Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit337-10-20020905_041000_20020905_085500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/05 |
Start Time | | 2002/09/05 04:10 |
End Time | | 2002/09/05 08:53 |
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 | | 2.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit337-10-20020905_041000_20020905_085500-constBx0 |
Minimum Dst Value | | -46 |
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 Geotail for time period of this run.
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XTKGhoTb/WtBeeUUNh1wd/yCEEOKi7Nu3b/To0c2aNavDx6kMeHh4/O///u+yZcsct0qdBOradh49erRHjx7/T6Nnz55ZWVlSXl5eHhAQIP8fKygoyPh/sGyWV1BgEUIIcS/+/Oc/L1y4sKio6M5Uh4rWrVv3P//zPxs3bnSwmzoJVBU7zUUd/yCEEOKiIFX98ssvd7jSY8eOPfroow52UCeBqmKnuajjH4QQQlyU+kpVjutVJ4GqYqe5qOMfhBBCXBQKrPpFFTvNRR3/IIQQ4qJQYNUvqthpLur4ByGEEBeFAqt+UcVOc1HHPwghhLgot5+q9H/BcPfddzdv3tzf3z83N/c261Ungapi5+1j9Q8/6rs5hBBCiCNMEViycePGjTNnzkyZMsXPz+8261Ungapip7mo4x+EEEJcFAepqnDv3uL09Jqeobi4+L777sPGuHHjPvvsM718+fLlKHGm3lt+606oYqe5qOMfhBBCXBR7qSovMTHCywuvW2os4xWss2fPBgUFtW/fHh+vXbvWrl27NWvWYHv16tXYLisru2W9znzrTqhip7mo4x+EEEJcFHupKjcyUgRWwe7dtzyDEU9Pz0OHDslX586da9WqVXBwMN6x7Uy9znzrTqhip7mo4x+EEEJcFHupqvz6dWisvMTEGp0hPz8/JCSkU6dOesnMmTOxw8KFC52s15lv3QlV7DQXdfyDEEKIi2LiQ+5CSUmJPIMF9u/f/9BDD61du/ZPf/rTsWPHnK9XnQSqip3moo5/EEIIcVHMFViFhYUzZszw9vbG9uXLl5988snNmzdj+8cff3zqqaeuXr3qZL3qJFCXtxMiulu3bg888MCDDz64fPlyKSwvLw8MDPTw8PD09AwODsZHx+U1RR3/IIQQ4qKY+H+wQNOmTfv06ZOVlYXy4cOHf/LJJ/puixcvfumll5ysV50E6tp2ZmZmPvzwwytWrLh48eLJkycHDRok5WFhYa1bt87RwEZ4eLjj8pqijn8QQghxUfif3OsX17YTimrZsmXVy318fKKjo2UbG76+vo7La4o6/kEIIcRFocCqX1zbzubNm8+YMaNFixZNmzYdPnx4UVGRlDdp0qSgoEC28/PzPTw8HJfXFHX8gxBCiItCgVW/uLadjRs3Hjp06HkNf3//kSNHSnmjRo30f3qGDezmuNwmdzmkzmwihBBCTIACq35xbTubNGmSn58v29BYzZo108t5BYsQQojKUGDVL65tp5+fH3SVbJ87d04XWHwGixBCiOJQYNUvrm3n8uXLhwwZot8i1P9MNDQ01OZfC9orr6jhkKvjH4QQQlwUCqz6xeXtnDlzZrNmzTw9PYcNG6Y/5F5eXh4QEOChERQUZPw/WDbLKyiwCCGEuBcUWPWLKnaaizr+QQghxEUx8R+N3n333c2bN/f398/Nzb3NetVJoKrYaS7q+AchhBAXxcSfyrlx48aZM2emTJni5+d3m/Wqk0BVsdNc1PEPQgghLoqDVFVYuLe4OL2mZyguLpYfe27btu2qVav08pMnT7Zo0QLf3rLeW37rTqhip7mo4x+EEEJcFHupKi8vMSLCC69baizjFayzZ88GBQW1b98eH2NjY//zP/8ThfLtqFGjFixYcMt6nfnWnVDFTnNRxz8IIYS4KPZSVW5upAisgoLdtzyDEU9Pz0OHDslX//d//7dy5UpsHD169KGHHrpy5cot63XmW3dCFTvNRR3/IIQQ4qLYS1Xl5dehsfLyEmt0hvz8/JCQkE6dOsnHdevWPfHEE9evXx80aNDSpUudqdeZb90JVew0F3X8gxBCiIti4kPuQklJiTyDVaH926Mnn3wyICDg0UcfvXbtmvP1qpNAVbHz9uFvERJCCHEhzBVYhYWFM2bM8Pb21ktWr16NHT799NMa1atOAlXFTnNRxz8IIYS4KCb+HyzQtGnTPn36ZGVl6d9+9913jz/++C+//FKjetVJoKrYaS7q+AchhBAXpa5T1bPPPvvNN9/UtF51EqgqdpqLOv5BCCHERam7VHXjxo1//OMfTz75pP6fGpyvV50Eqoqd5qKOfxBCCHFR6i5V4cyPPvronj17alGvOglUFTvNRR3/IIQQ4qLwx57rF1XsNBd1/IMQQoiLQoFVv7iDnQUFBQ8//LBxzMrLywMDAz08PDw9PYODg/HRcXlNUcc/CCGEuCgUWPWLO9g5fvz4efPmGccsLCysdevWORrYCA8Pd1xeU9TxD0IIIS4KBVb94vJ2pqenP/bYYz/99JNxzHx8fKKjo2UbG76+vo7La4o6/kEIIcRFocCqX1zezmeeeUZ+b9I4Zk2aNCkoKJDt/Px8Dw8Px+U1RR3/IIQQ4qKY+I9G77777ubNm/v7++fm5t5mveokUNe2My4uzsvLSx6lMo5Zo0aNysrKZBsbjRs3dlxuk7scUif2EEIIISZh4k/l3Lhx48yZM1OmTPHz87vNetVJoK5t55NPPrl161bZ5hUsQgghRMdBqtpbuDe9OL2mZyguLtZ/7NnBRQcKLMG17bR3YYnPYBFCCFEce6kqMS/RK8ILr1tqLOMVrLNnzwYFBbVv395qn08++aR3797O1OvMt+6E+9hpHLPQ0FCbfy1or7yihkOujn8QQghxUeylqsjcSBFYuwt23/IMRjw9PQ8dOmTcIT4+/qmnniopKXGmXme+dSfcx06r/4