Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-03-20020215_221600_20020216_030100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 22:16 |
End Time | | 2002/02/16 02:59 |
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 | | 18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-03-20020215_221600_20020216_030100-constBx0 |
Minimum Dst Value | | -15 |
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 GOES-10 for time period of this run.
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6idvWn+y25s93W4PVF8gJIYQQ0iLtG+0dBiexMzk5+fbbb9f/b6RLly719fXihkP/t3Zb/lZh+yCEEEKMRZ0B1BnsjIyMvPXWW+Pi4nSfSzCD1Y78EkIIIYqizgDq8HZu2LDh5ptvTkxMNPfs6DVY6rQPQgghxEDUGUAd285ly5bdeuutGRkZFv4+Pj5W3xa05d94kVWuTvsghBDioOzZs+fZZ5/t3r17By+pOo+Li8s///nPlStX2s+VOgOoY9vZvIJramoate9deXh4uGh4eXmZfwfLqn8jBRYhhBDn4q9//esHH3xw7NixS5McEtq8efP//u//btu2zU4wdQZQVew0FnXaByGEEAcFQ9WZM2cucaLZ2dm33XabnQDqDKCq2Nl+LKbKOjs7hBBCiD06a6iyn646A6gqdhqLOu2DEEKIg0KB1bmoYqexqNM+CCGEOCgUWJ2LKnYaizrtgxBCiINCgdW5qGKnsajTPgghhDgo7R+q9GXHV155ZY8ePdzd3YuKitqZrjoDqCp2Gos67YMQQoiDYojAEse5c+eKi4vnzp3bp0+fdqarzgCqip3th28REkIIcSDsDFWVSUlV6ekXG0NVVdW1114Lx/Tp01evXq37f/nll/BpTbotHnUmVLHTWNRpH4QQQhwUW0NVSUSE/3334deixjKfwSotLfXy8urbty926+rqHnjgge+//75R+8M6uOvr61tMtzVHnQlV7DQWddoHIYQQB8XWUFUUECACqyI+vsUYzHF1dU1LS5NDhw8fvv322729vbGFuzXptuaoM6GKncaiTvsghBDioNgaqhrOnoXGKomIuKgYysvL582bN2DAAN3njTfeQIAPPviglem25qgzoYqdxqJO+yCEEOKgGLjIXaiurpY1WCAlJeWWW27ZtGnTn/70p+zs7Nanq84AqoqdxqJO+yCEEOKgGCuwKisr58+f36tXL7hPnDhx9913R0VFwf3LL7/ce++9tbW1rUxXnQFUFTvbD98iJIQQ4kAY+B0scMMNN4wcOTInJwf+Tz/99KpVq/Rgy5cvnzRpUivTVWcAVcVOY1GnfRBCCHFQ+CX3zkUVO41FnfZBCCHEQaHA6lxUsdNY1GkfhBBCHBQKrM5FFTuNRZ32QQghxEGhwOpcVLHTWNRpH4QQQhwUCqzORRU72w/fIiSEEOJAUGB1LqrYaSzqtA9CCCEOCgVW5+LwdlqdUrI129TQ0ODp6eni4uLq6urt7Y3dNifarkwTQgghHQwFVufiJHY2F1hWg/n6+vbs2TNPAw4/Pz9DkiOEEEIuNwz80OiVV17Zo0cPd3f3oqKidqarzgDqJHa2UmD17t07KChI3HC4ubkZkhwhhBByuWHgX+WcO3euuLh47ty5ffr0aWe66gygTmJnc4HVvXv366677h//+MeKFSvOnj0r/t26dauoqBB3eXm5i4uLIckRQgghlxt2hqrKyqSqqvSLjaGqqkr+7Pn+++9fv3697l9YWHjTTTfhaIvptnjUmXASO61W2OnTpxMSEtzc3GbPni0+Xbp0qa+vFzccXbt2tR+nHQw3gRBCCDEQW0NVSUmEv/99+LWoscxnsEpLS728vPr27YvdkJCQv/3tb/CUo1OmTFmyZEmL6bbmqDPhJHbaqTAoa32mijNYhBBCFMHWUFVUFCACq6IivsUYzHF1dU1LS5ND//d///ftt9/CkZWVdcstt5w8ebLFdFtz1JlwEjvtVFhRUVGPHj3EzTVYhBBCFMHWUNXQcBYaq6Qk4qJiKC8vnzdv3oABA2R38+bNd91119mzZ8eNG/fxxx+3Jt3WHHUmnMROiwpzd3dPTU2tq6tLT08fNGjQzJkzxd/Hx8fWW4QXVeXqtA9CCCEOioGL3IXq6mpZg9Woffbo7rvv9vDwuO222zDatj5ddQZQh7fT6tKojRs33nPPPVdfffUdd9wBxX3q1CnxR4NAa3DR8PLyMv8OFgUWIYQQZ8JYgVVZWTl//vxevXrpPhs2bECAL7744qLSVWcAVcVOY1GnfRBCCHFQDPwOFrjhhhtGjhyZk5OjH/3hhx/uvPPOM2fOXFS66gygqtjZfvgWISGEEAeio4eqhx9++LvvvrvYdNUZQFWx01jUaR+EEEIclI4bqs6dO/f555/ffffd+pcaWp+uOgOoKnYaizrtgxBCiIPScUMVYr7tttsSEhLakK46A6gqdhqLOu2DEEKIg9JZQxUFlqCKncaiTvsghBDioFBgdS6q2Gks6rQPQgghDgoFVueiip3Gok77IIQQ4qBQYHUuqtjZfviZBkIIIQ4EBVbnooqdxqJO+yCEEOKgGPih0SuvvLJHjx7u7u5FRUXtTFedAVQVO41FnfZBCCHEQTHwr3LOnTtXXFw8d+7cPn36tDNddQZQVew0FnXaByGEEAfFzlCVVJmUXpV+sTFUVVXpf/ZsZ9kMBZagip3Gok77IIQQ4qDYGqoiSiLu878PvxY1lvkMVmlpqZeXV9++fS3CrFq16qGHHmpNuq056kyoYqexqNM+CCGEOCi2hqqAogARWPEV8S3GYI6rq2taWpp5gK1bt957773V1dWtSbc1R50JVexsP3yLkBBCiANha6g623AWGiuiJOKiYigvL583b96AAQN0n/379995550FBQWtTLc1R50JVew0FnXaByGEEAfFwEXuQnV1tb4Gq6ys7K677oqOjr7YdNUZQFWx01jUaR+EEEIcFGMFVmVl5fz583v16iW7cHz11VdtSFedAVQVO41FnfZBCCHEQTHwO1jghhtuGDlyZE5OTvNDfIvQKqrYaSzqtA9CCCEOCr/k3rmoYqexqNM+CCGEOCgUWJ2LKna2H75FSAghxIGgwOpcVLHTWNRpH4QQQhwUCqzOxeHttDql1NDQ4Onp6eLi4urq6u3tjV37/m1ItL35JoQQQjqSThmqKioq/uM//sNOAHUGUCex06LCfH19e/bsmacBh5+fn33/NiRXd66u9kyt7iPusw1n22oBIYQQYiQQOhkZGZc40dmzZz/66KN2AlBgORgWFda7d++goCBxw+Hm5mbfvw3JDQwZ2De474f7P1yQvGBO/JzeAb1nxc3qE9gH7gfDHnwh5oWJOyY+u+vZ1xJfmx4z/dvcbxftXbS5cLNHgof/Qf8l+5aEFIWsy10XURJRcrIkvyYf2+iy6GN1x2LLYyHdWsyAeRhoO3NhZ35I3NX11ZdG+YnKzKnOgTlIFFukW3SiSM8JBSghhFwynnnmmQkTJtTU1Fya5I4dO/bmm2927949NTXVTjAKLAfDosK6detWUVEh7vLychcXF/v+bUhO/shJfr0CemH7QNAD2Pb2721+SH7/8v8XtvcH3m/aBpm2vQN7m5/774B/YzssdBi2T+94ekjokHmJ88ZtH+cR7zEmYgwcK9NXLkxZuDZ77azds97d+y6U3Fspb0GufbT/I+i8h7Y+tCxt2Xup7z2982kcemPPG49HPv5G8htwPxf9HLYPb3t4dtxsiL93Ut6ZETvj/dT3J0RNENkXURqxIW9DXHmcX6bfD/k/QPZ9mvEp9N/ytOU/F/6MU9bnrccpODo5ejL04mtJr3kneuNECEfkZFT4qLdT3kYeXkl4BQmNjRhrsi6gt1ugG7bDtw7H7nO7nsN2bvxcBEM2cMqz0c/CTNiFcxEPbIEqhY2w6Kf8nxD5NznfIAPIycfpH8PwLzK/QB5+LPhxXtI86FSIWrjX5qwNPhQcXxEPbQpVF1UapQs4SNW21SwhhDgNGO/69et3xaXiqquu6tOnz549e+znigLLwbCosC5dutTX14sbjq5du9r3txWnHRbvWwxxMCJsBGSEqASIgIk7JkIWQNxAGEE9PLPzGbihlkZtGwWF8dSOp7CFssF2eNjw5hKtb1BfbPsF9RONYlOoaRINaqZ5APmJehPBJ6dYjUeSk2Ci8H7Nj38vXRG2GI/VGMwDQGzpsVn9nVeogVo8gTbjEcPP5yfggvxI6ih/aLiX416Ge/LOydCdM3bPeGn3Sy/Hv+yV4IWjKzNWoqag3iAcIR9RWZElkRElEalHU/Nr8mUL0VZ7tja9Kr3uXJ1MKxadKKo9Uyu/slNlKUdSoOQg6dBIKk9XYosACCzyTp4dIxjOhU91vek/UGUyD1Hp84s4EcnpjU0UYebxTAkvSJyIymr7xKHmk52cIySEXOZQYDkYV1zyGSxxYISzNf7pyDApT8pkPMYoDs+kyqSCmoIf8n9Ym7M2riIOjuQjyauzVm/M2zgmYszClIXyqHFazLQXY14cHDoYkguiDdu39rwFrfBm8ptwPxH5hHeiN3wgLCC55ifPh4CQKaX3Ut+bumuq7wFfjwSP91Pfh9oYFT5qTPiYgSEDZ8XNQgCZWIKnSWwF95XpNxFDEIUmRRj1lMw/ISGkiPzAZ1jYMDggHBEPkka0S1OXYvfD/R/OiJ2xMn0lzBGjkOj63PULkhd8m/stcvJpxqcQlwiM7czdMydFT0Kc7pHuSHpe0jzEA9GD5MZHjcd2aOhQmIPMDAoZBIcYDs1kUqg7TAoV4c1l6PmJQE2cnZ9KbEmhiuATKWkh1EZsHYEtasFUFGGmooCxA0IG4CflA2Gta+Uno540Keatw1EsYyPGoqaQ4X7BJpU8LmoctlOip2A7NnysaUovbPjo8NEPb3tY4kGJwRDPBE/dLtj79I6nn931LMIg0UfCH4En1CGqCbWMekFtIt0Xd7+I5LD7QuwLiOHzA5/r05kocJTnqsxVaEKoAqmIiNIIlH9gUSCCQVBuKtiExuaX6QdHQFEA6kuEI+QddKHeqtFQ5QE0dRshxCgosByMKy75Gqy25rSNYMwTcWY+wyE+AgZC893m6MOk+dr8nOocmafBgIrRFDEcqztWcrIEYTKPZzY2zaxIonK6Hk9r1oq10jTdLeM6MiD2Il04JA+SbRxq1GaMkIfUo6kIH1seC8WQXJkMlfBl1peQYhCp0GpQlnDPiZsDafJY5GOTdk6CEJmycwpUzvMxz9+nPYo1KafggRdM/gX8OvkHOaWrMcs5Qi2YTAHKVKKFUJMA5lOAIgHtTAGK5LKYmTOfArQzZ3nBQ2pryvK8XcEP6Nm2sEvOhWjDFnIZW2h3EXyQ1PIMGtINWg26E2ULafhd7ndQ2Nhid13uOpm6Q5XJzByak97AZAoQDou1g4a0H0KIY0GB5WBYVJiPj4/VtwVt+TeP4aKSIw