Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bing_Yang_010220_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 15, 2019 |
Start Time | | 2019/05/15 10:00 |
End Time | | 2019/05/15 20:00 |
Key Words | | wave |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 16.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.54 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 75.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Bing_Yang_010220_1 |
Minimum Dst Value | | -8 |
SW Source | | ACE-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAGQCAIAAADZR5NjAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIE5vdiAxNyAxOTowMDowNSBFU1QgMjAyMHkMGf0AAAF6dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsNDAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiY3BjcG4gZm9yIEJpbmdfWWFuZ18wMTAyMjBfMSIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxOS0wNS0xNVQxMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMTktMDUtMTVUMjA6NTk6MDAuMDAwWiIsICJsZWZ0IjoxMDQsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoiY3BjcG4iLCAibWluIjotMS4wLCAibWF4IjozNy4wNiwgInRvcCI6NTIsICJib3R0b20iOjM3NywgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfUsEJLwAAAAEZ0FNQQAAr8g3BYrpAABSG0lEQVR4nO29D4gdVfbvG4hN28QQw5MQJIQgBuUpRF8Por4YmoyoIRM0LypRHGlaCRN+BiIz7Z+mx8n9GaISJDM3L3rnGiY/dHw+fw633zNIkEiSGxlFJtygQUKIklyNk58xGGIITYjh3F29Tnbvrn+nqs4+f6rW58OhqVNdVWfvOvuc9T1rr73WtBoAAAAAeGVapxsAAAAAUDUQWAAAAACeQWABAAAAeAaBBQAAAOAZBBYAAACAZxBYAAAAAJ5BYAEAAAB4BoEFAAAA4BkEFgAAAIBnEFgAAAAAnkFgAQAAAHgGgQUAAADgGQQWAAAAgGcQWAAAAACeQWABAAAAeAaBBQAAAOAZBBYAAACAZxBYAAAAAJ5BYAEAAAB4BoEFAAAA4BkEFgAAAIBnEFgAAAAAnkFgAQAAAHgGgQUAAADgGQQWAAAAgGcQWAAAAACeQWABAAAAeAaBBQAAAOAZBBYAAACAZxBYAAAAAJ5BYAFAJvbv3z9v3rxp0/jSAABoDN+VAJCJ22+/fd++fa24MqINAKoH32sAkIne3t5mTp/m0NfXt3LlyuPHj/tqm+Xuu+/etm2bfWq2zR7vrxJldHR0xgQjIyPuftvlLMfv2bNn6dKl5j7PnDlzaGjo1KlT6ftTXjeWpMYAQCvgkwYAmWjSMLunnz9/3iiDRYsWNd2oMJ9//vnChQtl+9KlSwsWLDB7vL9KiO3bty9ZsuT0BAMDA+Zp6IDQrUs6fvny5bt37zbNHh8ff/rpp42oSt/f8HVjQWABtAc+aQBl4tlnn501a9bMmTO3bt0qe4y9fPXVV+fMmdPb2zs4OGhscIGDzX5jnufPn9/T03PrrbdGRYnrfzJPzYlr164V34nZcK9jXmvu3LnTp0+PXiG0x7rE7L+SmnHhwgXTWnO8afnmzZvTJcKqVav++te/mg3z12zLzhMnTpjtvr4+c+Vly5ZZJ5CXVzQqx06emo3Fixen973h8bUJdWialL4/y3WiILAA2gOfNIDS8MILLxhxcPr0aWP+jXiSncZerly58uwEZsPuz3Ww2f/oo4+ag439Ngrstttui766a5iHh4fvv/9+ex3z1B7z+OOPnzt3Lv10c8Do6KjRB6F/JTXDtNO8ijnLvJzRSekS4ciRI+IbM38PHz4sO2+66aZPPvnEXPbixYvmakY8eXxFo9vM6bJtNszTlL5nOd6wa9cu66lK2p/lOlEQWADtgU8aQGm49tpro3FLxl5+8803sm3+O3fu3AIHm/3WC5XkO3ENsznRXtxszJkzxx5jxEps46dN5Zprrvnyyy9DV05qhnm5EydOyLbZaCgRhoaG1q1bZ/7G/tdceebMmR5fMfTf6N0LHdDw+EOHDhlFGH37QvsbXidLawGgRfBJAygNsaYxyco2c3DDc3O9aPRfFy5cePnll2M9WLGnZGmeixGR5hhXoHzyySfm5fr6+kTe2RlML6/o14O1f//+hQsXRmdpo/vxYAF0M3zSAEpDSz1YocOirx7yYLnXcT1YSY3PGIMVe4rrTxLxlPQqSS83b968nTt3Xrx40Wybv35fMRQLZYVjUmNSjh8bG5s/f/7BgwdDV4jd3/B1Y0FgAbQHPmkApUHCqk6dOhUNqzo3QTQGK+PBeQWWhCidPXvWXOf+++93Y7CSGu/+y0icTZs23XrrraF/JTXDvNyqVauk2Q899FABgTV79uzdu3ebDXNDHnvsMb+vKKv5zJVzrSKMHr9t2zYjBG3cmCVpf8PXjQWBBdAe+KQBlAkjZWbMmBFaGLh582YjIHp7e5988kkjpwocnFdgjY+Pr1u3rneCf/mXf0m6Tuh0izlrxYoVX3/9deispGaYlxsaGurp6TEtN+3PEmwUutSuXbuuu+666dOnz58/3+gV7684MjKSngdLSD9+WoT0/Smvm3RPYi8CAK2AzxhAucllKStgVo0sW7BgQbVfEQAqQOm/bQGUo0RgDQ8Pnzt37scff3RnJCv2igBQJcr6bQsAQq4KNk2Wu+kg27ZtmzNnTl9fn82P2htHqV/RC6VoJIAGEFgAAAAAnkFgAQAAAHgGgQUAAADgGQQWAAAAgGcQWAAAAACeQWABAAAAeAaBVYRoYmUAAADIQqdteJvQ0s/m0Tk+AAAAPKLHgGrpp1/0jA8AAACP6DGgWvrpFz3jAwAAwCN6DKiWfvpFz/gAAPDOxx9/vGDBgvaG/UA7uPLKK1evXv3DDz+kvPvT1BhQLf30i57xAQDgHaOu3njjDanwCFXCSKvnnnvuxhtvTDlGjwHV0k+/6BkfAADeMV+hqKsKk24i9RhQLf30i57xAQDgHb5Cqw0CS9DST7/oGR8AAN4p5VfoT2dq/+O/186kRReBgMAStPTTL3rGBwCAd0r5Ffrf/mvtzxtqH/2t0+0oAQgsQUs/mye0VqLTzQEAKCst/Qpt1cWNujKP915rycWrBQJL0NJPv+gZHwAA3mn+K9T9udvX17dy5crjx497aZvL3XffvW3btmDrwrhRV9seWX73L27x/ipRRkdHZ0wwMjLi7k/6hR97/J49e5YuXdrb2ztz5syhoaFTp06l70953VhS3A0ILEFLP/2iZ3wAAHhnylfozxdrf98VKJiiVzh//rxRBosWLfLVPMvnn3++cOHCYOt/Hrn0X/6w4H+7+vO//GfvrxJi+/btS5YsOT3BwMCAeRo6IGSAko5fvnz57t27L126ND4+/vTTTxtRlb6/4evGgsBKQUs//aJnfAAAeGfKV+iBvbX+abW7rqr9/rHaZ7sDvZX3ChP09vaG/mU2jEqYP39+T0/PrbfeatSS7L9w4cLg4KA5fs6cOZs3b07/Pl+1atVf//rX2v/4738d+r9W/R//e23f/2d2njhxwuzv6+szV162bJl1Anl5RaNy9u3bJ9tmY/Hixel9b3i8wcgp06T0/VmuEwWBlUL1+7lnzx4jxsUd+vjjj//zn/+U/c3EVOkZHwAA3gl7sD56r/bbB2p3XBkorWXzan/8Xe2rQ9mvcO7cudHRUaMPQv8yG48++ujp06eNjHj11Vdvu+022f/ss8+uXLnSnHX27Fmjk9K/z48cORL4xg7sXTRv7uH/9JQIrJtuuumTTz4xl7148aK5mhFPHl/R6DZzumybDfM0pe9Zjjfs2rXLeqqS9me5ThQEVgrV7+e999774Ycfmo+BGTFbtmyxI76Z91jP+AAA8E78V+iZH2p/e702eHsgs8zjkVtqb26unT6ZdAWXa6655ssvvwxd3E1n6rpq5s6de+LECdk2Gw2/z4eGhtY99MDQ/3lrEOQ+IbBczJXNr3ePrxj6b9TzFDqg4fGHDh0yijAaoxba3/A6WVqbsjPjf6uEln5aom7kAugZHwAA3mnwFfrN0dpro7UVC+pKa919tQ/eCgVpuVe4cOHCyy+/HOvBij0lXaDENOebb8wxxzett2kaPvnkE/NyfX19Iu+mT5/u8RX9erD279+/cOFCO1mZsh8Plne09LM2MWL+9Kc/LV++XJ6a93jWrFlGpN9www0bN27MdSk94wMAwDtZv0IPflzb9JvawNWBzNq/M/0KsTFYsae4/iQRT5kaLGkadv6beTpv3rydO3devBiEi5m/fl8xFAtlhWP0sg2PHxsbmz9//sGDB0NXiN3f8HVjQWCloKafE8yZM+fo0aOhfx05cmTZsmXDw8OxpyTRroYDAFSNfF+hP18Mgt/Pn0u6gpE4mzZtuvXWW0P/SpI7zz777KpVq85N8NBDDxUQWLNnz969e7fZOHXq1GOPPeb3FWU1n7lyrlWE0eO3bdtmhODhw4dDpyftb/i6sSCwUtDSz9qEB2vz5s133nln9F9nz56dMWNG9kvpGR8AAN5p/ivU/bnb29u7YsWKr7/+OnTxJLkzPj4+NDTU09NjdJIxClmCjUICa9euXdddd9306dPnz59v9Ir3VxwZGUnPgxX6nR97fJJfIMVfkPS6SfckyemAwBK09NMSO7IRWAAAbaN7vkKNLFuwYEHj44yucgRWO16xzCCwhOr3c+3atfLLxqgoo8rtvPLg4KBMF544cWLlypXmsOzX1DM+AAC80/Gv0OHh4XPnzv3444/3339/ND4kBiuw/v+/tOkVywwCS6h+P8fGxhYtWmTe0dmzZ7tlAez+a6+91gx3u7Y2C3rGBwCAdzr+Fbpt27Y5c+b09fWZX9ry5d8bx+QJ7/7fdYH1/xbM5J77FbuDYo1EYAla+ukXPeMDAMA75fsK/X/+WBdYZgMagcAStPTTL3rGBwCAd8r3FYrAysMVV1yR8t/yvftF0dJPv+gZHwAA3rnqqqtOnoxP0d6l/GUTAisj77zzzsDAQMoBegyoln76Rc/4AADwzuDg4HPPPdfpVuRB1BUCqxFGXV199dV79+5NOUaPAdXSz+ZJyfkBAADZ+eGHH2688cZoQiYoNVdcccXAwICkYE1hmhoDqqWfftEzPgAAtHP+XFCr566r6rURoTn0GFAt/fSLnvEBAKCd744FusoWn4bm0GNAtfTTL3rGBwCAdhBYXtFjQLX00y96xgcAgHa+ORroqgeur912RbDx88VON6jc6DGgWvrpFz3jAwBAOwc/DnTVE4try+YFG99/2+kGlRs9BlRLP/2iZ3wAAGjnwN5AV60ZqM8Sfnes0w0qN3oMqJZ++kXP+AAA0A4Cyyt6DKiWfjZPKOFHp5sDAABt4cN3Al31/GoElhf0GFAt/fSLnvEBAKCd93cEumrDIALLC3oMqJZ++kXP+AAA0I4VWL/+RbDx5T863aByo8eAaumnX/SMDwAA7by5OdBVf/xdEIZlNg7s7XSDyo0eA6qln37RMz4AALTz5z8Eusr8RWD5QI8B1dJPv+gZHwAA2kFgeUWPAdXST7/oGR8AANrZ+lygq3a8hMDygh4DqqWfftEzPgAAtPPik4GuGnuj9tsHgo29Y51uULnRY0C19NMvesYHAIB2NgwGuur9HZMb0AR6DKiWfjYPiUYBADTyzIOBrvroPQSWF/QYUC399Iue8QEAoB0beoXA8oEeA6qln37RMz4AALSDwPKKHgOqpZ9+0TM+AAC08/DNga46cnAy2h2aQI8B1dJPv+gZHwAA2rElCG2+BmgCPQZUSz/9omd8AABoxwosm3EUmkCPAdXST7/oGR8AANq548pAV50/h8Dygh4DqqWfftEzPgAAtGNEVf/Edz4Cywd6DKiWfjYPebAAADSCwPKKHgOqpZ9+0TM+AABU8/23gahaNi/YRmD5QI8B1dJPv+gZHwAAqvnuWCCqViwItre/GGy/NtrpNpUbPQZUSz/9omd8AACo5pujgah64Ppg+/0dwfaGwU63qdzoMaBa+ukXPeMDAEA1Bz8ORNUTi4NtBJYP9BjQ6vdzz549AwMDvb29M2fOfPzxx//5z3/af42Ojs6YYGRkJNc19YwPAADVHNgbiKo1A8E2AssHegxo9ft57733fvjhhxcvXrx06dKWLVtuu+022b99+/YlS5acnsAoMPM0+zX1jA8AANXs3xmIqnX3BdsILB/oMaBa+mnp7e2VDaOu9u3bJ9tmY/Hixdkvomd8AACoRkTV7x+b3EZgNYceA6qln4ZLly796U9/Wr58uTzt6+sze+y/zNPsl9IzPgAAVOOKKgSWD/QYUDX9nGDOnDlHjx61e9wDenp6Yk9Jok3tBgCADvL2lkBUvfJUsC3Thet/1ek2lRs9BlRLP2sTbqrNmzffeeed8hQPFgAANMBNLuoGvENR9BhQLf20WE9VKAbLPM1+ET3jAwBANa+uD0TV21uCbQSWD/QY0Or3c+3atV9//bXZOHv27MjIiBVSsorw1KlTrCIEAIB4NgwGour9HcE2AssHegxo9fs5Nja2aNEi847Onj17aGjIKCr7L6O3yIMFAACJrLsvEFV/3xVsI7B8oMeAaumnX/SMDwAA1Tx8cyCqjhwMthFYPtBjQLX00y96xgcAgGpWLAhE1XfHgm0Elg/0GFAt/fSLnvEBAKCaO64MRNWF8WD7q0PB9sM3d7pN5UaPAdXSz+YhDxYAgDqMouq//IX/3bFge8WCjjao9OgxoFr66Rc94wMAQC/ffxsoqmXz6k8RWD7QY0C19NMvesYHAIBevvg0UFSDt9efIrB8oMeAaumnX/SMDwAAvYSi2kVgWYcWFEKPAdXST7/oGR8AAHr56L1AUT2/uv5UBNZtV3S0TaVHjwHV0k+/6BkfAAB6GXsjUFQbButPT5+cEvMOhdBjQLX00y96xgcAgF62vxjIqddGJ/cgsJpGjwHV0k+/6BkfAAB6eeWpQE69uXlyDwKrafQYUC399Iue8QEAoJdnHgzk1AdvTe4RgXX+XOfaVHr0GFAt/WweEo0CAOjiicWBnPps9+QeEVhSOQcKoceAaumnX/SMDwAAvTxwfSCnvjk6uUcq5yCwmkCPAdXST7/oGR8AAHq57YrwhKBb+xkKoceAaumnX/SMDwAApZz5IdBSd101ZScCq2n0GFAt/fSLnvEBAKCUrw4FWuqB66fsRGA1jR4DqqWfftEzPgAAlPLZ7kBLPbF4yk4RWEcOdqhNVUCPAdXST7/oGR8AAEr54K1AS/3+sSk7V90Y7DywtzNNqgR6DKiWfvpFz/gAAFCKpHH/4++m7FwzgMBqEj0GVEs/m4c8WAAAijDSymgpI7NcEFhNo8eAaumnX/SMDwAApWwYDLTU2BtTdiKwmkaPAdXST7/oGR8AAEqJ1smpIbA8oMeAaumnX/SMDwAApYiWcuvk2J0fvdehNlUBPQZUSz/9omd8AAAo5de/CLTUwY+n7Fz/q2Dn+zs606RKoMeAaumnX/SMDwAApUjKK7cQYe1yYBYCqwn0GFAt/fSLnvEBAKCUX14TaKnvv52yE4HVNHoMqJZ++kXP+AAAUIoRUubx88UpOxFYTaPHgGrpp1/0jA8AAI2cPxcIqTuuDO+Pzd0AedBjQLX0s3lINAoAoIXvjgVCasWC8P5Xngr273ipE22qCHoMqJZ++kXP+AAA0MhXhwIhterG8P4//yHYb/5CUfQYUC399Iue8QEAoJEDewMhtWYgvB+B1TR6DKiWfvpFz/gAANDI/p2BkFp3X3g/Aqtp9BjQ6vdzz549S5cu7e3tnTlz5tDQ0KlTp2R/MzFVesYHAIBG3t8RCKkNg+H9b28J9r+6vhNtqgh6DGj1+7l8+fLdu3dfunRpfHz86aefNmJL9jfzHusZHwAAGnl3ayCkNv0mvD9JeEFm9BhQLf0UjMzq6emRbQQWAADEkzQViMBqGj0GVEs/hV27drkerFmzZhm9dcMNN2zcuDHXdfSMDwAAjSQJrL/vio/NgszoMaBa+mk4dOjQTTfddPz48dD+I0eOLFu2bHh4OLR/WirtajUAALSdF5+MTyiatLoQMqPHgGrp5/79+xcuXPj555/H/vfs2bMzZszIfjU94wMAQCNJJXEQWE2jx4Cq6OfY2Nj8+fMPHjyYdAACCwAAJnnmwUBIffReeP+xw/EJSCEzegxo9fu5bdu2efPmHT58OLR/cHDw6NGjZuPEiRMrV65cu3Zt9mvqGR8AABpZMxAIqQN7w/uTSuhAZvQY0Or3Myl8amxsbNGiRebptddeOzw8PD4+nuuarWksAAB0AUkC68wPwf5fXtOBJlUFPQZUSz/9omd8AABoZNWNgZA6Fp76CDD7+zEBxdFjQLX00y96xgcAgEZWLAhU1HfHYv6FwGoOPQZUSz/9omd8AABoJEVgDVwd/OunM+1uUlXQY0C19NMvesYHAIBG7roqUFHnz8X8K0V7QQb0GFAt/WweEo0CAGghZR7wgeuDf31ztL0Nqg56DKiWfvpFz/gAANBIisBKWmAI2dBjQLX00y96xgcAgDrOnwsk1F1Xxf8XgdUcegyoln76Rc/4AABQR3o20aQk75ANPQZUSz/9omd8AACoI11gJZUphGzoMaBa+ukXPeMDAEAF339b2/FSPXT9i08DCTV4e/yRCKzm0GNAtfTTL3rGBwCACn79i0A2/fF3wfaBvcH2moH4I7c+F/zXqDEohB4DqqWfftEzPgAAqs83R+vLBh+5JXiaLrD+/Ifgv+YvFEKPAdXST7/oGR8AANVn+4tTBNZH7wXbzzwYfzACqzn0GFAt/WweEo0CAFQT0UySmuHni0F8ldneMJh2MAKrKHoMqJZ++kXP+AAAqD5WYJnH998isFqKHgOqpZ9+0TM+AAAy8c3RIPrbqJMy8vzqSYF1YG99xvC10fiDEVjNoceAaumnX/SMDwCATFgnUBk1liwhvOPK4O/YGw0kFAKrOfQYUC399Iue8QEAkAnrBJJMByXipzO1264IWv7KU/X2m4fZeHNz/PEIrObQY0C19NMvesYHAEAm1v+qLrB+/1inm5KT/TuDZj98c+2Dt+rtT08lKhOISWsMoRF6DKiWfvpFz/gAAMjEI7fUBdYTizvdlJysvTto9qvra3/fVU9/Jd64D9+JP16SOJSum12DHgOqpZ9+0TM+AAAy8ctr6gLrges73ZQ8fHM0mB80D7Nx5GDdlSWS67Pd8adIpUJJ6AD50WNAtfSzeciDBQAQz4XxyVV4RnmUiBefDNr82weC7dMng22jFNcM1JcTJnHP3OCArw61q5WVQo8B1dJPv+gZHwAAjZFSM8vm1aPFjd4qBT9frDve9o7V90j7Zbrzy38knigurg/eak8zK4YeA6qln37RMz4AABpz8ONAcAzeHswPmg2jt0qBBF0NXD2pCI1GtK64744lnijLDEu3XrI70GNAtfTTL3rGBwBAY2T93fOrg9Dv9Mm1rkLmB91lj5IQSx6nTyaeaPubFyPatr9YGgHaGvQYUC399Iue8QEA0JgdL9U9Os88mLb+rquIzg/WnGQT5pESwy4euwILCeX6EvKlFT0GVEs//aJnfAAANEZSdL65ub7x9pZONygD0fnB2mWfljxSkIWEy+blftEsF686egyoln76Rc/4AABojE0cVaIs5+JMClV0tgV/0sXTzxeDY267It8r2rWW5cpk4Rs9BlRLP/2iZ3wAADTGhl7JXOHW5zrdoEa46a9cJEu7eaxY0OAKkqkhJU4ryhefTmayUJxDS48B1dJPv+gZHwAAjbGLB9/fEeMW6kJkGeCagfB+ydJuHr/+RYMrSDh8SiqHKFa9mceRg/kaXCH0GFAt/WweEo0CAMQj0eKnT06W8+tyRB4ZORXiq0N1ARTVXiFkhtENkG/Iq+snBdbYG/kaXCH0GFAt/fSLnvEBANAANyDpwN5M6qSz/HSmnlD0zA/hf9kwqYYrBDf9pnE4/zdHg6AuO40oNaRFjCrOoaXHgGrpp1/0jA8AgAZ8/+1kVHjh/AXtZP/Oes3BWERgrbqxwUVkvi9dJ/3+seCYdffVn0r+d5FZ63+Vv90VQY8B1dJPv+gZHwAADZBpNVEkUjOny1fJie555an4/4rAumdug4tItFaKThLHnjwklF4q8Iy9UYJb1Er0GNDq93PPnj1Lly7t7e2dOXPm0NDQqVOn7L9GR0dnTDAyMpLrmnrGBwBAA9xpQUkQ1XAJXgeJzS/qIpWerdspCZGVKTpJ8mzJY/uLwR5zW6REtExQnj9XtA/lRo8BrX4/ly9fvnv37kuXLo2Pjz/99NNGbMn+7du3L1my5PQEAwMD5mn2a+oZHwAADRBfjmQnN6JB0hB0LbH5RV2+/zYInGq4ys+cHtJJcqL5K7g5SyUxmD3+4Ztzr0CsEHoMqJZ+CkZm9fT0yLZRV/v27ZNts7F4cY6gAT3jAwCgAW9vmTLj1uWZyiVBg5cQqJBOEkUl+R2sn0ymBY3A+ulMsHHHlcF/paDQB295aEMJ0WNAtfRT2LVrl/Vg9fX1Gb0l22bDPM1+HT3jAwCgAaHs7QNXB0+NnuhOkhI0FEB00rtb60+tv+rC+KSfbOtz9ZvjVtd5bTTYXnu3hzaUED0GtEz9PH78+Jw5c8x7M/0y1h2VhUOHDt10003mIvI09B5HLzUtlSb7AgBQEUQuWIElkUZGT3QhKQkaCiAdNw+ZFhRlKdFd4s36/WOT6lPWV4p/q+E0ZaXRY0DL1M+5c+f+5S9/sW6nXOzfv3/hwoWff/653YMHCwDAAyImbObMVTcGT48d7mibEkhP0JAXyU8hyRpk+aQ8nl89GUcv2RzMK5ptGzvfMNC+0ugxoGXqp3lXiqmrsbGx+fPnHzw4JWgxFINlnuZqSYFmAABUEEns9P6O+lNZhXdgbwdblIhkonp1vbcLvru17qmyNXbsQxxUtuihuLtsjnuZXkxKFVFp9BjQMvVz1qxZ4+O5Harbtm2bN2/e4cPhn1OyivDUqVOsIgQAKM66+wKtsH9n/amImM92d7RNcSQVeG4G001JrCqeKqM1ZQrS1VIiQK2vS/DrSysVegxomfq5ZcuWwcHBixfzFSFPCZ8aGRkhDxYAQFOEXFYhh1b3IA3zW4jaZsN65alg483Nk9kZbBSaO3totZ3faLBSoceAlqmf0yPkCnL3iJ7xAQDQgMHbA6Hwxaf1p6GQrC6hFe4rg5FHkvfLZl74/tvAmxWK8X9+dfBfc4yLx/WMpUKPAdXST7/oGR8AAA0ILRuUYCPJXd49tMJ9JYgjSvJdJU2Mnj4Z3BCbg1QQp5e+qs96DKiWfvpFz/gAAGhASGCF0mJ1A1/+oyXuK+GB62NmALPQsJphRdFjQEvWz6GhoZkzZ5q3Z9asWWvWrOlUM/SMDwCABogLx6Z06jaB9f23QeXmFrmvDE8snhRYucoLNqxmWFH0GNAy9XPFihWrV68+dy4YwebvypUrV61a1bZXJ9EoAEAModo43SawJCbsjivDM3S+kOirAhUYo9UMdaDHgJapn9OnT3fzYF28eLG3t7cjLdEzPgAA0pASewNXT+7pKoFlU3q2blWjhFIV80WprPqsx4CWqZ99fX1ujoYLFy7MmDGjIy3RMz4AANKQEnsrFkzu6SqB1YaiNJIBS7Jh5UVl1Wc9BrRM/dywYcOKFSvOnj1rts3fe++99+WXX+5IS/SMDwCANCTJk+u86SqBJY1paVllm+Zq8Pbc58qKy63PtaBZ3YseA1qmfkbzYHUqIZae8QEAkIbUMHadN10lsH7/WNCYd7e29lVkpm/Tb3Kf+MFbMfmxqo4eA6qln37RMz4AANI4sDeQCGsGJvd0lcCSJKh/39XaV/nuWOCFKpAD4otP6zm0NKHHgGrpp1/0jA8AgDQ+fCeQCM+vntzTVQJr4Orc6anaiU0E/3O+EnClRo8BLVM/N2zY8MILL9inzz77LDFYAACd5P0d4RRTSQLr+2+DnS3KlRDFvNCr64OW3HZFV8sXkYBtuy1dgB4DWqZ+9vT0dDBNA3mwAADCvLs10AevPDW5JySwjHTY8VIwiSbFan79i3a0yryoTf7Z5Zk8ZRIzqcZOFdFjQMvUTyOnxscnl9qeP3++r6+vIy3RMz4AANKI+qtCe2yeT6t4WpcxwbLpN5Mv1+W1aCQM/2+vd7od7UOPAS1TP9esWbN06VKbpmFgYGDt2rUdaYme8QEAkEa6wPr5Yj1ZufvYO9byVi2bN/lyr65v+cs1g9wuTSWf9RjQkvVzeHh49uzZ06dPN39HRkY61Qw94wMAII2tzwX6YMdLk3tcgSV5PkOPVqd9kswR9vHhO619uSbZv7Plmbq6DD0GVEs//aJnfAAApCEzgGNvTO6RzOa/fyzYlkSa6+6bUhG5RUWXLaL57OO7Y619uSY5fTJo5C+v6XQ72oceA6qln37RMz4AANKQ0HW30p9kxpK05ut/FWzv3xlEnRvhJXqr1QJLxNyqG8NVqLuWe+aWQAj6Q48BLVk/h4aGZs6cad6eWbNmrVmzplPN0DM+AADSWHdfOJPnzxeDxE5m5+mT9Vgom4NAZgxbOh1mX12yq5dCYIkM7fKpTH/oMaBl6ueKFStWr1597tw5s23+rly5ctWqVR1piZ7xAQCQxpqBQBwc2Dtl5yO31J1YInFsGqpo2nePGD23/cVAvUlqBlmdZ2RW9yNzmm6qi0qjx4CWqZ/Tp0/vYB4sFz3jAwAgDZmJO3Z4ys4//m4yBGrZvMn9Xx1qYWUYmayUhxErpkl//kO4Yd2JxLmXQgv6QI8BLVM/+/r6jKiyTy9cuDBjxoy2vTqJRgEAwqxYEBM/9M3RugMplOfTHGb2mFO8Y15R8kGY1y2LrrL8dKbe+DM/dLop7UCPAS1TPzds2LBixQqbB+vee++lVA4AQCf55TWJykCioNyZL0mw3gqBJeHzLZp8bAO//kXQ/o/e63Q72oEeA1qmfk5Ppqenp50t0TM+AADSSAkklyI5oULLUtvYOxJ69cFb/q/cHmRSNRr+L6sv//yHIMJMgszMo+SFC/UYUC399Iue8QEqkCq85ZpVgS4h70o9mQvzjjjSvjrk/8rtQaY4zUP0qGgpKVZtk4fZILMVC8KytVToMaBa+ukXPeMDVCDhMk8s7nQ7oGzIlJ8bxt4QidnyG2xk1Ia55sDVk8sVy4joJ0kS5tZSjH2UecmhHgNapn5u2LDhhRdesE+fffZZYrAAPGAL8QLkokDQemxQfJN89F4Vqs24TizJH/bILfUJQeu7Mhtjb5T955AeA1qmfvb09JCmAcA/tjKujkVM4A2p+pfL2Evku9+5PCnOU4F6yZLzQnK3DlxduzBe3y8zhn/+QyC2yu+u02NAy9RPI6fGx8ft0/Pnz/f19XWkJXrGB1Qf8yUuYTFqFjGBNwokDo1NTNok4uBx6yGWFKmT3bBiowSclTYMS48BLVM/16xZs3TpUpumYWBgYO3atW17dfJgQTWR3I/yMN/vANmRublnHsxxiiz3c0vrZETW08UuoJOU8X5FW0cQV5w8UvST3MPSltbRY0BL1s/h4eHZs2dPnz7d/B0ZGelUM/SMD6g+YiMRWGoxkmXrcwVX/r+/I3fxZllR4RaHzoJE0ycNUfHolDx5QYDpghR+Tr+lUlqntFOiegyoln76Rc/4gOrj/mhGYCnETksVECg7XgpONPY+O8Wm8+woja6e++lMPbdWaWOSpmDehTc3B0FXKXzwVtDl9b9qV5s8o8eAaumnX/SMD6g+xmKJfUJg6cSuUCvgERFxlmvYiPfFCKZc2IxQUdfOl/9oYX3D7kS67NYgKhV6DKiWfvpFz/iA6vPMg8GXtSxfyhVMA9XAFg00G3kRtbTjpRynFNBktdqUPAUhPnxH3dA9f66+MMVslBA9BlRFP2Mj05sJWtczPqD6PLE4+KaWxIZlTq4DBZGIackOkBfRPbkCqgrMKtZSGylDN+8Fy45ku/ji0063owh6DKiWftYib2oz77Ge8QHV54Hr66u6qhTIAtkR56V5/PoXuc8tILAKxMUbHrml3shoSghNZZInEcdzOTNT6DGgWvpZQ2ABxGLnGspezQ2KIe973oo3gkwv5iqxLAHaeacjJf971Mn605n6ANaWI/e10fIWzNFjQLX0sxYnsGbNmtXT03PDDTds3LixmUsBlBVjlsRxVbs8C5PLWEIFsGtI77gy97kyZj7bneMUc3CBsjY2F64b2X36ZD0D1sM357taBdi/s7xz+noMqJZ+1pLf1CNHjixbtmx4eDh6fAqtby9A65Eso2K0JGC5nL+JoSCSX+qeuXUFc2G88SkuBdKyF0j+LokY5OHWPbSR7woHrbxx5ZzT12NAtfSzlvqmnj17dsaMGV4uBVAmxJ0gv4Ml42g5fxNDQWTB/8M3F6zBLKFRRw7mOKVA+UIpKT1w9aS3tXa5NLLMNh47nONqlaG0c/p6DKiWftYQWABR3IAYKSJbzt/EUBBZ3LBmoC6VjN7KRQFZJmrJdUQ1RDSZBLP3X/7ulXQPg7fnuE7FKO2cvh4DqqWftcibOjg4ePRoUOzpxIkTK1euzFXWUM/4gIojVspmmCzRb+Jjh4PG63RdeETW9BmFXaxEYHsE1t6xeoIGV2BJfH05l9H5Qe5ACZMD6zGgKvoZGz41Nja2aNEi8/Taa68dHh4eH88RfKBnfEDFCVmpEv0m/u0DBVM3gYtV2AUSLtQux57ncnlKQNXA1TlOsSpQfgDIgsHKFHguTLGUrV2AHgOqpZ9+0TM+oOKErJQUJClFEVm7rAya4cUn6wpb3vo3N+c7vdhbkPcsSUlghqXrMJOQrAoUeC6M1GcsYdCkHgOqpZ9+0TM+oOKErJR1FXQ/dlkZNIM4Aj96r6A7pNhbcMeV+VYsWhVoBZZNL6I5XlDi58xHOO/az06jx4Bq6adf9IwPqDJRKyVf2XlzFHUEBJYXbJ6Fd7fmzndw+mQ9xUNe8kZuycz1/p11h+sXnwaPfmUFnqOYj63Mme4d63RT8qHHgGrpZ/OQBwtKzPffBs6Jb45OeSp5GVwrJYv2S2G3RF3ZRftQDCmU9NWhIhVsCoSrC3kFltFwoqusHJTVr6oKPMey/lelmdN30GNAtfTTL3rGB1QEmQmyBknq48rDtVKSvbBAyZQ2c2EcD5YfbJS6qO1ckuXY4eCUVTfmflGpfph9Bai80efP1Yfx3rHA09avr8BzFFlfaWRWqdBjQLX00y96xgdUhJAcueuqyT0hK1UK1SKmXR4/nel0a0qLkSzWC1ggwXqBU4Rc+d/lvZYyPnapo6RsKNvUmH/E5VygSndH0WNAtfTTL3rGB5QYN1OUK7B+vjhFYNl5Q0GmY06f7ECDsyOmXR5ffNrp1pQWSS0rhZLaKbByVTCUVxENIdHuf3u9PoCNQFTOhfHAB1m2YH89BlRLP/2iZ3xAiZH5lCcW14ORrcBy1UnUOkq+7LwZvduMhODI48N3Ot2a0uJWrZGqlLmqJsv8lBlmecmVc0vea0l4Jksd5aGwwHMsMt+aq1pRp9FjQLX00y96xgeUGFlhJBLEmiXzk1fS5xhpZcxVNI2QhM12+eSLdEEef3u9060pLW4ET4GI9QJx8UJGgWUG546X6sNY4rhdgaWwwHMs8juqVBnt9RhQLf30i57xASVG1mqZhytHvjoU2CrZGYvEv7+9pb1tzYlraEuYybpbkNQM5h2vFRJYRtra03MhY8wqY1nTGtX6MiHoTmTb9/2B66mSVGfrc6VbSKjHgGrpp1/0jA8oMZI0yDwkSbc8Pnqv7j9I+skraqzLv69lEZlkSUVgFcZNLioLMyWWvMDpBV7X6CezYR4SsR6a8vv54mSyfuskswKrFOUy24NMoT6/utPtyIEeA6qln37RMz6gxEgocf+0esFBeRhdlT4JKMv1u3zht2hEcdEhsAoTKo+TdwGp+E6SXKEpuC5V9+FmJJect3J9u+TCjuRSxXS3FjeQriToMaBa+tk8JBqFkmGtkSgt8xXcP5GUQTaSFslLsLOsLOtaEFhekBFiY6HyCixbwSYvIuKjD1f0y0R2SOg/fHPuRlYeWQra/bnrHPQYUC399Iue8QElxoawyDojsVjPPFhP3p0UwiILv/u7ew28BPaKuUVgFSaULiFvicDC6yEk3iv6MO3Z/mK95ICsZjVSzEUUIesHXWzS3fJ49fQYUC399Iue8QElxgasyDosWxhHQpdSMl2JcPGeqeH7b2uvjYbTbhVDMlXKXwRWYUR523imvBVs0l2h6cQKLPswQkpU/pkfppzlpnYDi3zAo6sEuhU9BlRLP/2iZ3xAiXGX2omi6p82mWI05ffuMw8GB3zwluf2SMiOl0KHCCwviGG2UjuvwEp3haaTLrD6yXSVB/OZ6i9Txl09BlRLP/2iZ3xAiXEF1j1zgz3iuxKfVgqvjda9CH6Reb3+SO74Asj8kaw+Q2AVJiS1xXOZfYFeSJ/lQkT82rvr05RmbMj037J5k4OWTFcZkbna0HRqF6PHgGrpp1/0jA8oMdG01zZxQ3q6o/07W+I/kMj0fh81esXXIiYZgVWMaGHvXCUCaxF9lvfVJdbKbpiHZMOyPwO6PNtt91CK3HUOegyoln76Rc/4gBIjU3L9Tkkcu64wfVH3T2fiI2CaxHqwCuT+DiECSxQbAqsYUifYnbHNKLCMBjJDS05Pd4UWww7a7OH2ytnxUn0VS0nQY0C19NMvesYHxPDdsWCBXvZQlU5hPUZ2vs/6tBqmuYpdw9UkYr/7C1WvCyEVqWWZJAKrGJJoau3dk3tEATf0G7me0VyZ3zMiPwOkujNkQWphPfNgp9uRFT0GVEs/m4c8WBBw+mTdfWL+elkQ1zpcgSW/biVlTkMPVu1yFiIbBONFU9okRs0nRRQHm8SKIbCKIZUE3Ui7jCUCn189Oa5akd9SJg27/wdM9/DFp+WSpHoMqJZ++kXP+IAwrmrp8iBct6lWC4rKaVg/TnI6iPk0Bs9qymbMnq2NuOrG4hcR+i9XIURgFUbSqbvxcBkFlqwt6L+cuQo6jiwQbsV0bWvQY0C19NMvesYHTMHIlNuuCB4SVdrl5SmswHIFjVFIf/xdY9+b+LruuioIYXZr7jaztFDyWPY3nXXaNAmB1TzipNzx0uSejJnZJXuWPAaubmkbISvy4erm5MAOegyoln76Rc/4gCmITVozUNcfxrp0c/ZkEVj3zC04lSmL8I8crG+I38J0uXDosbXKRqE2g13+hsBqhqi/KuP9FFsuSbDKE/dTcUI5Y7sbPQZUSz/9omd8wBTc0G+RHd0chiXZcfbvLHi6JCiSiGOjq8yPY+lyscXzoorMFSR8qpkFYlJoZcUCBFZTSCiVm042y/20s1FmY8dLXT3+VSG/fwp/2NuLHgOqpZ9+0TM+YJJQ8gLRHx++k3i8kRSdtUB50xqFkBByN7GCTCHlnSWU8iayZs2oIskk2UwslxVYEkXU5ZFwXYsMD1uIsHZ5tX96lrKyxVNrQYIW3t3a6XZkQo8B1dJPv+gZHzBJKP2mZJlKyT0j7q5X17endTE0KbDskkPrqBORlHeWUJoh3q/B2+tzGUcOFmyV4eDH9UtF18FBdqSSoLmZFrmf6VnKypYRQAvyY6Mkaw70GFAt/fRLeHx8/229CLx5mI3yFN2EHIiisv6SD94KnsYmlDIDIDbAvM00KbBql2eRrDX9+WJdJzVcaOZiVZqEr0UdJ7GcPhl8lGJ1mOmRXEokb0mMStchQVSuh1WGdLpgLVtOSy0U+/HTIRBYkMbk+DCmVAKf3ceKBWisCiJzgjZmRTJZGysVwiY1kEf0gGb47lgOEd+8wBKV476WXVFohn3GaT73o2GMt2SzTJlaFcS/EmvsrcCK5iKH7ETnasVIr7sv7SzzA8Mc8+bmFjcOcmJ//JShvhACC8LEJBoNmdJX1wcPN2YFqoR8f9l1OufP1UOyQkujxVffP60eFeF37bRNop1FxDcvsKK4Yz5jdLkrsMznImMuADn+jitj/mVnqSRwXupYQ15k9LrLYK1yTSFjrixoP/LJ6mBMQmYQWJBGfXy4v+attTO/qiVVEutrqkRsXgZJ2mnecRfRQPI1F3tAFmwF3BBulZLXRhtcJDoH5AXTNrHNBQSWabPMtBoZmoJEWSUFU9tQIZsQq5uTZXQtcutcJIB98Pa0s2Rpqt8aSuAF80k3XzvHDne6HY1BYEEawfhIiUcxv61xYlUMyWweCveRN9pd6F6butY9esDpk8H0SkPnk5wYjS6Si0siooYDTFxNrSg5Il66jJHOrsB6d2tMAvGk6/cnlLpzY7GN5DXb5q5CLmwuMRe7PDMFI79CofEAOUFgQRrB+EgJKixVvCFkInbNoCQyCHlZXIElB7hn2eB3szNFFlhFEkJm/cTIpU/l1FopsNwFlRKnlaUvEnqVZamaddTFThEahWrvqptf0a41aanzWF6l7GtZYrVUFoElgwr3PDQBAgvSCMaHxLbHLiIrVbwhZEJmRkKh2bZyjjsJKCvvRGCJ38sOEjfxQbrIsMe4k192XIluaxjc3TqBdf5c3Yt25od6f83fWMRTYh8H9obvSSzuwpGfzoT/60pYWXnw2e7JItwN3WPN4IaglXoti0114RLr1gpxz9zgmPJ2HLoABFalmBKZ7jA6OjpjgpGRkbwXrHsRkmIRJDwr3YpAiZB4pmglCuuRenV9PU+HLM6SgREyYzLzZQ6Qs5IC9Vwd5r6i9YzKAQ2Du1snsGqXp4psIH+SV0MW+tmHeSr3JL2Mo1umOnrPXYEl8u79HVNOSV8H1wziyMwikbuc2Hh2iWlLL2RE0Bs0DQKrgoTe1O3bty9ZsuT0BAMDA+ZpvkvZX/CxWN8GvvSyIyVBxK5EJ8Jcx4n7kIFh/vY7ofEiu//2erAtgiDWQouPp/9ylgebl0G8aHJKloIz4u5KGqJNEpIaSX4jEYX2YdTescP1fqXgqqVoxixXYEnWgP7LJQ5l/rF1ucckeax5lbKvZZGVmFG/Y3/cxLTFjLekeVuAzCCwKkjoTTXqat++fbJtNhYvTv1JHb1Uv5PUOxZrQSVoI+RUzxjsXIxqhIl0CXa6yuiVWGzoj5TtC1kgmVIRZeamgBJHjmivUBiTDfGOPqxFz+KdSjeWTWIny8xfkTWxU5byL/uQzqbcTEHupPyGiSZ0cBM9uMsqZV3hXVfFTyw2j724vFOyEGHTb/y/UBtIioSTDiYlFskSpAXQCARWBQm9qX19fZcuXZJts2Ge5rtUf6NVVOLEst/+5seiMQbWIor8MtbXiwYSCy1TVDYXV39CmIg9GPmVBZkczGhXJD2ma7ckU4PMc8n2F58G28Zay2SieRoKYxJJ98pT9TfUDUiyV5YZOnOuJHQwj6h3raUCqzZhbo3WMX9NX0QMRQ2zW9DQiqqGDZPIKuljNBmEm4pJCh3KQ8azG/bul1AZPpHIedWGabC5aaYLnXV9JZUdTBfuWaZ3ARqBwKogoTc19LSnpyd6fArxX/0h3JkOeUhmajfIxtiD5oVO9IWiJjl6MEXcsiCJAPqzFRUWb5ZrO0U8idfK9WbVLtdnFRlh3xHzX/HfuOk/oprYXtZO1UXf6FYLLJd19wWvFV3VIe2Ux11X1Xc2nLuUxZIis6IiID3XpXvD/SLeMncYiBwRxZwR6VqSw69tuNOsLukCK0smUoBGILAqiH8PVkOBJXbR2FHXlXVhvG4hzPeUOOSbFDrWVWau49ZDjA0Tcf1qJJJoiMxn9U8s3CvmchAXjrzFIcUTik+yOsmujEtBYo/e3lI/uH9aeDFj9OVainQzqkElaKl/6sxpwwyo4oWSa4qfWDxVkkRRBGgo/ZhFpEMriuXJ67pTlrIni/K2uO91B51YSQJL3q8kyZilWCFAIxBYFSQ9Bss8zXepLALLYn4RWr/Rm5sndY+EmjYpdMQOxeZfjkZSS/yKscoyP9X+RBJGsmx9rlVL27wjb1AzcyI2ZVS0rsvPFyfdY397fXJpYRbrK3FaRkaIN0jsotm2Lq7z56Y4jVqNmxnLxXbQVXsykZpSw0f8KHLzxdMjAU+yPDBdgNpCOt4RX6PbbFmOkGt4uHejgyWTkwRWenklO+oAmgCBVUFiVxGeOnWq4CrCXAJLsKV1zOO3DwR7msmYZSOjY/OJC6FETe7LyfxU+3+Miu1sXaYiLxiZsuOl+nxff3PlvX46U9dMkrAgFLLj+jVrl5WHPNIrGIppF0+PUVGmqTL/aMV0m+ORbTdDE38h/5wgyyGNJktCBoncMdM7G10uV0gXAaFIKY+IWHQn9GWuX1qYEfdutEIFZiRJYKWLV4nvNB8NgCZAYFWKmDrNE4yMjBTPg1VAYLlTQlZRiTzKNcsg2Mjo9IJ3bupwSYEtDrOOpJu3wWddvtJbhI4EI/dnqEycjriXxDiFvB2iuW1qRzdBQzpfHZo8Uq4ZmhFu/4Iv6aabGU7aYMaYLJ+06aka3lUJmTcj02oa69irNRJYWVYpFkAybkS1VKgEeENcgdUKFZiRJIGVHt8WjQ4EyA8CC9IoKLBsbdp+J4NR0txKOqGc4CkOj2iiJvFapdRSbB12QVw0YKh7sPf2nrkxs0IFcJcBiufSYqTDa6OTE6ZWNjVMImrGj9UcVp27RTDbL7Ckm279xM92B3seuaW+1NGWoZUjU+o9Wy1l778rsBqGcCUtaWwGcYxFI9PF5ZMUEBbF/SR6V4HZKSawskQHAjQCgQVpFBRYtcuLrVw3RtLcitikpFgl12b3N0rbaC5ljzcW117TTlm2LV+DODlkusdYl+6MxLI+P9PO6KxQAVzPpbnnKUgix/5sqTJlftD1hrpeyfYLrGhy3b+9HqMpa41CecwnQnpRc+LKXcdewxxgrcjUIPHd0Uk9WcVp+pixBqLtSCtUYHaSBJbNMSYRCKGRLzf2yMF2tRKqCQIL0igusORrK2QbonMrRmxJSE1SjJScIpOD/dlq8ti4IndPKHCnpVgpaSyfzVHZbRorlL0sdlYoL+Z0e83XRhscnNGDVatNhiVZb6gbYycel9ilD61DPBw2ZC1a61oQsZJUvtCVhlaK5RJY8jMmJcYrBZtXLKQtJG4sGjsoHmh5NLzboh3lJ1br8nVlIUlgyVtmKyCFhquMLvLnQXMgsCBMkTxYGbGJJS1uXqtojJRVKrZOSOGY8XZW/HAnQ4119JKiwjty5595cDL9gZd8RdmdhVbVZbxmyHkpO83fjqQsCs13R/MaCOn5Kl2BZZcEugJLFsCm3EnRB+9uLdIFm1fMHZkpi1Hsh7E/w9pP6Zoc1owKbJ4kgWWrQvXHheHLTgoRQnMgsCANzwIrZJZE9NjvuOh3uj3efF/Lr+1m5JEbuNNSQkmDvKSo8Is7yWUNrRtUVBhZkJjFXSd2N0u54thJZJklNBJE4p/aLLBC891JEWwS5WZD