MVEBDgoQHFbfw/WDbLKyiwCCGEuBf2UtX18uvQWIl5iTU6Q35+fkhISKdOnfSSw4cPP/744ydOnHCyXme+dSdUsdNc1PEPQgghLoqJD7kLJSUl+jNY58+ff+KJJ5KTk2tarzoJVBU7zUUd/yCEEOKimCuwCgsLZ8yY4e3tLR+x8cUXX9SiXnUSqCp2mos6/kEIIcRFMfH/YIGmTZv26dMnKyur+lf8K0KbqGKnuajjH4QQQlyU+kpVFFiCKnaaizr+QQghxEWhwKpfVLHTXNTxD0IIIS4KBVb9ooqd5qKOfxBCCHFRKLDqF1XsvH0cPNBHCCGENDTqJVUVFBT827/9m4Md1EmgqthpLur4ByGEEBcFQicjI+MOVzp58uQXXnjBwQ7qJFBV7DQXdfyDEEKIizJy5MihQ4eWlpbemeqKioreeuutZs2apaWlOdhNnQSqip3moo5/EEIIcVEKCgo6dOhw153innvu8fPz27dvn+NWqZNAVbHTXNTxD0IIIcRE1EmgqthpLur4ByGEEGIi6iRQVew0F3X8gxBCCDERdRKoa9sZExPTqVOne++9t0WLFqNGjSosLJTy8vLywMBADw8PT0/P4OBgfHRcXlPU8Q9CCCHERNRJoK5tZ9euXaOjo0tLS8+fPz927NhevXpJeVhYWOvWrXM0sBEeHu64vKao4x+EEEKIiaiTQN3HzpKSkgceeEC2fXx8ILxkGxu+vr6Oy2uKOv5BCCGEmIg6CdR97Fy3bl2HDh1ku0mTJgUFBbKdn5/v4eHhuLymqOMfhBBCiImok0DdxM7U1NRWrVplZmbKx0aNGpWVlck2Nho3buy43CaO/+FHnZlCCCGEuC3qJFB3sDMpKally5a7du3SS3gFixBCCGmAqJNAXd7O1atXP/jggykpKcZCPoNFCCGENEDUSaCubeeiRYtatmxZ/ccsQ0NDbf61oL3yihoOuTr+QQghhJiIOgnUte2s/miU/KpleXl5QECAh0ZQUJDx/2DZLK+gwCKEEELqHnUSqCp2mos6/kEIIYSYiDoJVBU7zUUd/yCEEEJMRJ0Eqoqd5qKOfxBCCCEmok4CVcVOc1HHPwghhBATUSeBqmKnuajjH4QQQoiJqJNAVbHTXNTxD0IIIcRE1EmgqthpLur4ByGEEGIi6iRQVey8ffhbhIQQQshtok4CVcVOc1HHPwghhBATUSeBqmKnuajjH4QQQoiJqJNAVbHTXNTxD0KMlJWVnDkTd+1aUWnp8Z9/LtTLf/rpPF6pqbOOHAkrKck6e3ZzdvY3GzZ0O3r00xMn1ubn76iw/FDV9dzcyM2bh+Jdjjp5cj32xznrxxhC7iDw819+uap/vHHjmpMHXrmSh/eCgt0XL6bhlZOz+vTp2C1bRmRlfZ2ZGZ6dvSI9/cPk5JdPn445dGgxpt6BA3PT05ccOrQIhceOfY09jx9fg7mWl5eINhQXp1+6lJmW9v7589tx+PHj32Vlfbl3bwg2sKfMVuyze/cb8fG9z55Nwvkx2WtqLFqLU5WVlaLBmPhiLN4ROipUSqD1YKcbdK4bmEBuH8QLY8R0BsQavEuUwbE4A16Id3XSPofNQDg+fz7ZWIJWHTy4AIoH25IMEKx19YPYvX37uOTkMRERXhs39sV7ZKTP/v1zUJiSEoyPmzb5410r98Z7TEwn7b2dFCYlDYiN7bxhQ3dsx8X12LFjohyFF2osulaEirCBVqEZly/nWjUYQR+yzPmcVEeIjpRtpD2kMSSS+m1STUE/S74UJ0RXY2P/hf3rT66/Vt/d6+rAPzGnLl8+jckC3zh1ah2WHBAoCQl9U1NnREX5xcS0h+7Ztm3M4cMf4uOuXVOgaSCDSkqO4cDS0hM4Ki9v4549AVA8OTlrcDjU0s2Ty1dmkLbdRgrlhfWMccbJKza2C95Rl3yMiemA94SEPvq2vT3lFRdnmbCJic+Jn4iZVpHhwoX9UG/FxRmwOj9/G2ICbJTDExKex/vWrS9h7iclDUSzETS2bXtVnQRKgVUbYAJcShbxxnW8TRws0NOL04/XfHFQp2DyIL/i5UA63DFB4KR8QWsxFoWFezdtGoTpjUCgZ0FTQNzMyPgIsU8SPOpC1MvK+gpRA6+MjGWQC1iu4f3IkU8QTPEqLj4CTYCohDUiVoEIqRAiu3dPQYRNTQ3Rgs5wbOPw+Phe+JiSMhVRDLVgHYlTiQ4zNqBG2gIDBDli1XuI4EePflZUdBi1ZGR8LBFwy5bhaAPMQWOSk0dLIZqEOLhlyzARRsgB27ePrQq4PfRQbgjNnaUQ0VkkFF67dk1GP8Au7aO3FCLUYh9kFPkYHd0W79O2v+oV4RW8Zbix8MSJ79EVmFyYPiUlWfIVEg96Sb8AJkDooMf0aYj9UYIOxFHG3WQaohPwcqZ70Yc4A8ox3DgWVZw+HYtuwQtfoWTnzkma7Z2gFOF1SDkYa3QvZCJSjvGcqA7OUFqaDcNxFJoqEgfnt2pJjbjl7MAsEP135OIB7JyV9eWpU+sx0N9FeG3fPh6N37ZtHN5XRvqi//FauHPyio3Pottr3STTsRpcc8EgYowwdlAz1zSJ78xRumthEEVR4QXf0M4zTVzCuNLYsKGrcbJUiaGu+g661tm4sZ/m/+1uPrybpnvaGPfcsWO8ps8myTpn69aRGFbEH00MDcRXmJJwNryjVfi4c+ffjLUnJr6gvQ+Qw6G38I64hD23b39V9kEVkERbt1qmanR83+AIr/mRbSYmPtcvpuPqLUOlovDYrmsTnsexWjt7VLddwoWstfRXdHQHN9AATkKBVRtgguZMXeFbcEqrUC5g+mE5jpiLfRDOkBiQ/rfte+vzxOd3Z376dtKAJbsmS1zLuLCv7pp61U4URpjIy0u8eDGtuDgdGwi+mI379r0FczSJ0B8bZ85sQDJDmNb2PACVEBfXU3ItUh1iX/W05Djo21si4zyWC+A/F67IXrEjfwfaXPhzIVZvcnkDO1wvv/5+2vuzUmftSnsPoSQ9fRmy/oED83bvfgPCZevWEdpq6TmZwFFRvuhzm5cWYCxEhlxytwcGzmpAz5yJkzOjBxDvEM6MwVE24AxGJRET01FrUv/qi0KJmPrq0xhG9XOmpARu3jz08OGlGBTkb7yj53fteh27IZHL8GkpP0bcrKBgF7oCG8j90HZSI/oHxmol6RhoiYPx8c8Y46BRIUVH+2EffV0ri1d9T9iCnoc/5OSsRhVycwGNRGFW1tfwB6QZZCkZSrRN