6EjOsiGSEia+prworDoNKCDwVDoqUdS9tUsGnn4Z1QErEVsWtz1uIQ3N/kfLNk3xJ5OwECbmvxVv2thc0Fm+H+OvtraA6vRK/l+5cvTFkYWxYLzeF/0H/W7lmydOz7/O8hUD7L+AziD55bCrdAl7yX+h60yycZn8AHAVakr9iQtwH6ZlL0pDf3vImQa7LW4KwPUj8YGDIQqePQO3vfgWScEj1lftJ86JvZcbOheJ7d9SzE0GuJr02ImvB68uuQUw9ve7hvcF9oxP7B/U0zgmFD9Rk1yM3mss/8IXX/kP7NJaP5z+pDakgxpChTd5KE+3Z3bEduGylTgINDBw8JHfLMzmdg8rSYacgk7IVRcRVxKHxIMXlEC+ksdSTCWpf1jU2va8izURyVewD9IWzjhbcfVkk5koLIkyqToPmQnLxTIrJezqXsI6SjUWcAdXg7LZZGiWdDQ4OHh4eLhpeXl/l3sKz6N1JgEQfHfF0/3CJToB7kdU5soS0atVlPeELQQMqkV6VjVxxRpVF+mX57juyBfAwvDje9bVDwkyhLuOfGzx0RNgKKCnoOIkke5sqjz9HbRt9ntgJPZJlor/5BJqFmZ1GdLDeUeTU9BsQPofZoxKNQYC/tfglRvRJven9iesx0bCHOhoUNGxo6VESee6RJw+nPjnHKmPAxT+94GgIOZ03dNXXhnoVQpVCrUHjPx5pmLqHzzOf5RHpO2jkJPjN3z8R2TsKciTsmzk+eD8U8O342IoGiRQk8GPbgh/s/lJeC5TULSGSIchQshFp8RTzkeHZ1NqQz1Bu2KHYoOZSwrN5r5Ao5QjTUGUBVsdNY1GkfhAj6s1pB5nugHmR9YfmpcqixeUnzgoqCPs34NKAoAO7AosAl+5bAjUNfZX+1MGXhWylveSV4TYiagDBQKlAwEDcPb334PhsvSYhQs/pag/mjTxFqbgFutqbcJB6LF3gv6hlr86k7ixk+iWFQyCD9Sas8YnYLdIOChLwbHzUe/u/ufRfqDeJs0d5FkaWRK9JXyGsWUGnQZOty18WVm5Zjyndbas/WQrqhqEUxo7SlwKXwjXpGT8glRp0BVBU724/VqTJCSHtIr0qvqa+Btth3dN+GvA2/HPwFasw70fvLrC89EjxWHVgFOeJzwAfbFftXwP/D/R9CuuG35eAWqLSN+RvnxM/5MV97CJv3PU5ZlrpMXuB9IvIJCJqZu2dC3Czeu/jxyMe/zv4agiaqNEo+QYdfWHHYd7nfLUheIE9412Svmbpr6rK0ZUNCh0zaOWlU+CicNWP3DEQIaTgmYoxnoul1hCm7TFN38iaErsb6BPXRRZUILHk4a2/qTntt1urqvaGhQ/Wnq8NCh8FzWJhpK58+gcKbtmsatrALJfNZxmeSbRQdymplhumTLj8X/gx1CwOh5KB04QPdJm/ALE9bjpAoSRQXyhyluqlgEwrwp4KfsF2TswYhIYtxLgrq0IlDEHllp8rgI/OdVl9fJaT1qDOAqmKnsajTPghRFqtP9GT2SF6zkPdCosuioUVKaksgROAPsZJbkwvJuP/Yfr9Mv5BDIRA676W+Nz9p/uToybPjZkMYQf/dp71Yel+z1yxEqMkyuEGhg+5resXBqlBr8Qsp8pqFSD2rr1mI5/kpQGsJybI8+USfvLoL2QfNOjp89Ky4WVClkHSQZeHF4b4HfFOPpkKToVjk2ah8QlmfcuPEGxHUGUBVsdNY1GkfhBBjEd2WeTxT3oQ9VndMXrOAFkmvSsc2qjQqoypjddbqlMoUSLQdh3csSF4A+SK/j9M/9kjwwHbijokL9iwwLRqLmwPR5r7dHe4Hgh8YEDwAu8PCTJLo8e2mF0Kf3G76kggkkXz4Qz7pgl1sx283fRUFUd2nvTcqXxIxF1ii3uTRJ0639QhVpJ4Ek