le1ZFzWcZLUyHy1dQb7Ff/ztmKxqq3W14wZM9588036yVSXr1u3rqioSP/PUdxoWVkZ5eSfBsyfP19UwV3WDLDy8/MpYfQTqE6hBNC/GhtVzMOA+bBt27Y77rjjj3/8Ix1oS5cuffTRR/l9xQNQti099e/+/funTZtGv50/osOwsrJS8ce6krMDrG9961sffPABv6ZLjYkTJ/JrKuATJ05Ii9G/0mJ/+MMffBeTvZB5//336aJcOj++8cYbN910E99Z9/3K4MGDadf8dEBBQUFhYaHi2iIjI/kcTegFfYtfL1u2bMmSJfx1uhKNiorS/tWyVKmtVu39YNcjUTunELrwbW9v17O8GlEBlqjMMXTl9s95CkpaWlqodpHOrdrv0wl0ypQpR48eld4JM+cnTZokNR5INI53io349V/+8hdugiLjxo177rnnPvnkE43fG/FNdB1Ppwj+6PTp01RMpaWl9Ffq6BbsnkOHs29k49/e4P8V2acvvPDC3XfffXngZt/Pf/5z/wV4K319fYoJ+OKLL6gi/O53vxsTE0MZWFJSoth+EPAkqZH5ar892K/4n7cVi1VttWooB5KTk/X/HLWNtrW18Wv6oqiCoyikYIBiyvn+Mu8w9EIKmxQ3Kv3rm4cB82Hq1Kkffvghv6adnLbCrxUPQNm2dNa/N954I7dKfPTRR5QAylXF5LmSswMsOmVIpxV6Qf/yaypgWU9htcVkL3zRZcf48ePfeecd6Z3p06cfPHjQ/yt0UevbBEUX+tIyvidTtWvfP//5zxRX0ZmdLkOfeeaZMWPGKH5dLVWhNRXoX49E7bRIx+1TTz11yy236FxekZAAS1TmKPJazl8eaM9XzBn/9+vq6hYtWuT7TrCZI9vbfQ9ticbxrviL3nvvvby8vJEjR06ePFm6r6e2MKdnw4YNvn3a6KKcFpDuUWqkXw0dzv4tWNJGhwwZIrvDRb+LYjjfxWiBpKSkX/3qV/RXussmW49GC5aETokUOT3wwAP+TZ6XdZwkdWa+r2C/4n/eln2qvVpfdBlA5UgnVd6ppDg42J/ju7xUUrIuIv4L6yk46QKJrq6l6kN2FGRnZ69fv17qg0X/amxU+tc3DwPmA0WQvhcY0r6neADKtqWz/m1oaLjuuuu+/vrrxYsX0wWP/09wMWcHWDqvkHwvzuiF/2J8u9oXVRhjx4599913ZeuR4fczMzN9O1FJAZaMnt4nP/3pT9U6PKqlKoTOLkGtx/fnqyWManrfnmoBl/cXfoAlKnMUeTDnSWdnJ9Xcet5PS0s7dOiQ7zth5jyFREG1YGn8IjrXNzY2StctsoNdtvC5c+ekRosjR47QBffevXuvueYaqZkw2D2HAprS0lLZm9JGp02b9vbbb/t+1NzcnJKSIltsy5YtUVFR0r0V/wCLThrPPvusdkoYVdVXXnml//sBT5Jqme9/8pSE0IKl5189LVj05osvvkjXrlSv01//HAt2XwqhBeuyjoLTRruidh+sy4H254D5QKFPR0eH/2oVD0DZtnTmIR2A06dPf+yxx2jHlvr2eYSzAyy63JTuAVOcXlZWxu/7HyTz58/n7gX0wr8rwNVXX+17d2Pbtm3jx4+XDidFvpvYtWuXdI+voKDAtyeKr+eff17x+SP6LqWfTnwvvfTSuHHjpAZbGbVUqa1W7f1g16P4ky8P3NmkTLtw4cInn3yybt06a/tgicocRZ7KedqB6VxJ50HaBB1cDz/8sPb7lweGjZg9e7bOH6Uz55955pmsrKyPP/7YtwuI/uNdSjNVAJRmCrAoruU3ZQe773c/++yzjRs3ZmRkXB7o30a1wn/+53/S69/85jfXX3893+nTSL9itp84cYI2LT1FSD/nt7/9rbQkXVDRVv7jP/7jiwFNTU2pqak//vGPNVZ4Wame/uijjyiC3L59O+XMV1999c4770hPEd52220vv/wyXfjRDkNpXr169Z133qm4Tu2TpFrmy/LTl87yUstAtX/VVuuLcuPXv/41ZQXtQpQV/jkW7L5Ey0t9sBYsWKAzwAp2ARmK5ilh3IL15JNPKkbzGvvzZR35UFVVRflAa6DD5L//+79/+MMf8vuKB6BsW/rLly4s6c2dO3cq5oaLOfsX9vX10Ymen2KgF1Jzpf9Bwg/IJCQk/O3f/q3vww78gmq++Ph4351Ppre3V7Zp2SbofJSYmEjrp8pPrZM7BfIUxfOgJk888YTUiErxGZ2C6epk3rx577//vtqPVUuV2mrV3g92Pf5f4TdfeeWVGTNmDB06lIJCOmvT5ZH28jp/V2jvi8oc5DyvPDo6mq5H6QQqHVNq718eaMFtaGiQrTzMnKdogGqU5ORkOqYobuA39R/v/IKuWOgCPSYmhsKjN998k9/UONhHjBhx9913Hz9+nN5fvnw595thlAa+cNIuLMXfcvLkyZUrV9IxHhUVNXLkyHvuueett96ScuNf/uVf0tPTrxpAL1588cWAK4xQqqep5qM1U6pox7jxxhulcbD+/d//nd6nbKR8mDBhwtq1a313GN91ap8k1TJflp++dJaX2u9V+1dttb4o6KeiHzJkCF3SPPfcc/45Fuy+RAv8zd/8DWUOZdHTTz9Na9