9w1oC/QnNBxGSnISdpAVLVwLJT1iOmIWdItu+1qE1xytkVqHdBd5pzlk/6rQ3E5MQG8gnUDjQiwmJlpWyVCH2dkr0APYH1agYShEdpE2oD1a4WA5z5kz8ZDjIm7QAPQqXl/s/NukDd12Zv5j687JWIvLnnKtTq4fIDFEVF6NG6hN6nF6O/UBjY/vLVlQhmz//nfQEklv0p/6xrZto7Vmj4IJmH1pae/BpTFeiBIwpHK+XCuCVoO7ohwTEBIfX6EnN24evn//22stfhKMaZKW9r6VUEPHXrlyNjDSZ1iE1+gN3dG9g2M6vhThNTHC65kIrzYRXkHRfkMivGZF+faP8MKGtxaI+kR4431YlC8qugMyC9bBHLl9bA+ETfQSVGn1r+BU8Dr0DISRAwWmRyQ43sGDC9Bd+/fP1mLdbAyinF8b4kH4iIGAY+CEclcL73qswHlwODwqKelFbfjGau7x7M2j/4yMPpwQL/HMfftmwhMwahgm+FXCtlc+tvTw3yGAEMfgHnghZIm3axOtH/aHI8nhhw8vwSjn5kbBtxGH0R5EAFkDV2jeK7bLdMNMx4YIR71Q9sSkw7cIZfA3uAcCAr7FChCHYwc5iVh98uR6/do2rEal728fK6lKXs9H+rSDn2i6HJ4zIuJpeNHc+B5wpA/j+86M9F4c3b6o6BBGFu8wOS9v46otwzalTsdg7UiZDkPcQAM4Sf0ILHvUddXl5eWBgYEeHh6enp7BwcH4WLvziMDShTnmCdxIC2p5cFnM1c2bh8ulWplyktt+iPDqoDloTy2Qta3y19jMT5ysF9NJZpd8RIjRp4fcVj97NgkhAPFxw95pYYkDFuya7B3x9OtbXx6+sc/kLcOPZn2OtdqlS8cwzRIOL+4a4TUgwmtQxNNdIrw+1dKqvniKqLyS0VMLIr1vTsYdZWkCoxCnUDUCJV44J6Yi0i3Ml9mVl5eECJh7buvaE2s3nd30XOJznWM7Rx/+EAHlxIl/Yp5jpqGpaPDmzUNwzqmJz6E3fDB7Y9rh/Z0oXyybQjc+++KGruOSBkhfBUa2CYNksV4StZW0h8CEjCWFK/e/HbAnILVgD3oMJiNIIUyLDMKyDMksPX0pRg1BMzPzE3xETEHQKSxMkcP1uG956CF/e7+Ip3tHPL2iMun2W6+t/3AsXjt2TEBX7N07Xbv6PQ614CWjLyESrUKGRrccPvwBbD9+/Ht0S07OGsRcHI5+w8BBKyDH7949pbru0UWbvHbufA3NPnTog+qRXRdtEq9l4GJiOht7SbQCmiH2ogGbkl9C7T8kDkBOzSs59tMvpYiD8JOMMwlLdk/enbMKghvJwN5VNCevMq4/uf6jjI9Kqi4SGI9aEtMZOmBUdDsZ4i1HPrbIpk2DPo7w+nFDz9kRXkvhn/vnLNobsvfwEvQJZK5YhAm1qmrpLHc9oFClUDwZwypVQH0a9avI2e373/kk7b2EjL+joo812YHa+0b6IGcMjnjaKH/Xxj0zLcLryw1d04+EZmSGRlRdTkMyvnjxIM6GIZY7LKLhdNVVpah6aqPZBRkUrl614rfsszq67WBLivL6JzxW2+cHbaTikwZAx4u6RcYVpbtG262f1tRRkb5o57hI71VaP4i75p7Z+HXiwNSD76KKL6I7SH+2j3ga737au/7qEN0W7+2i/OTj3Kg2i6C9YtpblG7VegD52OZQwg3gOXBCZGL4BpRuTa/DQe9iaPbsmSKx0eaCB4EF8U0E0Nato+CBBw++h3dM8+LiDOjO1NSZuuzGSU6eXAe5hiCMZuNYme+YUPgK4hUH7tnzZtWIyJKmiy7ltYuv/5oyKEF8w6glJVkmC+YpxhqKtsol/rVQ0S8sidKCbIJEQwMgcSw32W9cO3ExLfdy7pL0JVg37i3cm1qY2jOuJzoZJUZj0Z84EM2GR/1cVhpxat2G07EfZSwbtmnw98e/RxyLOR1zvPT4eVMvzNsjqySrsEqwZl7KxMr24/Slmpby9o9u3yni6R6xnS35K9rP6FEdYy3LpA6aC+GFk2BVDKvR+HcPviuBvW9C3/Yx7bcfT6TAqssq669zw8LCWrdunaOBjfDw8NqdByYcPv5t0aWsL/a8+dXuAJlyyKBaNOy/Vgt5q6N9FyMd7p4Sv23csWNfYobHbR/vrYU5CWR9Ytq/m9BvyabBpaUnjbctMMegluSZGJTjwOzsNZh+2dnfyJUJ5GnkQrxktiMoaO/9EGq/iG7XW5NNPuL0mpLzrYqtSytlkyUWTIntYJweI+K6vxDdbtnu1ycl9J2fPGpc4gu9Ytp/pV05QCj5PMLrO8tNn9cRFk+dioAkSk2dvl4728cx7d+O8I7T4qAEHf2F1I6UEBjbxVjRsKg2WO7Mi2o3JcLrfTQjwutVpA1N3s1JeBY7tIlqUzljYywZt3PV/YsOFkO8+mpd90ricwMj2wRt7LNxk39UXK+dmeGLk0flVD1JfTgzPOXQ++20+T9Yu0atX0PasKHrmqrLDIaXtx4i9ZtfiJUQf2lpC7H9bpUJIVtGvrmha9iBd/yifCft/JvuDyIXjKIBCQAyBeH+XP5O462H69ooF2lPM8g2QhgE6InSE98d/w5RaWduVEpeAgI6lMThw0uRTtASyB0oIegwbb07REsq7Y1aauvWl0Q2SSGSDfxzz55APbtb/PPYl18f/nDbuc1vbh8XdeLHL7O+ROwes20MQt6UXVNg3ajkUX5RfhDBEENhR8KGbx1u8dX4ZwZtGjRxx8Sr169CHiFJBKcEJ59PRtqAFTAB72j24kOLUwpTwjPDI2++f4eUMGf/nPfS3pMOXJaxDPZif5xwwcEFsg88GWauODDXMtyxnd/a99aknZNe3jICH/tvfNboPDg/qtt2an3PKN+X4p5pF/E0pMbiPQF/2zL8+30zIMUWR7bpGN3WN9L7w9SQCQn9sKdUsSFnFXRDYPLLr2975fVtY/6pyd8xMZYp4BdZOTu6awqvl6ZLME8X7Z7yccq09elLZ20eOiF5jMUhozv0iu/VO773lK0jcbYv0peG7A2JOxN3oDD1cNGhb7NWBO+YeOzS0YKC3VhlyZAhwWMcjx//Z2ZmOJKoNCY3NxI5OzIz3D+u+/hNL0rtXaIsfv5qQn/Ippdju3RCe5CGI7xhVGhcz5ew/Ijp1Maik6ryWZQopDYobB/pHb/Dco18dLRldjwX+XRAhNcs9F5cd99In7/vnT4pvtdHqTN8I317bOj+weEPkPPm7JuDPV