+0O48kv8cOJntb835CVSzLz4vYqFkFth7Y7M9BUhNtd/rLsu2jVpWDMqsHmSBJY4F+3DVZnRPCMAhUBgQRqeBZZrltxpO7vAMBQPEZqIaZL2LCeM+gCaSVHRIsT9IzFDYk6yTOr5JRQPnhd7V2Wup/1Jt9357qQINhtqFiuSXN+bTfRqH9YJlEIzpdbl7oV+24iPOWki3s7VphwjmAta9Sy+ok7llEoSWHLz7cMdP5I1I+9yHIAICCxIw7PAqjlmyRb6NabFpjGUVe7iSvE+qdceoRMr40TQdMksYfQ+GFtuVGzpIk4kWuiRW7y533Jh1xIm5TUQUqJ5xPdmWy7B4PZx5GBjgVUr6pe1ea3k82g/4NEoSRdb5Lu/0XITKbEsA751CVGzkCSwjLJ377YbVSYfYerkQNMgsCAN/wLLmiXJliTeKfm6dw2MMfmtCEvPLnSkYkkBbSczbqHf967qsuX2WhQNJi1PUUsdSQzWCtxZnvaLV7tKQIK4kyLYRP/FlmQJ1WOxiyWtV6k/Q4xa9N2UWdp0uWx/0rj6I2mdr0WWjxjlJ4eZjdja27WpyydblxA1C0kCy4bh919edGxx1SFAEyCwIA3/Aiu0eM2mCHInLOzDaCy/bpXs2kJ+rBcoHRObLsh1Gtm4/gI5V7MgCwJSJjjE8dOeBZUtRTxA8uhId9wlGkkuNLnbsT4hMeS25RKUZh8ys9Yw/UQozZudakz/zNowQVd/ZM9UJ6t6RRHGenpkEL65ebJJbUuF5RZzrCULLIP7ReRGXFEnBzyBwII0/AusmmOWjPGw+smtlWsf3lN0Zp8llAVcDSdooiQlvBbnmfket1/rrnoTr0OsMyAv1hESKyLbuZqy1bhJ3jsisMz7ZRMrJEWwSYj321ti/iUSyi6MtVHnksBdYsuy5PeyKzfdSqApkYvup8DVHyIs0hOYCe5qx/64FYWhqlbNpMLKG6snL20dZikCK7Z8ZC1DeliAbCCwII2WCCyZIwvNYti1bAc/bm3OqowVe2RdWH/OpdopJdvclPRSoEYOc5OjeumyVBaKikhXDVTAfVW7XNSl4z1Kj2BLcYeEbL98BIw+lg1xMmVJxGpeOlTDwI5w+ayFEma6fly3DdmX+4n4s49o8hQZ4TYTesNUWOYeGrkZK/rlA5s9xi700yiLwArpPy9lowAQWJBOSwRWLMYSmK9pWYpvDMabm/24c6JknAex7oRcnh4b2hKLfHH/8pqgg+JCMBYoZBqbdyzZloeCSKyfw3Uclh3rDvS11NQ7MiRi19yJkLKeEolwMgNAPFsi8TNOUpsPjh1IstZPXlEcw7EjQXa6+iN7wipbM1GkSTSAPVTkp+GVpZ2xGVmjHqZ0bLCBkEVghRK6yqxu96z5hdKCwIIwLUw02g00jOQV7ETbh+/kuHh6XgkjGY1wFHFjZZA8/vi7+p7mPTG25W6omZ0VMpasMuqq5mRm6tohKvOYsWvukjwlsuxO3q/sa9lkltncB3FQmVe0JUHdiuOhWXJxsIlCypVyXVLTSZx+NMBfPmLWJyS+sZSQyhQVJfuzh3DZISFkEVihwjjifmuyLicAAgvSqaDAqjVaiy7Y38ENY13tqkCZ08kY3mSnRPsvh5rZnEZNRp7F5jeqzMrBEGILu3mI2nyh0QgkGTDResOy7K7/cjxW4VcU51n/1BV8oZHgOnQLRErFpqiwOy02bXqs99Qu6IvOh+aqWSlkF1jiqTJDSILerKKSKxTO0AZwGQQWpFFNgWVTRaRgLVx0ckdcBRJDZh62TmJ/nmCg2PKIdg6xmcKFthlu42OTR1QAG23dzRM6MkKiull8ljZQyeImHY0WkM7+ipIhon9qKvlQphK3bmYuR5ElmmQ16rQz/5W0LP2pVQ6jwYt2HUNSNvwottdCisCy6w1DKz2lRy0KUQBNILAgjWoKrIb5r21y8+jkjhvs4j6M/YgtnZtCNNTMbNvi0MUm8myVD5sOw5hS0yr5UR5KHlEBrDXtZs9caEmdJWUqyuaEKzZlHFrl1395rUbsKlpx6MqvjgLZqqJlgiR9RjR67N2tk9ORLm6J69AEpXXCubOc6VinprjiUgSWRX6NWFeie8cAmgCBBWlUU2DVGgVLSa0Mo3LcyR13uZ/7MIc143AK0WSGVbfKh5ulKdZ6VYDYOtDdhqy5iyauTJmKsoF0xYaBXeV311VTUsnHlsV0R3WBfOvRQtehBKoWmfqMBmy5KVpCaxhtvYfsGtpOEcrPpywCS7xrO14KttuctQsqDQIL0qiswHKX+0m4riuSbK0MO7njOq5EUbkThX6xqaoKBGO5VT4kOMzap6RaLqXGSMZoHehuI2nhamjxmotNOlosG61d5WcEqMgXI27MeLBOTRcZM/3ZIg6jiJhzvyIkpD16qdiALTtHaVe5GrljP1ZyKXlkfJft51Sy52cRWO4xUkInS/oxgEYgsCCNygosm7DKfGvLsnbX6thaGTLV4oaNG7PRhlV4hYOxolU+rMaieG2nSFq4KjtjHTNWWBT+6MnPBjPObYCRDKp75oYHlV1s2F8oS8jbW4ITTYMtscUMhGjAllWfoWxe8jPGzW6f8feGXRsoWSGyCCy3Cwc/jp/fBMgPAgvSqKzAql1ebWfTcrqmziaHlG/nVkwFpmODsVbdmKbn7Mp8e4y4E1zngY0n69pMURqIXbjan5zeyS67a/6jJ1rtlafS3KIyzVesvHFU0ycVM6jFBWy5k/Uynm04vNmQqVKZNP/7rkztsR9YmbXMIrDcXGUpecsAcoLAgjAVz4NlkW92G7HR70T+SlSKMXJSpsM8WjEVmI6dlIwVdqGAMGveYuOpzentcbxBEvJmufN9djlCLHbgNZ8swJ0mNvomlm+O5luf4eLOStdSixnUIgFbSctNJIrr4ZsnE5n2x+WziGLTOvRfjqnKIrDcctShApEATYDAgjSqLLDcTFShAJTQqqJOEdJY1l9lf+Lbhw1bTsoIAJ0lGoZl3tD2xPrYhXhJ03ZNEppTSy9mIHLHftAk7iqaisJOqspEuQx4KR2djtxV1/mXRWCJ2JVMENkLMgI0AoEFaVRZYNnsO2L53HkB840fndDpCNE8WyFFaCyKXXifktMSOks0DEu8JkkuJY+4JbFbobxDSjFdoIh/SD5o6ZXX7dJCs5FFJLmN6XfWB2Q8107XZn8tgEYgsCCNKgss91eyTBdaaxfK7NxZQsG/knDLnbK05atTqrJAxwmFYZnRVTjsKRfurFkrlHdIYEnI19tb4g+WFFnyQUuvLmAdzOvuqyfQyrKg8sjByc5KZUNzVn+GCtY2iz0CC/yBwII0qiywas6vZPkWNt/1EjgiTiNbm6zjpKeEEKNldNXYG1P8cNBVSBiWnR2TlFSx5Y29YzVHKzCipN9JBJru/RU1Jh+0UE75EHZxhrlj2eOiRLbKQ8Rrxul+W50agQX+QGBBGhUXWDZO3HRQVipJXvWUBEVdiLFVNvF3f6FURtAG9o7VfaVCO4OpWyqwapfzTciPE/nRkjQXad1p5oMmKwRTJuKNxtr6XCB6JK4rSxJUmfeXTA0SB5ZRYNmyRQgs8AcCC9KouMCSH6ySqVK8VrK2vEDV285iE3+np3WADiIuGZsiXBIxRAvztQJJhdW66chl8yZ/kLg/VGKRtHOiLzNWH88+nSqXlSl+mbVMKvgYwhbeRmCBPxBYkEbFBZaLJMT68J1gu6U/91uBDVhBXXUzIj5EiLTTkEvShwJJRDMi+l4ySjT87EitQJFZGRfrZU/+KQJL0pOKls0YTynO7Dc3I7DAIwgsSEORwLIpOstYjEyCtMoyp6kW8SSJiK+SIbdeIjffQRJuiczY9YNRJLdWltUbEg6/6TeTs5bpU5YWWfxoDpaUENV4X6DTILAgjJZEoyFshdrs3+YAuRBHY670AaXAxjlJrfFoOWcXW4i6P3P95uw5w+xdtbOWGeMpJeWpbZjRWwBNg8CCNBQJLFmL98RiipFBq3DTjcrUVTU+WTY1g2ResIH8sdhC1EnrB6PIQsW7rgrvtzGUdmZcJKyRR3YhcPYFK9a1Zk5hqh18gMCCNBQJLJtEimJk0CJs6rXTJ9NybJYOmV8z4iZalzAWW4g6O7GhXXYVsH1FEUljb0yGXmUXWOZNSUmGApAfBBakoUhgnfmh/iuZYmTQOiQkSFJAZVxD1/3I9PozD9ZdWa1IFOJmgrDYPHb2TspSFdMeScf14Tv1FcHVuM9QNhBY1SccU5XzXC0Cq3b5S1x++7Zn/Txowy3RXRkRL2V/HrmlHu3eioqHbiYIwa3EYH2B8uH9bHdd6knMe7lWBEOFQGBVn2beY10CS7I551rfBJALWUIhj9blTWgz1vsrGT4lmZxfojN9NqDNlooyDN4ebB/8uD5raeUsQCdAYFUfBFZWJENPleZuoAuRaawseclLhEgrkVmhiTwvyGzgF59O7rFVpd2lA6LDjHKVWUtxaN0z1397ADKAwKo+5j2eNWtWT0/PDTfcsHHjxrznKhJY8lO4SnM30IVIMHXFIqnFddS65bfRfKF26aKdKzzzQz2Vq7m3shZYJhaz5HcAaAEILEUcOXJk2bJlw8PDof3TUlEksCQBdJXmbgDag+RQtVN1Lbq+O3Eve6SUofi3ZP2vxMK7U7EILOgQCCxdnD17dsaMGdmP1yWwJInOqhs73Q6AsiETdq37cRKt2fzILZOThhJrJcfcdkWwx1aV7p/Izw7QCRBYukBgpdHqkm0AVeX0yeD3SeuKNYl4Mi9hP6GSSExmWiUMS+ob2kI9ckB/K6tcA6SCwKo+g4ODR48GX0knTpxYuXLl2rVrs5+rS2ABQHfiprd4YvGkg0oC6t2UDbbIlbi4EFjQORBY1WdsbGzRokXmnb722muHh4fHx3Osj0NgAUDn2fHSpMCSicj+qVWlbdJRG2Vvw8IQWNAhEFiQBgILADqPpF2wjwN7g7+Dt08eYF1cthKiLDPsz1P0EMArCCxIA4EFAJ1Hykjbh/lGMn+fXx1zgE0wZuPuyboCHQKBBWkgsACg83z5jykCa9WN9UTtlp8v1v/1y2vqe6zkcnUYQBtBYEEaCCwA6DzffztFYMkjVPTw4ZunTAhaySVJ3gHaDgILwuhNNAoAXUtUYH35jykHnD4ZxMK7aVakuihThNAhEFiQBgILALoCm4jBPs6fa3BKVHIBtBEEFqSBwAKAruCOK6eoK0o4Q9eDwII0EFgA0BUgsKBsILAgDQQWAHQFUgnHPozeAuhuEFiQBgILALqCgasnM7Obv+vu63SDABqAwII0EFgA0BVI6ZsnFgeh69tfrB073OkGATQAgQVpILAAoCswisp8EaGroDwgsCAMebAAAACaBIEFaSCwAAAACoDAgjQQWAAAAAVAYEEaCCwAAIACILAgDQQWAABAARBYkAYCCwAAoAAILEgDgQUAAFAABBakgcACAAAoAAIL0kBgAQAAFACBBWFINAoAANAkCCxIA4EFAABQAAQWpIHAAgAAKAACC9JAYAEAABQAgQVpILAAAAAKgMCCNBBYAAAABUBgQRoILAAAgAIgsCANBBYAAEABEFgQhjxYAAAATYLAgjQQWAAAAAVAYEEaCCwAAIACILAgDQQWAABAARBYkAYCCwAAoAAILBWMjo7OmGBkZCTXiQgsAACAAiCwqs/27duXLFlyeoKBgQHzNPu5CCwAAIACILCqj1FX+/btk22zsXjx4uznIrAAAAAKgMCqPn19fZcuXZJts2GeZj8XgQUAAFAABFb1Cb3HPT090QNSQGABAADkBYFVfZr1YBl19d2xlrQMAACgoiCwqk8oBss8zX6unvEBAADgET0GVEs/o8gqwlOnThVcRQgAAAA50WNAtfQzlpGRkeJ5sAAAACAnegyoln76Rc/4AAAA8IgeA6qln37RMz4AAAA8oseAaumnX/SMDwAAAI/oMaBa+ukXPeMDAADAI3oMqJZ++iU9BykAAAAk0Wkb3ia09NM7ZRkitNMvZWlnrTxNpZ1+KUs7a+VpKu30S1na2Txa+umdsgwR2umXsrSzVp6m0k6/lKWdtfI0lXb6pSztbB4t/fROWYYI7fRLWdpZK09TaadfytLOWnmaSjv9UpZ2No+WfnqnLEOEdvqlLO2slaeptNMvZWlnrTxNpZ1+KUs7m0dLP72jZ4i0B+6nd7ilfuF+eodb6hfuZ7fB+1EQhrJfuJ/e4Zb6hfvpHW6pX7if3QbvR0EYyn7hfnqHW+oX7qd3uKV+4X52G7wfBWEo+4X76R1uqV+4n97hlvqF+9lt8H4UhKHsF+6nd7ilfuF+eodb6hfuZ7fB+wEAAADgGQQWAAAAgGcQWAAAAACeQWABAAAAeAaBBQAAAOAZBBYAAACAZxBYAAAAAJ5BYNWZdpnQ/tHR0RkTjIyMJJ2bdEyWc6tK7P3cs2fP0qVLe3t7Z86cOTQ0dOrUqdhzuZ+xJA1Rw48//rhgwYKULDjc0ihJ9/PQoUN33313X1/fvHnz/u3f/i32XO5nLLG39Pjx48uXL++bwGx8/fXXsedyS0OkfFtilcoCAmsKoa+G7du3L1my5PQEAwMD5mn0lKRjspxbeUL303y97t69+9KlS+Pj408//bT5+oiewv1MJ1ZF/fa3v3355ZeTBBa3NIXQTTt8+PB11123a9cuM0qNSVu3bl30FO5nOqFbumjRok2bNl2cYOPGjbfeemv0FG5plKRvS6xSiUBgTSH01WDG4r59+2TbbCxevDh6ZNIxKefqIcWnYr44enp6okdyP9OJ3tIjR44YTWCsV+hf3NIshG7a4OBgkteK+5mR0C2dPn26+7S3tzd6JLc0HffbEqtUIhBYUwh9NfT19ZmRLdtmwzyNHpl0TMq5ekgRWLt27XI9WNzPjERv6YoVK/793/89+i9uaRZCN23WrFmvv/763LlzjQ546KGHfvzxx+iR3M90Qrd01apVGzduvDTBv/7rv5qn0SO5pem435ZYpRKBwJpCkokSXI9Lw2OynFt5kgTWoUOHbrrppuPHjzc8hfsZInQf9u/ff+edd8b+K+kUbqlL9CP/5JNPXrhwYXx8fM2aNY8++mjDU7ifIUL34cSJExIgaDAb//Ef/9HwFG6pS+jbEqtUIhBYU8juwWp4DL8Vagkm32iChQsXfv7557GncD/TiQa4HDhwIPZfFm5pCtGPvJFWsm1kljuf5R7D/UwhdEvvvvvujRs32his2MhLbmkS0W9LrFKJ+F8mOx+UmTrq8wAAAABJRU5ErkJggg==)
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