ZIf1AFp4Hi5pycHN43KLzjPVPGf3/2/TRgPly8eJHenzp1Kh3aFOtLB7LiASjblv7ypb1x8uTJ/f39irnhYu7/hQAAoM0LtZ0ov//97ylUtToVofv6668DPkol1qJFi371q1+ZuUWbwEEFAOB1CLACKi4u7urqOnHixB133PF3f/d3VicndC0tLdLTgka7ePHiCy+8MH36dGmkBk/BQQVm8L87ZsMTuiMSGSxX/igQDntFQFVVVcnJyaNGjXrwwQcdPdZAbGzsz372M3O2RftVSkoKhXTmbM5ucFABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAATzSoCl+LA6AAAAiGJ1VW8vXskOFDwAAIBxUM/KeCU7UPAAAADGQT0r45XsQMEDAAAYB/WsjFeyAwUPAABgHNSzMl7JDhQ8AACAcVDPynglO1DwAAAAxkE9K+OV7EDBA4BOvb29VicBwHlQz8p4JTtQ8ACgx9atW4cOHZqTk2N1QgAcBvWsjJuzAwOgAYB+hw8fLigoGDRoEJ8xenp6rE4RgJOgnpXxSnag4AFATWNjY1ZWFsdVgwcPpr9RUVEdHR1WpwvASVDPynglO1DwACDT19e3e/fu1NRUDq3i4+NLSkq6uroKCwvp36VLl1qdQAAnQT0r45XsQMEDgKSnp6eysnLMmDEcWiUnJ1dVVUn3BDs6OmJiYuj9w4cPW5tOAAdBPSvjlexAwQMAqampiY+Pj46O5tAqLS2ttra2v79ftlhpaSl9mpWVZUkiAZwI9ayMV7IDBQ8A5KqrruLQKicn58CBA2qL9fT0UBxGizU2NpqZPADnQj0r45XsQMEDAImLi6OzwZIlSwIuWVVVRUumpqb6t28BgD/UszJeyQ4UPAAcPHiQTgWTJk3SszDFVbQkLb9z506jEwbgAqhnZbySHSh4ACguLqZTQVlZmc7l6+rqaPkxY8b09fUZmjAAF0A9K+OV7EDBA0BycjKdCg4ePKj/KxkZGfSV8vJy41IF4A6oZ2Xskh2yUdfj4uIUFzty5Mj8+fOHDx8+duzYXbt2BbV+QSkFAEdqbm7mERmC+lZTUxN9KzY2tqury6CEAbgD6lkZO2bH9u3bS0pK/N8/duzYuHHjamtrz549e/LkycWLF+tfJwoewOPKysroPFBcXBzsF/Py8uiLa9asMSJVAK6BelbGdtlx/vz5CRMmnDp1yv8jiqiqq6tDWy0KHsDjuMd6UPcHWXt7e9SAtrY2IxIG4A6oZ2Vslx07duxYsWKF4kejR4/euHFjUlLSiBEjli9fHtRUrCh4AC87fPgwnQQSExND+/qaNWvo63l5eWJTBeAmqGdl7JUdFy9enDJlytGjRxU/HTx48NKlSz8dUFBQUFhYKFsgQpPxyQcAm+L7g0VFRaF9vauri8cdbWpqEpouAPdAPStjr+yoq6tbtGiR2qdxcXFnzpzh1xRjBXUxioIH8LK0tDQ6CWgM3R5QeXk5rSE9PV1gqgDcBPWsjL2yg06Chw4dUvs0MzOT4ip+ffr0aQRYAKBHe3s73x8MZ0z2vr4+nhyargMFpg3ANVDPytgoO/bt2zd79mz/96Uy27Vr15IlS6RbhGpdtRSh4AE8q6Kigs4AS5cuDXM9u3fv5oHgMe4ogD/UszI2yo7MzMyGhgb/933LbNOmTXQZmpCQsGzZMnRyBwA9+P6g4uklKP39/ampqbSqZ555BhMUAsignpXxSnag4AG8qbOzk0cKFdLstH//fn5oZuzYsUFd4wG4HupZGa9kBwoewJuqqqqE3B+UjBs3jmOs5uZmUesEcAHUszJeyQ4UPIA3ZWZmiu2ZvnfvXm4Sw11CAF+oZ2W8kh0oeAAP4vuDMTExvb29AlfLnbrwOCGAL9SzMl7JDhQ8gAfV1NQYMQL7zp07abUZGRliVwvgaKhnZbySHSh4AA/Kzs6mY7+2tlbsavv6+hITE2nNLS0tYtcM4FyoZ2W8kh0oeACv6e7u5kmaxd4fZKWlpWL7zgM4HepZGa9kBwoewGv4Rl52drYRK+/s7KTQLSYmpqury4j1AzgO6lkZr2QHCh7Aa3JycujApzDLoPXn5+fT+isqKgxaP4CzoJ6VcXN2RHyT1ckBAPP09vbGxMRERUV1d3cbtImDBw/SiWXMmDEYrwHgMgIsP17JDhQ8gKfU1tYad39QgvEaACSoZ2W8kh0oeABPycvLo6O+qqrK0K1gvAYACepZGa9kBwoewDv4/iAd9Z2dnYZuCOM1AEhQz8p4JTtQ8ADe0dDQQId8ZmamCdvCeA0ADPWsjFeyAwUP4B0U7phwf5BhvAYAhnpWxivZgYIH8Ii+vr7Y2Fg65Nvb283ZIvf3wngN4HGoZ2W8kh0oeACP4PuDaWlppm3xwIEDGK8BAPWsjFeyAwUP4BFFRUXmtyelpqZivAbwONSzMl7JDhQ8gBf09/ePHDnSzPuDrKamBuM1gMehnpWxS3bIRl2Pi4tTW7K7u3vcuHHBFiQKHsALFixYQAf76NGjTd5uX19ffHw8xmsAL0M9K2PH7Ni+fXtJSYnapw899NCzzz6LAAsA/EVGRtLBfs0115i/aTprYbwG8DLUszK2y47z589PmDDh1KlTip8ePXp04sSJdLGIAAsA/FFoZdUDfR0dHRivAbwM9ayM7bJjx44dK1asUPt04cKFe/bsuRx8QaLgAVyvp6eHjnQKcegazJIEYLwG8DLUszL2yo6LFy9OmTLl6NGjip++8cYbN91006VLly6rFGSEJmOTDgBWa2xsNG0Ad0UYr0ERcsMjUM/K2Cs76urqFi1apPbp9OnTDx48yK/RggUAMjxrDf21MA0Yr8FXX1/fzJkz4+LimpqarE4LGA71rIy9siMtLe3QoUNqn4bTKIWCB3C9jIwMOtL3799vYRowXoOvN998k8/V8+bNszotYDjUszI2yo59+/bNnj3b/321u4FBrRwFD+BufX19MTExdKT39vZamwyM1yApKCjgACs/P9/qtIDhUM/K2Cg7MjMzGxoa/N9HgAUAATU1NZk8Q44ajNfAysrKKB+ioqLob3p6utXJAcOhnpXxSnag4AHcrby8nA7z4uJiqxNy+Xe/+92gQYMiIyM/+OADq9NimdraWo6u6urq6EVsbKzVKQLDoZ6V8Up2oOAB3C0nJ4cO8/r6eqsTcrm6uprvi913331Wp8UaBw8e5Iarmpoa+nfMmDH0uq2tzep0gbFQz8p4JTtQ8AAu1t/fHxsbS4e5HQb57OjoGD9+PCXm6quv9uAIBe3t7RxRrVu3jt/Jzc2lfxV7gICboJ6V8Up2oOABXKylpYWO8alTp1qdkP/lzfEaent7qRToh+fk5EjBJXdKw/irrod6VsYr2YGCB3CxqqoqOsaLioqsTsj/4vEaLBz11HwUUWVnZ9OvpuDS91lO7o+FBwldD/WsjFeyAwUP4GI8R83u3butTsj/ksZrOHz4sNVpMcmaNWt4IPuOjg7f9ykHOOqyKF1gEtSzMl7JDhQ8gIslJibSMS6r1y1XXFxst3Y143AjYkxMTHNzs+wjijW5179Vc0SCOVDPynglO1DwAG7V1tbGDSdWJ0Suvb2dY46enh6r02KsxsZGfmxQrc8Z90jzTmOeN6GelfFKdqDgAdyKezsVFBRYnRAF/ADd1q1brU6IgVpbW/kRzvLycrVl8vPzaYHa2lozEwYmQz0r4+bsCHniQgBwkKVLl9IBXl1dbXVCFDQ2NlLaUlJSXDleQ09Pz7x583iGIu2R6ysqKmiZkpIS09IG5kM9K+OV7EDBA7gVhS92vv00adIkSh5FWlYnRLzdu3fz5Sv9Ru3+VQ0NDbRYbm6uaWkD86GelfFKdqDgAVypo6ODju74+HirE6KKe3/n5ORYnRDxOjs7hw0bRr/uxRdf1F7Stv3kQCDUszJeyQ4UPIAr8VR3eXl5VidEVU9PD99Ec99cMf39/fzT9PTi535aru/v72WoZ2W8kh0oeABX4rGXKisrrU6IFk6kNHWMa/AAV5MmTdKzcHp6Oi188OBBo1MFVkE9K+OV7EDBA7gST8ziP/aSrbS2tvJ9TN/xzV1g586d+odoLyoqsu2zCCAE6lkZr2QHCh7AfXp6enigKfs/o5eVleW+8GLdunX6B6Hgvmjua8YDCepZGa9kBwoewH342TSKXaxOSGD19fV2m446fHzXr6mpSc/C+/fv99rkjF6DelbGK9mBggdwH56LRmN8S/vo7+9PTk6m1B44cMDqtIgh9XDXed+zu7vb5s97QphQz8p4JTtQ8ADuk5GR4aCQpbKy0uYPPAYlhCmcecrIzs5O41IFFkI9K+OV7EDBA7hMb29v1ACn9Bzv6uqKiYmhBNttUurQVFdXBxzAXYY7orlyzFW4jHrWj12yQzatTVxcnP8yr7/++ty5c+kMlZSUtGrVqs8++yyo9YtLLABYj/v0ZGRkWJ2QIPCsPqWlpVYnRAB+KrCqqkr/V/iWrrtnZvQy1LMydsyO7du3K05ZNW/evNdee42uVj/99NPVq1ffdddd+teJggdwmfLycjquqc62OiFBaGlpoTQnJiZqTyzjCGlpacGOa8XTcgfV6AUOgnpWxnbZcf78+QkTJpw6dUp7sXPnzg0fPlz/alHwAC7D95saGhqsTkhw+Mm7nTt3Wp2QsFCAGBUVpb+HO+P4kiIz4xIGFkI9K2O77NixY8eKFSsCLkZn1aCezUbBA7hJUJO02EptbS0lm8IsqxMSltBCJYrGrBq3rKmpqaury+SNeg3qWRl7ZcfFixenTJly9OhR7cXef//9CRMmHDt2TPZ+hCbDUg0AZmtubg72ETab6OvrGzNmjP1Hn9fGPdyLioqC/WJKSgp9sbW11YhUqeHnN4cNG3b8+HEzt2tDtPtVVFSsXbvWiCctUM/K2Cs76urqFi1apL0MXYiMHz/+nXfeCWrNKHgAN+Eqc82aNVYnJBSlpaWU+O9///tWJyR0hYWFoQ1Mn5eXR1+sr683IlVqZsyYIV1pU3Sbm5tbUlJC1Q3FefafA0As7gbHsrKydu7cKfAhXNSzMvbKjrS0tEOHDmksQIfE2LFj33333WDXjIIHcBOup+mEYHVCQvHhhx8OGjSI0v+v//qvVqclRKmpqZT+lpaWYL/IwWVZWZkRqVJEAcTw4cN5GP3Y2FjZnY2YmBiqd/Lz8ydNmnTXXXe54OEDbTz5AYmOjpZyoKCgoLGxMfxYE/WsjPjsoB2UDp6JEydSsdHfTZs2ffXVV3q+uG/fvtmzZ/u/L5XZtm3bxo8f39bWFkKqUPDO8vvf//7WW2999NFHrU4I2FR8fDwd1A4dUOrAgQNct914441WpyUU3JUqKioqhHCEpwwyc7RVbrOR+uy2t7dTkFFeXk5poKBKFm+5foyurVu3cm5QIe7evTs7O1v67YmJicXFxSEEzRLUszLis+Phhx+eO3dua2srHXv09/bbb//Rj36k54uZmZmKDwRJZebfrUp/2yYK3kGo+pEuNHVOcwaewmOIp6SkWJ2QEPX3999zzz3ciBXUMAc2QWmOCPVhQKoUIsydk5Ef21Rr7KRKpLm5uaSkhJahEqFLO9MSZgnKeVkc2dnZWVlZyU2S7Kqrrpo2bVoI/dVQz8qIz47Ro0f7zoRAr+kd4VsJFgreEaji4TsIkvfee8/qRIHtcA/rwsJCqxMSFh7Hiyo8x92Wqqqqigiph/vlgWM8hPEdQsbxXHx8fMBM5jFgnb5TaeOxeZOTkxXvBtJ1S3FxcUJCAp97s7Ozg10/6lkZBFhgFx0dHXytSedfuqK6//776XVubq7V6QLbKSgooH2jpqbG6oSEhSo5bk5w3MDuHIuEPJQXj1Aazq0o/datW0fbor8Bl2xvb+eBPyjOMCFhluCei3R21Vimq6tr5MiRtNh3v/vdYNePelbGkFuEFPl+8MEHdMVAf+m1zluEhkLB21xdXR3fFkxJSeHH1+k45342TpnKF0zDwxyE1h3TVmhX5+kUnVWp8+2kkNPM8bEJQ61SHcTnEJ2jQvBMPiG03DhCZ2cn7WkURAYcD4zyjWPNYKflRj0rY0gn9w0bNnzrW9+iEqK/Gzdu1NnJ3VAoeNvq7e3lR74JnXl9x43kR/HpbO61R6lBQ0dHB3fItTohYnClnpaW5pSdPPzBQvm4NmGOIx7TVf9slXTycfFFXVlZGZ9j9SzMbV3BBsGoZ2W8kh0oeHuii2B+kCc2Ntb/YKZgnT91+s0gEGj37t0mP4ZmKIpXeOxNp0yBzI9AhjMSfWNjI60hJydHYKoU8WRKQZ09OPhz32Q+FA1zu6/Ohyr4KAu2MQ/1rIxXsgMFb0NVVVXc3ZVOZ2q3e/ih7sTERMfNiAIG4fZO2nmsTogwHLLExMQ44qYnP+evp1eTGnPaICkz+cotqN70dFGXnJxMX6QIw7i0ma+uri4imJkPuru7+eZ1ULmHelZGfHa0trbOmTNn2LBhvs+CCd9KsOyQBpAcO3Zs4sSJvG8UFxdrP+DDl6ElJSWmJQ/sjDuGm9NF2jQcNQY1v6pV8vPzw+9BxXfiqBYXlSp/PPJCCGP9c+NNSkqK457u1BBCYx4PkVVbW6v/K6hnZcRnR0ZGxubNm//yl78IX3M4UPC2MmXKFI6ufvnLXwZc+PDhw3wt1d7ebkLawM5OnDjBzRJO6bGkU09PD9/BCWHyGZPxXfswe+VTNWFoVyfaPRITEyNCmvCRvsvPOTrlpm1APFZFsI15PBiHzj5bDPWsjPjsiImJ+fLLL4WvNkwoePvgxmcqkYSEBJ3XiEVFRRiyAaSHwr7zne9YnRbx+G44/cBgH90yEwWCXFWHuZ41a9YYep+XMzPkucB5vCgqC3f0TNA/VoUv2g+5rPW35KGelRGfHddee61N5q+I+CarkwP/D3cjnTVrlv4bBBiyAS4PjFTEx3I4PaztjO++2flCgruLZWZmhrkeHirWuLm6c3JywmwOdE3PhN7eXh4BR+dYFb64JU//9EGoZ2XEZ8fPfvazvLy8gCNtmAwFbxP9/f38zBRdIwb1RQzZAHQlzVXFv/3bv1mdFkN0dnbyhYRtJ7EWNcJCU1OTcYEyd6KPiYkJp/2Jp2OildikvSBksqkYg1JRURERzJD9qGdlxGRHRCBCthJmCq1OAvxfPJd7CDORYcgG4J3HfY/Q++Ie1omJiYZ2AA8ZD48UVMdnRaJuNSriOYiC6jykyB2T5/CosKGF7Nx5i/ZGnZe1qGdlvJIdKHib4CdTQut7gSEbPI7voLmm67EavjlFtbvVCVHAQxiEcLPJH3fqF/7kCoUCnMjw54l3weQ5PC03ZXXIDf98Watz9CzUszLis2PQoEHC1xk+FLwdSCPThBwhuaZjBASrt7c3tOk7HKejo4PvhOrv+2KO7u5ugc1O3E2qoaFByNokPIppCG3kipw+eQ7PSlRWVhbyGkpLS/XfFEY9KyM+O6655pr/+Z//Eb7aMKHg7SC0h1l8YcgGz+J7Z44YKSp8PJjniBEjbHWjkGOX8Hu4Mx6nSnvi4RDwTUxRzZyOnjynq6uLrknobBnONQm3gU2aNEnPwqhnZcRnx/bt2++9994TJ05cunRJ+MpDhoK3HJ2qQn6YxReGbPAmvrlswgzBdkBx1eDBg+n3JiUlBTV2kaG4y7Oo9mOOmPPz84WsjVFIwRdgAp+ycu7kOZzy8CeV4pu5eu6Top6VEZ8d6OQOivjB7PAb2zFkgwdxxRnmc2EOQj8zOjqaT56ZmZk2ibG4cai+vl7I2vgxvZCHqlLEIYXYoM2hk+dIfdGCfV7bH1/TlpeXB1wS9ayMV7IDBW85