/f9Try/YgtIy5dOY2ws//CfgzW94cXj0F1Ub7nzm2GhELW1x+4gbRClNPua1dKRokMWNVgBM+ciYXq0q/+Gp+lw5n7J/R7c/cbi5IGhmzo8UNMB0zD6LjuFusifRFMIIawCsIKDcEwNXVWRsbHElRPnvwBaqzqRrOXUc0kJ4/Wbm/1rYo2HfUljWzrYki/SYcGo/EYF7QWagyV4l0u26AWfNyx4zWjbDJKYUhtaFwcLksjdA7e0WBIW4nexifB4fZ4jdB82H+TvzGstYm0bMxKnSV75l3JEzWDd/gSJMjk3ZONPt91Q1f9KGiUfxz5B44V+aLHkFsCcYZZPG77uEWHFuE94lQEXDe56jIVTiIrH2ygDVKRiLmhm4fiI3w+7WJanqaDEeUwx3G2b7K/WZG9IvZ0LGIIvOjN3W9iT2zL4f5J/pjLPeJ6aJG8o9GiN5b0oMCqyyrrr3N9fHyio6NlGxu+vr61Ow9MgKMM2TREPObVmHb+WODG91yOHBDVBiG7fWSbDlqwG538Mt7Hbx+PtITgtencJqSus1fPbjoTLz4Nf42Jaa8tiN9EiNSf/IVQ02RTH+OVidWR3ku12xbfaVEjLMLr86qgMyW2k0W0VS1Jn9bex8b1ej7Ca3p8b8Tr3hFPT4puPzTy6XkbeqC1b8V1eyG+96tbR07ePhYbPeMt66p2VVcR5DUuecyzG7rN3BOkfdV2yu4pmG8fZXyEKPDe/nc6Rfk9t6Gb7Okf5YtAP2NDjy07XktJnbEgwisYMkjTJQO0cyJtjNZuRnTQIkWHqnAjr9FJA3rHdv7qwLxPEvrG7ZyI9DABeSK+l6WTE59DHh0Y7bd1x4T4TUN6aDV21+56WNJSbBdoAvmITpYE321DNxQ+r1X0ekx7nO2DqDavxnR4ObrtK1ssouHDvVM/ivaLsVwh6AzthSyId3naABvf7Z/z7f450drVo5UbuiHZvBXpg3F8Ofnldprmk6iBF2LitRvXELygkBB9oEsOXDyAyIXX8qPLoSHQHsiXGakz0Gl4Be4JxMeQ1BCLot0yAt3YP6G/nLNfQj8xR86McCbuIe/pxekIqVIX0oNoKSRsJDNocWTB48VHsMrcX5CChJF9/HuEP8Q4rIORGq9ezYc635/1tZ/mG7KAthpoqbetlrP1V9+NffX9RWnhnH029rHIoBjLEhYnfHbjs/8q1Na1eB0qOnT1l6vQi88lPvfazteksK12yWTYlmG6sXhtytsExaZPK4i2ree2ehkWxL00H0AVvpr+GLdtHN5hnbGdYosMinekt7EQ7ipnfmP3G8ZD3tsbMn/bKxO0k7evWn4k5CWgk9GeV5JHYwSN6VAabJUnKjNflSdL1ZjmUiMGC6/Pjn4GN1h7ci2yGpxEvsKyHo4xZLMlesCu7hu69d/YzzgQsFc+ykYPzb31CwZoG8655vganBNSSQo/0ELB85rV7aMq1ySphaklBnGPQTHm4xI7jxzBUeXwsMpAZFEw27aNhi6ECpFo883G3q9DJSRYPMQv0htxb1nVte1Nm/yxJzTHtCgfzOLt2SvhCUHbxxm7rn+UpZ2DNPXsE+n9onZZ7ivt6rJEPP31w8EF0BMbj34xP7rd6i1DE7ePX79psFzZ3bZtjNzLO3IkDGsPuc4nrdXu/T2PpUVGRih2y8j8B+b7hm1jb/lXKVgR4WyYNdDHCMWQd1hMZmR8JFdDnXkUEjMU3Y6Bw0tcAnPcOI8+P/Y5UgDkC5xN33NA0gC86/NCXqO2jkK4mJYyDdsvJL5g/Gr4luGYfdP2ToP0GZg0EGsbxD2rp0EQNFB47NIxDOjc/XONh3eL7SYTFodg4YR5itoRl1CdKCS8dhXsgi0yEeBpjq0WvxKPwgzadHaTnORFbf0wPSVkUUTA9zvDp349ZOSXPfp+5UuBVZdV1l/nNmnSpKCgQLbz8/M9PDxqdx4RWG1uVgn94i3xomdVjpTQLHFftvFKzEu0OhUWiBMjvftg8R3dKSjCa2mkz0uavJgT4fWaRQY944uNuGegkwZFPt022hI6h8ZaIvuL0ZXp8LXNgwfEdumnJbkOMR0GJL4wdtsrewr2/PP495g/cnP9wqWj6YUplalLW7h3je1ibAYmIebYm3vexDsm3t92/Q3pX4SLVTKWj+2j2xsLRU121eRO7429qwotFfWJ67Ek0ntF5d0ur5nbX0UVf9v5N8upYtp2iu2Ej+2161L9Y7sYY+vBrK/QXZYQoN0GlXZiKbz40OLVOatR0YCq+4aS6iQ8eUdUptjZcT1XYrWU+LyxUDLWs1pkh5lz9789I2Xa7P2zsb0k7b0XNnR/oyq+zIztCmU2qjLBe0vseE67iRm0JwhhCGtBKDkcKMJCvtL7SmKrBDKrVzdNI+ouIYc8r7VTF1gScINSgvA+MnmkV5XEwTtWjcXF6WevnEbUg26AIvky68vRyaO9NN05NWUqEpLsDzkCLbIsfRlaiw4XgSWr6mGbh0lvYGd8ixUtlEF0bvTcA3M/OPyBWIRMgP7fd2EfIviIrSPknNi2+F7Si0aL+mqJVlbqciMAdYmZECUowTbEEzKK7IlJgSpgsgyHrjwqNBGAKvDt98e/x0BnFGdAjiDQF10rwrtkKSg/nAe2L8tYhkXLpF2TdLtQ78JDC2GFCLv3096X024+uxmpCNkC7ziJ9PnknRNX7gk4lBuFVTteRvEBNxPTZAosTV+KrjhWcgyVoqPe2vcWziOZT8bdq0qPztw7E43HPnjvHle1DNhgGVZoqT4JfWCdWD1y60hsoP1SL1wazYMWgY7/7Nhnk3ZOghw3DhnWD7AL89TYTnQLCtG8TpqoWrpvzuJDiyDuZSDyHD5raA/0FY7FXH5Je7bmHxu6vBPh9c+qK7szkl4cu6F7P20Gda9aX8mF+UkbLE/hhGp32T6umnGdRKFGt+sKt6l62KudFrsqJ0JVFA3S1plyCQo6KSdndWZmeDdtaksU9Y30RR+ibZHHvvh2T1Bm/k54iH7FFIFOe0TpNPSQ/pwi+gqOJ5IRI5JTkgMnhOqF8v786Od4X3BwAboaUwmKJ7fa364ao3SFJiPsPUUqFUE56fMUL8gajGnmpUxoHegY+Jge/5ekL8EOveJ6GecRZhn8CkZBo6Rr92dlrGUhh2n+Tc434m8S656uuvjqo/X2u7vm7C7YXVpWmnw+OflcsjiPRGN0NULB6G2j4XUItq/vet3Lsvgf1S7Sr0tUJzmJzHqs96D+12SvkdH54