2k8XfbJh0vkSyuzdpv+7uLVpFflS8gmxRk/+809b8qcpf4ZYVGlESURa3PWyiNU/IIPBaM0YspisEXJ4NCeI3vg3lW2K6AoADIXZYiSTDuWJs9YUYzyNjQkXU51DspZnrHiUHxFvMWn7HTxZ/5SBekg1BlAVbHTWNRpH4SQyxnzb6bIgnpZLSeqolFTco3aVzP0R3sQE+ZTSvo3zxqbXo+A7JM/vIIDP0iZA1UHNuRtgKBZtHfRxryN0ElQRRBJo8JHjdw2EspJJrce3mZaTgeFZ2tGTZav2fngiBySd1GtfiFFPGXaT+b5LCbwZFeesUJE3tf01br7g++XZ6wyaSdPeOVTds/sfMYkAaPGQUFCX8Iu0zcIY1/A7muJr2ELqxHyw7QPIQQhbT/N+HRF+gqoQIjgxMpEbHNrcqH/SmpNK+ek3FCASZVJ8IyriIMszq7OlmesIvhk7lPeQWl08DdY2yBG1RlAVbHTWNRpH4QQYgdZfQ9xEFseW1NfE1ESAbVhehe1JHxd7rof8n9YmbFyQfKCLzK/gCxbk71m4o6JUCpQLS/tfgn6bHzUeGidIaFDhm8dLl9OhuIZt32croH0t1BFOcksmrwYIZNtosb0n1uQm669RIdZffQp0cqzUavPWM/H1tK/UMgjVHkXVb7PbBGbTPgNDhmsP2OVbxe7BbgNCBnQN7ivTCXK95wh4FAmS1OXzoidsSR1CUpsbsJceY/1/bT3p8dM31S4aXna8h2Hd0DkhRaHLtm3ZFXmKviYhG/+RjgghcOKw1AdEHm1Z2ujSqOyjmdB9snHDuVVYpHUkIAIBtknz7LlMzELUxb6ZvrOiZ8TWBT4fur7IcUhMrmIpHFIPmI8P9n0sHvxvsX6/6TBUz4QIx833la8bVPBJplKFGkOfYkmgSzJF1LUGUBVsdNY1GkfhBDSocjUmv6vUDKXJjM9GI/lY8KyqAsjdHV9tSg5SAe44X+s7lh8RXx6VTrUA2REQU0BRF5GVcbanLXwx3gPIQI58lPBT/KMdWfZTgz5CAM14H/Q3yPBQ/5u9cP9pgkqKAbPBE95GwCiAZIFag/yBTLixdgXoYTkJQMIL3lrVb76IVLP6lo38ZT3Huw8Y23xPdbzr0doatLO36lJEvJ6hMg+i2/dyaye/G+b/I2H1QlFyYnIR6ufxDNfBWg1J6JNzR8u69/eU2cAVcXO9sO3CAkhRGXkn6PkwxkQfCLvIPVKa0v12Zrd5bvhDj4UDDkIGYdg0HkltSU4BAkIxRZyKES+oAbxB+m2Mn3lnPg5Mkv0YdqHkGLQfBA9j0Y8Kv9v9uLuFyH1pkZPhac805R/0BoSOuT8qrsQ06o7mSSTFyPO/wuF/BtYgJXXVC/4I1ptMg/+8r9kj0U8Brd8K1hW77lvd4dCGhsxdljYMCQ6Pmq8/GcXtktTl0KALt63GNmWN1tFS+mRy7NaqFJdF+KnzgCqip3Gok77IIQQcomx+mVakXfpVemyTg46r+xUmf49YThyqnPya/LX5a5LrEyEktt5eOemgk0JFQnyiDCsOGx11uofC370TvTecnDLguQFCLClcAvOKjpRZLEmTJLQpxUlP/q/XdladyV/bibrzxAnUsTp2EKGIgOHThyCysSuOgOoKnYaizrtgxBCCDEQdQZQVew0FnXaByGEEGIg6gygqthpLOq0D0IIIcRA1BlAVbHTWNRpH4QQQoiBqDOAqmJn++FbhIQQQkg7UWcAVcVOY1GnfRBCCCEGos4AqoqdxqJO+yCEEEIMRJ0BVBU7jUWd9kEIIYQYiDoDqCp2Gos67YMQQggxEHUG0E6w0wkK1wlMIIQQQi496gygFFithW8REkIIIe1EnQGUAqstOIEJhBBCyKVHnQG0cwSWLTooCd2/oaHB09PTxcXF1dXV