nuFESJcLDNngNTyotGsmeNaD4o+KiopRo0bZJ8YS2y2dAhdaG8XNAo/i0IaACciJk+fw/Vydt/a08eBnetrwUM/KeCU7UPDW4pGR6YpKyMkUQzZ4TXp6usC2Ewdpa2vjsMbyGIvH9Y6Pjxe4Tr7oEvWMHo+tRScZIWvz5cTJc/gZAiEJlsafCzgkGOpZGbtkh+yWYlxcnP8yly5devzxx+kIT0hIKC0tDaqPFwreWrm5uWI7tL700ksRA8MAnjhxQtQ6wZ54APegpuxwE5vEWDwImdjn6XjcDVGjqvITc3ruZIWALxGHDx9utzG0FQkZatUXDwkWcHgd1LMydsyO7du3K/ajrKmpmTlz5h8H0IsdO3boXycK3kJ0tHMHGoGPRHGjPbnvvvtErRPsiceN1D+ctPvYIcYqKysTPkIKl6yQddK5Jfwn5jTww3QcY23dutXmsT4/oSlwiNTa2lo9D5CinpWxXXacP39+woQJp06d8v9o1qxZr732Gr+mF3PmzNG/WhS8hYQf7ZcHhhgeNmwYd4wQuFqwIb4d7PFnGiyPsbgRWuxdWh46WMgTwdxLz7iHi5ubm33vsdBpx7Z93in4S0xMpES2tLSIWiePQkfxq/ZFMupZGdtlx44dO1asWKH4UVxcnFS6Z86cCao3AAreKnS080N/Ao92RjsDdwGmc5/YNYN9cMUmqveeo1kbY3GdLbZ9iEceFnKNxBPCGNpLj0L8xsbGffv2cX8s7vdtw7ifW/eFz/PInbq0x0lBPStjr+y4ePHilClTjh49qvhpZGTkhQsX+DW9GDx4sGyBCE3GJh1U0AFJmZ+RkWHEyrltLJyRS8HmeCjt8GcXdgerYizu4U4xlvA18+j8YXYVqquro5UkJCSYE4XTViiI4UEQuF+ann76XV1dNTU1jzzyyOnTpw1NHp1sIwwYVILP5NpP8qKelbFXdtBxsmjRIrVP0YLlRHy1J6ofqwwPpaN/LlJwFipW/YMceoRvjPXee++Zs1GB9/Jk+PnQMBuhk5KSuE+3mUFnX19fZWUlN89zF4gPP/xQes6OPqWdlqIcujagCIzb/9j48eONS9XevXs5K4T3EqMAMWAmo56VsVd2UGV86NAhtU/RB8txpKlGjesTygGc8BnNwA54AB4hY/m4iRRjkVWrVpmwRW4qDmdKOzUUl9Caq6urQ14DnVuGDBkSIW7+waD09PRQCMXtcIMGDaK/N998c2pqalRUlOwWCoViQ4cO5dfGDfdw3XXX8SaMuCahmF77PizqWRkbZce+fftmz57t/75UZs8//zyeInSW8KcaDYhnbfPUEJTewQ+HV1RUWJ0Q26EYKzIykjInOjrahOY9nqfIiMsYPn7DucvPXY6mT59u4ZN97e3td999tyyiojArPz+/srKysbGR+67RYo888kjEwPCqTU1NwpNBW+EZliZOnGhEbnBh0VGptgDqWRkbZQdFx4oHsFRmly5deuyxx+IHPPHEExgHy+aMmBdMbStix4AAO5CGN8TE3oroCjMhIYFr64ADFIWJb4QZMQICjy8Vzhze9N0Ie0xSSdUTXflTRNXS0qIR3/CAF2PGjBGen9xh8d577xW7WgmPSEc7g1qXDNSzMl7JDhS8+fg8InZeMEX8eAtGdXcZ7rkccOgdL6NanOtUQkeBQdcYXK1SQGDEyrlnT8gDxEsjatphKiGdKDrhFsGMjAyBnUd7eno4Dja0RZOf1lR7dhL1rIxXsgMFbzKpe/LBgweN3hYPgmfQg4pgFZ5a2Oi2GRdobGzkPtR0xBkxagD3cDfuLjwnPrR2bh6qVOOmlT1RKMzTJq5Zs0bUOnmGVrFD7fvjy2a1ZKOelfFKdqDgTcbND3rmBw0f7iW5D9VAfH8Zd3716Ozs5EYRUlpaKvahWu7hblxPuO985zu0/l/84hchfJfHSjCiP5PRWlpauGu8kPEU6BzIF7TCJ7qW4Qe31SZ8RD0r45XsQMGbjMdiMe22XVFRkdG96cFMPOhOTk6O1QlxDAqqKisr+eG19PT0gPPy6sednBobG0WtUIb7ZU+bNi3YL/JDps6dy4G751OYFf5NPV6VORe0HNQqjqyBelbGK9mBgjfTjh07IgYm7TLtuR66hHX0qRZk+IHw2tpaqxPiMFTt8b2n2NjYX/7yl/v37w+/cxI3DxvXlMgJDmFmYn7I1KDZnc3BV4aUA2Fm79SpU007Xrjbn+LVLOpZGa9kBwreTFdeeSU/QG7mRp17swBkeNxwZ/Vctg8KU3h4FPbtb387nLW1trZq3BISgi7D7rjjjmBDJfqZfIvNoNmdzdHf389Drebk5IR8Y7ehoYGjNHPGW+ar2YkTJ/p/hHpWxivZgYI3TXV1NZ/ZFy5caOZ2ufclXRGauVEwQkVFhRN7LtvKzp07+dbbkCFDwrldyE+QGD3OHPfsiY+P19+IVVNTY0KfbhNQgMjdp0Lu4cD3cE17HITCOB7ZtaSkpK2tzTeqQz0r45XsQMGbg443vqHwwgsvmLxpfpictm7heIMgBI/Ob1ynH4/Yt2/fyJEj+enCkFt2+X5QZWWl0KQp4IdG9TdicS9Pd9xEPnDgAHeeC2Gf59nQKTY1rbmXz7S+Jk