cQPWOzd8joZgrS+/dP587+Ulk5c1HHAR0/HfzQ7crR/SnCwMQT2/64LBZZ70qhRo7KyMtnGRuPGjR3s7OBZMYC14/qT6xH9EYuRouDNknXgoLP3zUZkx+oEuRCOjj0/Pfop3BeRvfpNdATByrwbbVkft6tafVaG5hiL9/tG+96ctrtqueSmPZFBEf0xh+2ZgymKOYZ2Tt07FfvrN2iMO1RoF7f1IIIpjWaHZYYhQiHhIQxh/r+X9h4KPzz8IaxGekb4QETGt4hW+uUKaef7B99HkzDnEZ6w8oMskGvpcn5EEKQHbCN8IDBhPn9xaDEWnTt3TkKgND4lbc8cTHsEI6SonNKcmNMxUBISJmAaCi/8dL6wcG/YkVBLlI/tJEkdA4HhmKz9eYEucUR+6Rdg5CUKcuCmgaIqJMQg/etXXBDZZc8OmmAVhYSTwBAM9KjkUcgEEGHIjvMOzkO34zX/4Hz00tqTa9GGldkrEdnRP1hiYtSKrxXDhLyrlstg/zzxTy/710hGbhmJKsZVXRIQK55LsIRdPaPDfOR4/yR/o/PgtIjv6DdJJMg09h7pwLikV3v+BmkJ2QLH4gW5CZeAGsDAofBE6Ql0C86MozAjpLpXtr2C3sBRRo9CsMbUwDtK0ADZEwHdpitWB54mHmVVjiZhgGBdluGvE2zKi+ta0oUbG+WXTaDnxFJMcHv7oAqcDUMm+gwfX9auWOuCHl6BcRehPHjzYKNroetu+W8R0AbjkDnYTc6sW4RZeTvP6+BYhK8qiamtXmK7dtWuM0mhLFGg+SAUPsn8xMuwoOoR07GLRUs93TG6LYRXN81pX4zy27s35KjmDHASGced+Tth3eGiw+i0vgl95qRM7Rzd/pP0pYsOzo84+SMKMe8wj7yqLnzqE0F0tn69B99iT/lzbIwXpOqewj3wf8wv6AnsID3vG3VTFBXVq7/6xFsWqJCqGEr0NkI3XBdTBufBVEWNWLrgHS+4OvbBoMAWDDrcAyVyK+2FpBe0yOwXmhGK4GlzfK/k5UHPT9g2Xvb8OONj7LkmZw1iQpatP5bSgefifc/0ad/59wyfM7RPuFfw3C7Dvuz20ufdfH6wmNB7tWXZ0PPHyjjWJsKi45+Lt/QSIn9JVhakD05y6dzpwr17Y6dNmL/8Jdlz8mf9xoR1CV0T0GdF2/C100+uX787YY18NfXrIRu6dUtbtGj7uHF7Q0IOzp+/bcwYOVVZScmRsLCc1as3DRoU0779wQULsNjcO2NGpI9PTAd52Ngrul07vOsfE/r0wZ57k9dRYNU5aWlpvr6+99133518yN3EK1hWJUi9mB5IbMmG/y1kRASBza8Qa5CKxm6z/KUG1sFYYWAay9L57f1vI3YsPrwYKQGTBPEI0z4+Lx6xA2EdoST2dOzEHRORcXc4/GMcYzsr7P9p4W2CwIQwgdSLTJNW9cTJnQSRrrDa3xOhUJ4W0uMdPiKpo+vkEhQEGToZ+kyuPaAnMYhyrWXugbmSvKvXhT7EcENiHio6BLEFk/GOKC/3hipu7mS0qqjqv8g4A0YWQwwphneIV0gZnBwvNHXwpsGSJPok9IGE6qTdGl6WsQyyY9+FfeI80gk4Ch+np04X57F3S8hEJAfAAeAGpy6duJSZiZLS48evFRXpO0ihfIQ/I7vUkTc6AF2B7nLy+ZUaAekAX/p7+t+hOzFY8ASxDjUiH0M0YEBPXz5tvDFqCogGUFfOXLJCXsSIWBWmvf8+MqixHC2XZ2sGJFquE/eouinfM74nZMHW81sxTfQJhXGEIsHC0svy4ESljoQ3oj17j332XlyvtOOrb9kwuYzdVVs96i/MU5lTWH5ANcJbIOkkNsqtN7lbbVF7O8bDzyfsmGBcO4moGr51OMImjpVCLE4w0989+C7eJ+2ahPHCZJc95Za0fnleziPrHP0ld4rlmq5+5072RO2IGNVvU8DhERWyV6zIXrkSegVHxC6djuixWbvSZnOMsL9lFIqKitPToWxwLNRdfO/e0go5SYwmX/D6cmCHd8Z4DQy3XLJq+33lZa35o5+eN8orfsSgDwd5xb88DGWQPht79cJ7/LPP4uO3PduOeM9rwkyv9dpyILYLhLEXVoJyzrdfsXy1uq9FG0W3bWvoAK+kgQPxDl1lLBQVFV3VpH2zZu0JCDj04YdQXdBh0JQX0ywZQa51UWDVOd7e3rNnz75y5cqdrNTEZ7DMa1QlCCLI6wjEiMiSpBvav8hyP/T8Vx3oIQxHA/zXi/IkbJj23ysqNOmGVKdrBXGeuqv958LC4999h1U4FsGXc2+6rHJh/37kgM1Dh16/ehUZAuEVcXbLMEtkx7L1wPz5u994Y+fEifiIDf0Q6EY4O1QX1sRYBGNBbLNe7IkYLVmn4YClvC4WGzjoOnTg+e3bMRYYAmR6jGPJsWPo80Pvvy9J8dDixRg4qwOhCyH3dxTsgEaHbnYwZSo0HYmVFfbEQqWm+hUCCI49fe90uRKMdePQzUNtxkBUARGPr/AqvlaMPUdsGSEKSW4mtotpB10IvbUmZw2WQPrttrUn1kII2pwgUEXYMzAl0KJRYtrKbVy59PX2gbefS3wOygmiGXbJkkYugurP/C06tAiCKfPmfxAI9zi5fv2J77+HakkePbryoo6mYHZMmJD43HOHl0AuLsn46CNxbEwraJFTEREYI+iSpBdfhBjCbhZt1Eb+yNVrx8SJKDkdG4ujcqOiILkgd37Kz0ddWz59//Vgr6+CB787ps2yl9uLYBJNpuseeW3298f7njfftLjEtm3bxoxBdfvnzEE7d772muyza/JkSKj0ZcsS+vZNW7gQUxsft44ciT039uljmdSdO4sgOzBvHmZ0Zng49jz66afwqKwvv3Q81hRYdc699957+fLlO1xpaGiovb8irNGQm+UfmFf2AjS+wnzTP2Ido3/EBrwZM0oOR85D+jGlPaRGyMLUqlAL+8etCrESxQvlp2NiSk+ePPrZZ1jP5e/YUbB7NyTFzkmTig4dgmSRleudydm6R+nPT0AwIdRCGIlR2AGxEi2Ub6GBEI63aXkirlcvWRCf+vFHrK2Pff45wi6OldAc36sXwu7Gvn0ty+JOnYyRPbZjR7xvfPZZ5HL4sBRu0sK9JBK8kDzyEhONnYB+k6/syS9TQOdjCBx0ProF+Q/Nlv6BCZZcNXQoJqCuS2Ruouvu2DjaA7UjGSMvHpw/HwkbPmYciPiePS0XQrp3l4+Jzz+PEdw9ZQq2D