2aREEeT1hkThqcwivZgYI3AV3K8FmvsLDQkgTw1g2a9xDMgfklBaJKl0eJo/o7tKE4uTOcEaM/yATViEUXcrywa66meJB0uj4M9lFoDkxNfr5n7dq1FE7R+ZZCK1mwZWYy7M/N2YGCNxnf2UlOTg62s6oofHcSj545WmlpaYTQ8YE8juJUzlLO1WDDVm6QNueI1t+IxSNHuGwnyc/P52eD9A/cQNEYz2Nh6GwZ2miPoni3pqZmxIgRqGdlvJIdKHij0QUot3Jb2M28u7ubzjVGT84DhuKHFUwYn9ZTamtruUt4VlaW/gfWuFXJtMm2dTZiSYMYK44U4Fy9vb08GzT91Xm/j0JMW3U8RT0r45XsQMEbqq+vj6dQCGfSViEw/Lejcc/la6+91uqEuFBLSwvHJSkpKa2trQGXpziG26RvueUWE5LH9DRiNTY20jJTp041LVWmWbJkCbc1ZmZmBoyx6DKSg2b7DLCMelbGK9mBgjcUt9jTKc/yLhH8xLI5A+6Zo7u7e9q0aUlJSa5v1OHR/8ndd99tdVrciapk7qcYGxtLR4riMh0dHRTm5ufn88R2TE9AJoSeRiy+lbZ161ZzkmSy3/3udxwHB4yxeJogox/wDArqWRmvZIdHCp7im02bNt1///0vvvhiU1NTW1ub/+0AOnMJHOX58sCwKDyriR1a7CkHeGozQ2c8NdM///M/S/VcVlbWzp07XTk6VH19/RVXXME/c/v27VYnx7XoACksLOR8pnMFhVl0NqA9il6sWbNG1mf56quv5hd0JjEthdqNWNIcSi7uBkC5HTDGonLkCNhW110eqWf180p2eKTgf/7zn0coSUlJSU9Pz8nJ+eEPf8g9pUQ9akfHPw/EbJ/xlNetWxcxMEaL1QkRgE61o0aNihgYdTM6OppLk14XFBQ0Nja65jk7vhYn8+bN27Nnj2t+l21t3bqVzwMRAw8YSq+59Sg/P7+mpoYCLyoICrxaWlrMTJt2I1ZVVRV9mpuba2aSzBcwxuJ8oE/NT5sGj9Sz+nklOzxS8HTe4bPkggULsrKy6HrUt53f14gRI4S08fBUD2lpafapFHlgmOTkZPskKTR0bcrFxydZsnv3bmlO34iBsQyKi4tNrv/Eoh/FLRZUx6PnnJn2798vheyU+bSPUZhLx44djhqNRiweI62+vt78VJlMI8aiMuK2RrX7vFbxSD2rn1eywwsFz/Pj0klz3759vu/T0UgXo3TqbGxspBp6/vz5o0ePFlKlcW/TmJgYM+8g6MFnH6MnljcU5S0/IZ+fny/r2dbZ2VlZWclPFTAq0BtuuOH48eNWpTY0tFvyr6A40oSRlkDmvffeW7Ro0ZYtW+x201mtEYuuJSK8NEaaWozFvRVNe7pTPy/Us0HxSna4vuApfuJ2fj1jqFCFzQM0RwyMGhXaPKP0LT74bdjb1OlzrdAJlEuzqKhIoy6heojKkfuckeuvv97MRIapqamJUz516lT7PAYFNqHYiMV3/2mftypV5lOMsbgZL7SRYw3l+no2WF7JDncXfFdXFx+EQY2S0NjYyDUcfTeE9gN+licrKyvYL5rA0bMFc+8K/d3I6Co/ISGBlh88eLBTbhfW1NRwBJmbm+vEMgKj+Tdiue/5FZ1kMRbPtUzvWP7Itj9317MhsFF2HDlyZP78+cOHDx87duyuXbv8F/j444/pdBw/gF7Qv/pX7uKClyaooVgn2JZzCkSkPj2lpaX6v85TwMbGxop9IFEgngBV/5jINiENuh3U3Vs61T744IP0LdoTjEubELSPcb+9iIH5PTxyrwdCIGvEqq+vp3/T09OtTZUlfGMsPrNVVFRYnSgFLq5nQ2OX7Dh27Ni4ceOo2j579uzJkycXL17sv8ysWbM2bNjQM2D9+vX0r/71u7jgubpKTk4O7bllquEqKyu5OYFOXgEDJtoKHdvcPdbO4Qv3SJszZ47VCdGLCoLHZaayCGEKW7q05THQa2pqjEhe+CgKfPrpp6+77joOzd0xTS8YR9aIxZMqVldXW50ua0gxFrniiiusmo5Mm4vr2dDYJTsoogp45NBede7cOX79xRdf0L/61+/WgucwIiYmJsx7Q83NzTzaAtV8viM4UKVIpzkKpIqLi7Ozs6XuPiQhISHs5Bvo1KlTgwYNonQqtobaDUVXfMtVYwTIgPgSnyqk0DrVGW3btm3Sw49OuZUJ1pIasTo7O3nSPXvu2+agGGvYsGERA/MV2vD+4GX31rMhs0t2jB49euPGjUlJSSNGjFi+fLlieE410KZNmz7//HP6tKysjP7Vv35XFnxQHdsDolwtKCjgKnDs2LELFixITU31HSCHUf0dFxdHL5YsWRL+Ro3DDxyRG264weq0BNDb25uZmcnRVZjDBvJVfmFhoai0idLV1cUNbAQPDIJOUiMW3zoP6pzvSosWLaJ8GDlyJAIsR7BLdgwePHjp0qWfDqBqXrGGOHXq1LXXXsvnaHrxpz/9SbZAhCZTfod5QuvYHtA//dM/yfKNwiw6r1VWVjY2NtJ15OWB5hZHtECsXbs2MjKSYkS7jSLh6/jx4xx5UGmGn8729naensxW4zvTvjp16tSIgQFvbZUwsD9pmLQIhw+