8ydW4/NrtBuXtfiaiuWHD3jev546kesi+RKnpMKD96FWCrbcocRggyyUk6iXxFHf1rU0tq1R4oyvjv+XUphCvTWDyd+MD7AhxmE3juxbh1ED14xmvPrk0W6+kxsLNw4+eWXjcOxb/ZsaJTkUaOqiyHILLxD2WCHvSEhxqedKqquGevAFSuqLoDhHXMWqQFH5cbGIuZAUqNqfISXyp5W55F3THm9Q3T0QId9ME1SgoPPJycbL07XCAqsOueRRx45Xi0P1TXl5eUBAQEeGkFBQcb/g1VTgbWhWzcod3gtEoyDSAo/xg5wdKtyWbXjJFhhaH/Sex7Omvb++1hiIkBjBZCg5ae906cjRO4JCpLJljpjBmamXBVAcERMjHvmGblQnPX558jZjpf4mDmYY5iiqK6ias5ghqAlCA1oJ+YM0mTqrFlHQkMxDzE5UahfqIAtsieah3d8rNMrCpjG6BC965C00DzUiFYZOxwlaAmi3NnNm9FXe6dNQ+bDaszxzEdfIQAh0KDbUQUsKjp8GAfiJDhVbmSksQpsGwvRMIxC2qJF2iMZPdHILSNGZK9ciff977wjI3Vq/Xp03dnERBQenDdPewTLL0aTFwn9LI+yRGsXEvSXFEJ5wCVwTjQPIuNacTHqvZqXh8gu19gRH2GXCCNsYCgxEGjz9atX0S36cGBnrIxllI39idEvzc6GsdnffKOLGzTs4Lvvot5tY8dWLl5ffx0GJg4YIG6GzkxbsEAyhMimuB49bpJNWiIRjYWFrxSmhISIP2OpjXqhn5Dmc1atQifve+utm24uSB7SzinLbsvVlA8+wOHQnbDu3ObNlQ2bMgXtzPr6a5xQV34w3MpPoFzRFegufRDl+s2lnBzsCdVovE6DPkQJXvFaIoT/IHmc+OEHSGEcgu61rPK3bsU47g4MlGYc/eILDO62ceMsidPXVwYX2gsHbtcK0RUyjhgC8U/sjwZD5WCfS8eOwahLR4+iMfAQdC/6BLISQ1aYkoJCjJTRvWGFDK48+4JEizMf/vBDVIFKYSxMNu5foU1VdF3l6GhXGvS0fXT5cozI1pdesoxmv34YVuwgviQxByeXU6E6tLP0xAk4DBpgCQthYbectlYTs0J76rnCkKEdA2Mtld4qNVidrfrJYU71CIChxFQ6tGgRug7viL26u+7WXOvIP/6BgUb/iJ9gDlpiQlISVh2YI7KnfFuSk4OzyaVcvBC0caDIJv1qk/T5rkmT8BV2gFF6LIV3obo9gYEW5/H1rQwCWv8jFECloQpMdtSLUTCutN0DCqw65+OPP+7Xr9/Zs2frqwG3g+UfjRoyBKInIr6sGBBTMDcQK49/+y1CkgRcZKnNQ4Zg+qVMm4ZZdFBLV1uGDzeuJmUFH131PGBlcNTyjT5j5bVRu4O+4eYkhzUo3pHhrJqK4Ivsa3mAJypKciRaEqFdo8YMT3zhBbllIFd9N1ieZP3XOWWBi4ZhNbZ9/HjZU645Y3+cDbG4OCMDmQOBA+Hg3JYt2BlBIX/nTgQyxCAUQh8gB2AHRArsibSHzkF2kUK8o22FqakohMTBAhGhHH2Ir+K0btk8eDD6cP/s2ZVmar2047XX0I2oCO/YbaPWJEmQ+ivtvfcs5zx0CEODThDlhFiPDeQJSTzSIZLg4595xtLV3t6VAfeNN3ByhEV0qS4IEI5RKALX6hV7c9eJfhIT/lWoBVx5gkHfHx/RDHmgQc+CsoHRMWoOcQOpHe8Wxda5s8hr9JLsj/Mgmotd2195BYOFTGy5DbRwoRTK8FlfWNJycEzbtnLHobJhWu0JVReWpGcOf/ABRrb05En4/MkffpAnNlKmTkW96GdxOWQgDI3VDcQKw6UyDIRUmr9rF7YLdu2CyMC4I5HAMSKqqS60HNoae0o7KyeFj0/ymDForTyPkjRggGVtMHOmcTpgkSA1ogciDA/bwpktg/vppzhEl03SvXGaG0RUuYFo4spx9Pa2/E29t7dkRNhokZ5V99eMOVKfR0kvvoguqrxPqj/5q3WauKv+dIt0b6XK7NwZwnf72LHJo0Zh0m179VXdGXT/jK26QSMfMY/wgkVoIbSCyCaYv3no0KOffGIZnTVrIBfkOZgKTYFhHPGOPtfHBVMDEhC7YZ5CNIjDiO26RTnffosDdfEkyNVZBECcAasCzOJzyckYF5xBVDtEBtqDxmDlBvWgH2tcxmCIoT73v/222JW1YgWWr2gb9sGZLZHhwAG4FoZy36xZOHP60qUwMOurryQIwCHxEQsbhAuIIVSHk0BFIeqeXLsWoRjbxq6WDrR6WQXAaG2gpQf0S1DiJ5W3yW6eRwn9+4vv7Zg4Ea+LBw8iuFldc7ICXYHekzkLWY+er36X1v2gwKr7iuvjP7mbBZqKWY1JK9NVouQmLcnFVaV5mcaVYshKuMjjhL6+WMEgORlTQmUY9fHJXL4c4RsrfkiKI598gvCB6YfYgbiQl5BguTybnQ0RgGiVl5QExbBVk2uoSG6WQ8nhHSpKP7PUaGmhJptibr6CIu1EWEdYTPL3j9eehZR7N1YqQRLDxpvNFKutNJ8cmKBFosiqVZrENVEz+tJNbufHV11Ll3LJ9PqdI2PCk5xqVYhFOXbeO22axNZYwzn1iuK0A+UyjJ6rZHRE4ug3TSq/urmiiCpJhN5DGtP+41XInqAgVJf27rt4TwkMhM7AS2zf8eqrKNw7dao8aQExiuSEeIrhQ2BFJsNGhZaf5PEL5CfkGIydJE65rBVTlQkkQ1f2UpXmlg0p1B96jb25P417JmnXpTDEWV9+icagUmSCo59+Cn+WJyeQz+SZDLQNC4bz27ahMeiH8zt2SGY1TgQ0W7+SVCMgv+wlEnkwCxpI9wGYIIt46HWLgtckUVRVD4jrSl9ZuQSSq5wTUylCUzNQlrrn68oV/YbCk+vWoTeOfPxxRNVdy4gqAQQlZxnHkBAI9Ktnz4pXQFpVaLdjZHCxbkE7MfSWuZmTg3HUpVt81QIAG5iM4o2VN0YHDhRfFcdL1i4sJWgW/csJZcJqFkVoqwt0C5SKZY3x5pvVp3ZUlWgzXglzHphgdBuRjIkDBqCd+pXLrSNGRGj61RKC5s2TLpU4IyJDP1xWGlZqJiUoCKGs8s7y6NEHtefzZDjEBP1wfIuT75CLhVUTVr61CqrSA1aFsqc+0JW1BwfDKHQguvHAO+9AusGvINdQCBGG6iTMYkOCz3ZN4EIDYTpgqSaFcudO96Xk0aPRP6djYuTJjVp0e+3utbkoLpTrbxNV7DQX3T8Q96+cPl2Zz7SwGNO2reXSQvv2svTH1EXWxMIR+Vu/goV8hm39gRLMcIQqLAHl0Q25+2avanu3IzGxEehl/ae/5DKJvszK37nT8tzPnj0IMUgnyKzQZ6djY5FX5E4TsoV+Mx4TXpakhSkpiClY2p768UfsCZMt1/Czsy3L94ULjSkEOQbWSWq0FGrSSpZ6+ksSYdLNy3GJWSJxdDGU/dVX6DfUhc5Ed53bskW/1pUbFYWKoGbQb2gYWojO1DtNnj+Qs8mlHf06gYzUzgkTcBKcEEdBVSBloha5aYvlJkYBOf7Q4sUwSmQTqkBL8EIh6j0TF2c1CsYnGAQ0Rs5Zuwdx0AbL7bwTJ9BCjCwyJUrk8ht6AMOHHsBSXr9Ep/3k1+Iz8fHiZlfz82ELugs6L3XmTEnhaD9yf1lpqeXm462iubHZ+t803UnQALn4itlhJRTwFdy4JCcHDowceenoUeyJ0YSfbB461Ogn+qMkMAE9KeOLF7QRBvfA/PnoGaR2KdTPL44kI45DcKA+LwQZiOp9Un3aQnhBrRbu2YP98a2cRAYX55T5Lt2LBshdThTCIowjDkS+x/vZpCTYkr9rlzxGY9UV2l+XRoqS2P3mmxj97JUrMa9Rde16HjNCJgtChFzlksgAn0GUMF701TVfhGE1IqEAux1GOJozB5oD7noqIgKG7H/nHblsHFN1T9l4uMQEDApG/ExCglQkV/tEYiIyQB9bFjMLF8JMuWeH+Yg1FQZx2yuv4KOsdiDL0GOYIIi3OA/eIzSxLk86OjZfxkgfF7n9ahxZKURvWC6NZ2RgNklAcJU/d2gIUGARR1j5h/xrE4RFJDmEfpEmmG93/t45IiCWX1gg7po8Gcn11Lp1lkc6UlOtHtQwEZwZAfHK2bOIpHraluelEJVQiGSPFFWwezfCNPa8VlwM+YI0L4XyxIz+CBGiFYQmvoKS069w1C67y9NaOLOcUx4ql8etrB5OuuV5alF7gwID4fg+hXtQi5Fyg8EV9Mcrb/9Uv2iiFpPF5reYQZjIedpjSVgoymWe499+Cz0H+ZK9YgVWBdih+lPSgtxbhP6zaKl33oFOggiDJoPYknvE+p6YpDgJjIJozktIkFms/dfhQuM+Rlkjd6VtPp5ltSepXyiwiCPU8Q9CCLFHrSWd8UCbf41L3Bh1EqgqdpqLOv5BCCGEmIg6CVQVO28fF30enxBCCGk4qJNAVbHTXNTxD0IIIcRE1EmgqthpLur4ByGEEGIi6iRQVew0F3X8gxBCCDERdRKoKnaaizr+QQghhJiIOglUFTvNRR3/IIQQQkxEnQSqip3moo5/EEIIISaiTgJVxU5zUcc/CCGEEBNRJ4G6tp0xMTGdOnW69957W7RoMWrUqEL9R9rLywMDAz08PDw9PYODg/HRcXlNUcc/CCGEEBNRJ4G6tp1du3aNjo4uLS09f/782LFje/XqJeVhYWGtW7fO0cBGeHi44/Kaoo5/EEIIISaiTgJ1HztLSkoeeOAB2fbx8YHwkm1s+Pr6Oi6vKer4ByGEEGIi6iRQ97Fz3bp1HTp0kO0mTZoUFBTIdn5+voeHh+PymqKOfxBCCCEmok4CdRM7U1NTW7VqlZmZKR8bNWpUVlYm29ho3Lix43Kb3OWQOjOFEEIIcVvUSaAuZqdNfZOUlNSyZctdu3bpJbyCRQghhDRA1EmgLm/n6tWrH3zwwZSUFGMhn8EihBBCGiDqJFDXtnPRokUtW7bMyMiwKg8NDbX514L2yitqOOTq+AchhBBiIuokUNe2s/qjUaWlpRXa/7sKCAjw0AgKCjL+Hyyb5RUUWIQQQkjdo04CVcVOc1HHPwghhBATUSeBqmKnuajjH4QQQoiJqJNAVbHTXNTxD0IIIcRE1EmgqthpLur4ByGEEGIi6iRQVew0F3X8gxBCCDERdRKoKnaaizr+QQghhJiIOglUFTtvH/5UDiGEEHKbqJNAVbHTXNTxD0IIIcRE1EmgqthpLur4ByGEEGIi6iRQVew0F3X8gxBCCDERdRKoKnaaizr+QQghhJiIOglUFTvNRR3/IIQQQkxEnQSqip3moo5/EEIIISaiTgJVxU5zUcc/CCGEEBNRJ4G6g50FBQUPP/ywcczKy8sDAwM9PDw8PT2Dg4Px0XF5TVHHPwghhBATUSeBuoOd48ePnzdvnnHMwsLCWrdunaOBjfDwcMflNUUd/yCEEEJMRJ0E6vJ2pqenP/bYYz/99JNxzHx8fKKjo2UbG76+vo7La4o6/kEIIYSYiDoJ1OXtfOaZZ1auXFlx85g1adKkoKBAtvPz8z08PByX1xR1/IMQQggxEXUSqGvbGRcX5+XlJY9SGcesUaNGZWVlso2Nxo0bOy63yV0OqRN7CCGEELdGnQTqYnZa6Zsnn3xy69at+lf6bryCRQghhDRA1Emgrm2nvQtLfAaLEEIIaYCok0Ddx07jmIWGhtr8a0F75RU1HHJ1/IMQQggxEXUSqPvYafV/sAICAjw0goKCjP8Hy2Z5BQUWIYQQUveok0BVsdNc1PEPQgghxETUSaCq2Gku6vgHIYQQYiLqJFBV7DQXdfyDEEIIMRF1EqgqdpqLOv5BCCGEmIg6CVQVO81FHf8ghBBCTESdBKqKneaijn8QQgghJqJOAlXFztuHP5VDCCGE3CbqJFBV7DQXdfyDEEIIMRF1EqgqdpqLOv5BCCGEmIg6CVQVO81FHf8ghBBCTESdBKqKneaijn8QQgghJqJOAlXFTnNRxz8IIYQQE1Engapip7mo4x+EEEKIiaiTQFWx01zU8Q9CCCHERNRJoC5v5/79+7t16/bAAw88+OCDy5cvl8Ly8vLAwEAPDw9PT8/g4GB8dFxeU9TxD0IIIcRE1Emgrm1nZmbmww8/vGLFiosXL548eXLQoEFSHhYW1rp16xwNbISHhzsurynq+AchhBBiIuokUNe2E4pq2bJl1ct9fHyio6NlGxu+vr6Oy2uKOv5BCCGEmIg6CdS17WzevPmMGTNatGjRtGnT4cOHFxUVSXmTJk0KCgpkOz8/38PDw3F5TVHHPwghhBATUSeBuradjRs3Hjp06HkNf3//kSNHSnmjRo3KyspkGxvYzXG5Te5ySJ3ZRAghhLgt6iRQF7PTSt80adIkPz9ftqGxmjVrppfzChYhhBDS0FAngbq2nX5+ftBVsn3u3DldYPEZLEIIIaQBok4CdW07ly9fPmTIEP0W4UsvvSTloaGhNv9a0F55RQ2HXB3/IIQQQkxEnQTq8nbOnDmzWbNmnp6ew4YN0x9yLy8vDwgI8NAICgoy/h8sm+UVFFiEEEJI3aNOAlXFTnNRxz8IIYQQE1Engapip7mo4x+EEEKIiaiTQFWx01zU8Q9CCCHERNRJoKrYaS7q+AchhBBiIuokUFXsNBd1/IMQQggxEXUSqCp2mos6/kEIIYSYiDoJVBU7bx/+VA4hhBBym6iTQFWx01zU8Q9CCCHERNRJoKrYaS7q+AchhBBiIuokUFXsNBd1/IMQQggxEXUSqCp2mos6/kEIIYSYiDoJVBU7zUUd/yCEEEJMRJ0Eqoqd5qKOfxBCCCEmok4CdW07s7Oze/fu7aGBDXyU8vLy8sDAQBR6enoGBwfjo+PymqKOfxBCCCEmok4CdW07fXx8QkJCijSmTp2Kj1IeFhbWunXrHA1shIeHOy6vKer4ByGEEGIi6iRQ17bz/vvvLykpke1Lly7ho2xDaUVHR8s2Nnx9fR2X1xR1/IMQQggxEXUSqGvb+cILL8ycObO4uLioqGj69On4KOVNmjQpKCiQ7fz8fA8PD8flNUUd/yCEEEJMRJ0E6tp2nj59+pFHHpHfrsHGmTNnpLxRo0ZlZWWyjY3GjRs7LrfJXQ6pM5sIIYQQt0WdBOpidlrpmy5dukydOlV/BgsfpfwOXMEihBBCSC2ovQhwKVzbzvvuu69ensFywB1wHVbREM7PKhrI+VlFAzk/q2gg53ebKtwA1+4jCKbp06fLFaxp06bpgik0NNTmXwvaK68wz13cw7PdoAo3MME9qnADE9yjCjcwwT2qcAMT7kwVboBr99HRo0d79Ojx/zR69uyZlZUl5eXl5QEBAfL/sYKCgoz/B8tmeQUFlttV4QYmuEcVbmCCe1ThBia4RxVuYMKdqcINYB+ZjHt4thtU4QYmuEcVbmCCe1ThBia4RxVuYMKdqcINYB+ZDN2ugcCBaCBwIBoIHIgGAgdCHTjSJsPJ00DgQDQQOBANBA5EA4EDoQ4caZPh5GkgcCAaCByIBgIHooHAgVAHjrTJcPI0EDgQDQQORAOBA9FA4ECoA0faZDh5GggciAYCB6KBwIFoIHAg1IEjTQghhBBiMhRYhBBCCCEmQ4FFCCGEEGIyFFiEEEIIISZDgUUIIYQQYjIUWIQQQgghJkOBRQghhBBiMhRYjigvLw8MDPTw8PD09AwODsZHKS8qKho+fHjTpk2bNWs2a9asGh1rr5w45q4qjIXOdCYHwlxsDoSDch0OhLnY7PCYmJhOnTrde++9LVq0GDVqVGFhYfUDORDmYnMgoqKi2rVr95vf/AYDMWLEiHPnzlU/kAPh9lBgOSIsLKx169Y5GtgIDw+X8pEjR/r7+5/TGDhw4Geffeb8sfbKiTNYRTFnOpMDURfYE1IOBBYHoi6w6vCuXbtGR0eXlpaeP39+7NixvXr1qn4IB6IusBqIjh07rl27FkvxkpKS2bNnQ/VWP4QD4fZQYDnCx8cH0Uq2seHr6yvbv/vd7xC/ZBsay8/PTz9En2b2jrVXTpzBKoo56EwORJ3ivMDiQNQpDhQtUvsDDzxQfU8ORF3gYCCgd++///7qe3Ig3B4KLEc0adKkoKBAtvPz8z08PGQbAgsfZRtKSy+vMEwee8faKyfOYBXFHHQmB6JOqYXA4kDUBQ7y+rp16zp06FB9Tw5EXWBvIC5fvjx//nzjpUQOhDpQYDmiUaNGZWVlso2Nxo0by/awYcOGDBlyXmPw4MH33HOP88faKyfOYBXFnOlMDkRdUItbhByIusBeh6emprZq1SozM7P6VxyIusDmQMizWX/4wx+OHTtW/VsOhNtDgeUIeyuJCxcuQFd5eno2b9587ty5f/zjH50/lquT28H5K1i33IcDcTvUQmBxIOoCmx2elJTUsmXLXbt22TyEA1EX2PP8S5cuzZo1q23bttW/4kC4PRRYjnDmXvhHH30EseX8sby/fjs4/wzWLffhQNwOtRBYHIi6oHqHr169+sEHH0xJSbF3CAeiLnDg+dBYxofhdDgQbg8FliNCQ0Nt/jXHkCFDcnNzi4qKVq1a9fDDDx85ckQ/RJ9m9o61V06cwSqKOehMDkSdUotnsDgQdYFVhy9atKhly5YZGRkO9uRA1AVWAzFs2LD09PSysrJTp05NnDjR5jNYHAi3hwLLEeXl5QEBAR4aQUFB+v8jWb58OdaI999/f9euXVNTU42H6JPH3rH2yolj7roZKXTQmRyIOsLmQDgulw0OhLnY7PC7qlFaWqp/JRscCHOxORDffvvtX//611//+tdYgY8dO/bChQvG/WWDA+H2UGARQgghhJgMBRYhhBBCiMlQYBFCCCGEmAwFFiGEEEKIyVBgOcLeL6fW9Ec6nfkFVgeHO/Pb0g4Ot/f0MSGEEELqCKZbR9j75dSa/kinM7/A6uBwZ35b2sHhFFWEEELIHYap11mMv5x6O/8gzuoXWI3U4relnTmcAosQQgi5wzD1Oovxl1Nv5ycOrH6B1UgtflvamcMhsJo1a3b//ff/13/915IlS65fv+6szYQQQgipFRRYTmH1y6m1/pFOB7/A6uBwZ35b+pa1//zzz3v27PH19Z08ebLTdhNCCCGkNlBg3Zrqv5xauytY1c9j9eB5TX9b2snDjZw8eZI/HUoIIYTUNRRYt8DmL6fW4hmsW/4Cq+PDdez9trSTh+fm5kKlOWgDIYQQQm4fCixH2Pvl1Jr+SKeDX2B15rQOflvamcP9/f3T0tKuXbuWnp7epUuX1157rXa9QQghhBAnocByhL1fTq3pj3Q6+AVWI7X4bWlnDpefHf3Nb37z2GOPhYSE/PTTTyZ2ESGEEEKqQ4FFCCGEEGIyFFiEEEIIISZDgUUIIYQQYjIUWIQQQgghJkOBRQghhBBiMhRYhBBCCCEmQ4FFCCGEEGIyFFiEEEIIISZDgUUIIYQQYjIUWIQQQgghJkOBRQghhBBiMhRYhBBCCCEmQ4FFCCGEEGIyFFiEEEIIISZDgUUIIYQQYjIUWIQQQgghJkOBRQghhBBiMhRYhBBCCCEmQ4FFCCGEEGIyFFiEEEIIISZDgUUIIYQQYjIUWIQQQgghJkOBRQghhBBiMhRYhBBCCCEmQ4FFCCGEEGIyFFiEEEIIISbz/wFXSBJXJa826QAAAABJRU5ErkJggg==)
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