8IgRdBtfU1Jg2c1Gw3FfPhsku2REXF3fmzBl+TTFWYmKi/zLZ2dnr16+X+mDRv/rX77KCD6dje8A1U0RFcckDDzxAUZQ9r5P0415NOTk5VidEGUUePCYZEdUniYeooEK0Sf9xKbqivy6e3gQMwo1YEQPz9thklwY1Lqtnw2eX7MjMzKS4il+fPn1aMcAaNmwY+mCxMDu2B2TPHpQh6O7u5sHQbXjtK0UefIEuqpmNYmIeZ7WyslLICsOB6ArCN3ToUL4vZnVCIACX1bPhs0t27Nq1a8mSJdItwhUrVkgfSWU2a9assrIybsF68skng3pAzE0FL6pju0fwsFIUc9jq8tc38jhw4IDY0S5ohdyji2/pWgXRFQhx77330l60cuVKqxMCAbipnhXCRtmxadOmxMTEhISEZcuW+bagSGX20Ucf5eTkXDXgzjvvDGpiENcUvDTGt52HSLAViqu4mrfPiPMmRB78vEJeXp4RK9cD0RUIZO2lAujkmnpWFK9khzsK/qc//SnfUSoqKrI6LU6yf/9+fhbJDjW9OZEHVUgW3htFdAXgQe6oZwXySna4o+CnT5/OAda7775rdVocJjc31w6BqZmRB98bTUlJMflJBURXAN7kjnpWIK9khwsKvr29PWrAli1brE6L80i5Z2HHNZMjj/7+fp4UtqyszOhtSRBdAXiWC+pZsbySHS4o+MLCwgiPzSQvFo9VmJmZacnWLYk8mpub+XkIc0YC279//+TJkxFdAXiTC+pZsbySHU4veG6AoZoS9VbIenp6eGhW37mAzGFhuw6P6BHUoHGhefrpp/n+NcVY2EsBPMjp9axwXskOpxc8mq+E4BEukpOTzeyWZO1dMworeQbJPXv2GLeV/v7+a665hgOst956y7gNAYBtOb2eFc4r2eHogkfzlUDp6ekRA9PHmrO5xsZGnp/VwrtmHFYOGjToueeeM2gT69ato03ExcXRtgzaBADYnKPrWSN4JTscXfBovhLo4MGD3C1J7Nieig4fPhwbG8vtOtbOwUfRFY+FbcRoq7W1tTwYPUa+BfAyR9ezRvBKdji34NF8JdzSpUtpfygoKDB0K/X19RxdUfHddNNN1o4j/8gjjwwZMoQSk5+fL3bNUhCJtisAj3NuPWsQN2dHxDdZnZwQoflKuM7OTgpYDW1VKi8v572Oiq+3t9egrQSlpaWFIyGB+1JPTw/Pe0g/U9Q6AcChnFvPGsQr2eHQgkfzlUEqKipol0hLSxPesEThVF5eHjdcVVVViV15mCig5HmW6OcLWWFOTg6tLT093eSxTAHAhhxazxrHK9nh0IJH85VBKCBISUkRfmOro6MjNTWVp+U5cOCAwDWLUl9fzzFWdXV1mKviVrrExEQTerMBgP05tJ41jleyw4kFj+YrQ9XV1dFeMWTIkMbGRiErbGpq4gERpk6dSmUnZJ1GqKmp4QY2CrZCXglP70grsWccCQDmc2I9ayivZIcTCx7NV4bq6enhblLDhg1raGgIc20UtXDLUG5urk06XWmorKzk8IiCwhC+TuEjzyQt6lYjALiAE+tZQ3klOxxX8Gi+MsEtt9wSGRnJYVZ+fn5nZ2cIK3n77bdXrFjBKykrK7P2aUH9KHCnBMfGxjY3Nwf1RQofeYrDvLw8g9IGAE7kuHrWaF7JDscVPJqvzNHT01NdXc2P18XHx9fU1AT19SVLlnBoRWuora01KJEGKSgooJSPGTMmqJkKeZCLqVOn2r+hDgDM5Lh61mheyQ5nFTyar0zW2dmZm5vLoVJmZmbAgKO7u7uqqooHhSeRkZFvv/22OUkVqL+/n391cnKyzj2NglGOJltbW41OHgA4i7PqWRN4JTucVfBovrJEfX09zwZNoW15ebn/zb6+vr66ujoKSri7FbnyyitnzJjx0ksvWZLg8PX29lJAyS1SAftjSaM8hNM7HgDcyln1rAm8kh0OKng0X1mop6enqKiIgyeKOZqbm3mEJwo+6H1p3hsqoLy8PIozXDD+E/1knouaf3K5ipUrVw4dOpSWKSkpsTrJAGBHDqpnzWGj7Dhy5Mj8+fOHDx8+duzYXbt2hbyMIgcVPJqvLEfhlBRzDBo0KC4uTpoPICMjo7q6uru72+o0ikShPE+kExDlBgVkVqcXAOzIQfWsOeySHceOHRs3blxtbe3Zs2dPnjy5ePHi0JZR45SCR/OVTfT19ZWVlUmBRUpKCv1r59GtwvTqq6/OnDlz5cqVai1YCxcujIyMnDt3rtUpBQCbcko9axq7ZAdFSwGHltazjBqnFDyar2xl8+bNFNNjtCeGtisA0OCUetY0dsmO0aNHb9y4MSkpacSIEcuXL1c8letZRo0jCv4Pf/jD4MGDo6Oj0XwFAADO4oh61kx2yQ4KLJYuXfrpgIKCgsLCwhCW0e4+YsrvCB0FVTw69rBhw1zQdRoAADzF/vWsyeySHXFxcWfOnOHXFD8lJiaGtowamxc8RVdSr+qrrroKQzgCAICz2LyeNZ9dsiMzM5NiJn59+vRpxeBJzzJqAhY8xTRW3ZiToqvJkyf/+Mc/Pnz4sCXJAAAACBkCLBm7ZMeuXbuWLFki3f5bsWKF9JFUZhrLBEQrufnmm5988knFJ6QeffTRmJiYIUOGrF+/vqmpqa2tzf85/L6+vtDmqtMmRVf0F12vAADAoRBgydgoOzZt2pSYmJiQkLBs2TLfDuy+Zaa2TEB6xvjxl5KSkp6enpOTQ5vjwZCeeuopgT8Z0RUAALgDAiwZr2RHxMCktiUlJYotWBS3ZWZmpqam3nPPPVlZWZMmTeL+5opoPUuXLt29e3eYIRGiKwAAcA0EWDJeyY4QCr6/v7+jo6O5ubmxsZHCqYULF1LgxXPVSSgmo6Bt//79wT73h+gKAADcBAGWjFeyQ2DBt7W1VVVV5eTkSDPTRQxMD5yWlnbzzTe/+uqrAdeA6AoAAFwGAZaMV7LDiILv6+tramoqLS1NT0/Xfw8R0RUAALgPAiwZr2SH0QXf3d2dkpJCW/Ft1vK/h4joCgAAXAkBloxXssOEgu/v7+chrNTuId5www38DqIrAABwGQRYMl7JDksKXvEeYlRUFKIrAABwGQRYMl7JDssLvru7+7bbbqNkLFy40NqUAAAACGd5PWs3XskOmxR8e3u71UkAAAAQzyb1rH24OTtkA4RanRwAAADXQj0r45XsQMEDAAAYB/WsjFeyAwUPAABgHNSzMl7JDhQ8AACAcVDPynglO1DwAAAAxkE9K+OV7EDBAwAAGAf1rIxXsiMCAAAAjGR1VW8vns4Oc/YGE7aCH2KrTZizFfwQu20FP8RWmzBnK/ghoMHTeYpjw25bcccmzNkKfojdtoIfYqtNmLMV/BDQ4Ok8xbFht624YxPmbAU/xG5bwQ+x1SbM2Qp+CGjwdJ7i2LDbVtyxCXO2gh9it63gh9hqE+ZsBT8ENCBPQS8cgbaC4rAblIjdoETAWtj/QC+crWwFxWE3KBG7QYmAtbD/gV44W9kKisNuUCJ2gxIBa2H/A71wtrIVFIfdoETsBiUC1sL+B3rhbGUrKA67QYnYDUoErIX9DwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYHlXxP/n++brr78+d+7cmJiYpKSkVatWffbZZ/5fvHTp0uOPPx4fH5+QkFBaWkr/ar8PeigWx759+2699dbo6GgqjgceeOD06dP+X0RxGESxRFh3d/e4cePUhllCiRhEsUQivknxiygRsAQCLK+TnZLmzZv32muv9fb2fvrpp6tXr77rrrv8v1JTUzNz5sw/DqAXO3bs0H4f9JMVx+233753796enp5z585t3ryZYl//r6A4DKVYZz/00EPPPvusWnWOEjGUf4AV8CsoEbAEAiyv0zg9UaU+fPhw/yVnzZpFQRi/phdz5szRfh/00ygOinqvuOIK/yVRHIbyL5GjR49OnDixr69PraZHiRhKf4CFEgFrIcDyOo3TU0NDQ1ZWlv+ScXFx3d3d/PrMmTPx8fHa74N+asXx5ZdfbtmyxbdBEcVhDv8SWbhw4Z49e/w/QomYwz/bExMT6dojNTX1Jz/5yddff+2/JEoELIEAy+vUavT3339/woQJx44d8/8oMjLywoUL/JpeDB48WPt90E+xOLhzyahRo9rb2/0/RXEYSlYib7zxxk033cSdddSOHZSIoRSz/auvvmppaZkzZ05xcbH/pygRsAQCLK9TPFs1NTWNHz/+nXfeUfwKLgeNo1Znf/HFF0899dQtt9zi/xGKw1CyEpk+ffrBgwcVP5KgRAyl0eh+8uRJxVxFiYAlEGB5nf/Zqq6ubuzYse+++67aV9ChwTgalQfFWL5d4iQoDkNpP7OmWF4oEUNpHCOdnZ2jR4/2fx8lApZAgOV1srPVtm3bxo8f39bWprHk888/r/jojdr7oJ+sOJYtW3b06NELFy588skn69atU+yDheIwlJ4+1LJ/USKGkmV7QUFBa2vr+fPn6UjJzs5++OGH/ZdEiYAlEGB5l+KFuP8Fem9vr/QRv7h06dJjjz0WP+CJJ57wHVRG8X3QQ7E4XnnllRkzZgwdOnTcuHGrV6/+85//7Ls8v0BxGCRgS5VagIUSMYjGMRIdHT1x4sQNGzb09fX5Ls8vUCJgCQRYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4DlUWqTOgc7K6qeyaE1vn5Zc0pdicacx3q+DgAAYDJUSx6lNqlzsLOi6pkcWuPrEu0IKeCcxwiwAADAVlAtwTcmdQ5nRD7Z5NC+An5df4Qkm/M42K8DAACYANUSfGNS53DmlJBNDu0r4Nd1Rkj+cx4H9XUAAABzoFryOtmkziHPiqoxObSer+uJkLivleKcxwiwAADAVlAteZr/pM6htWD5r0fW9zzYFiy1rutqcx4jwAIAAFtBteRdipM6h9AHK+Dk0NpfZ/ojJMU5jxFgAQCAraBa8ii1SZ2DnRVVY3JoPauVaEdIGnMe6/k6AACAyVAteZTapM7BzoqqMTm0L41JVQNOqXs50JzHAb8OAABgMlRIAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQ7P8ApbGtQLXVCZkAAAAASUVORK5CYII=)
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