29sbu22O36CcEkIIIQqhzgDqnDNYtpLw9fXt2bNnngYcfn5+xsZPCCGEEDuoM4CqJbB69+4dFBQkbjjc3NyMjZ8QQgghdlBnAHVagdW9e/frrrvuH//4x4oVK86ePSv+3bp1q6ioEHd5ebmLi0ub4zcmo4QQQohKqDOAOrOdp0+fTkhIcHNzmz17tvh06dKlvr5e3HB07drVzul21oqp0z4IIYQQA1FnAO00O1NTUyF9rr322o5WLYWFhfpMFWewCCGEkE5EnQG00+zs1avXW2+9dfLkyY5OqKioqEePHuLmGixCCCGkE1FnAO00O6+55poTJ050UOTu7u6pqal1dXXp6emDBg2aOXOm+Pv4+Nh6i/Ciqlyd9kEIIYQYiDoDaKfZ+Ze//CU/P7+DIt+4ceM999xz9dVX33HHHfPmzTt16pT4NzQ0eHh4uGh4eXmZfweLAosQQgjpaNQZQDvNzs8++2z06NGlpaWdlYH2oE77IIQQQgxEnQG00+x0uFfzHCirhBBCyOWJOgOoKnYaizrtgxBCCDEQdQZQVew0FnXaByGEEGIg6gygqthpLOq0D0IIIcRA1BlAVbHTWNRpH4QQQoiBqDOAqmKnsajTPgghhBADUWcAVcXO9sO3CAkhhJB2os4AqoqdxqJO+yCEEEIMRJ0BVBU7jUWd9kEIIYQYiDoDqCp2Gos67YMQQggxEHUGUFXsNBZ12gchhBBiIOoMoKrYaSzqtA9CCCHEQNQZQFWxs/3wLUJCCCGknagzgKpip7Go0z4IIYQQA1FnAFXFTmNRp30QQgghBqLOAKqKncaiTvsghBBCDESdAVQVO41FnfZBCCGEGIg6A6gqdhqLOu2DEEIIMRB1BlBV7Gw/fIuQEEIIaSfqDKCq2Gks6rQPQgghxEDUGUBVsVNoaGjw9PR0cXFxdXX19vbGbtviUad9EEIIIQaizgCqip2Cr69vz5498zTg8PPza1s86rQPQgghxEDUGUBVsVPo3bt3UFCQuOFwc3NrWzzqtA9CCCHEQNQZQFWxU+jWrVtFRYW4y8vLXVxc2haPOu2DEEIIMRB1BlBV7BS6dOlSX18vbji6du1qJ/AVdrkk+SWEEEKcCnUGUFXsFDiDRQghhHQi6gygqtgpGLgGq6Qkorg4rKHhbKNpMqy6rCz63Lk6OYpd2eo+OnKIEEIIURMKLOfEx8fH1luEF1XlCOzvfx9+KSlvp6QsDA8fA3d09HPbt49LTn49MLBPePio4OC+ISED9+1bigAHDvjs2jU1MdEbwRISPKOjJ2dk+OTn/1BUFBgTMx27mZm+SUnz8vI2xsfPOXjQPzX1/bKyndBwVVUZWVmrc3PXIYbk5AXZ2Wt3755VUhKWnr6ipCQcPoikoGCTFjK9vDy2tDQqI+PTiorYzEy/iooEBKuoiCss3FJZmYBI8vI25OV9n5a2vKYmF4EPHQqJipqQk/PNgQO+xcWhCJyTs/bo0VSIxSNHUhD+xIkiRFhfX1NZmXTixCGciLRwIgIgOSRaW1uKANCRJ0+WNDaTj6IvRYPKlhBCiOJQYDknDQ0NHh4eLhpeXl7m38Fqm8CSX1DQA9gGB/fHNjDw3+aHLgx2vx7Y6i8wsLcWoK/mNgUOCLCI7V9agH56PAEBvcwDyK7EEBIyyCyeC4IFB/fTAkiG3bQA/7owHlO6oaFDsd227WE9NouEQkMHYhsRMRbbHTsmBAT0joh4LDp6UkzMi3CEhT0YEzMNQhOqEaIzOXl+RMQYyE1oyr1738nOXgNhBxUI0VZTU3joUHBd3TEIO8iyior406crIfWOH8+EaIPOO3OmFrsoefhgi2Dwh6qDv14pzecLCSGEXG5QYBF7oH1gjC8r2wkNAW2RlbUqM9MvM/MLiAnIiIQEj/T0lXv3LkpJeSc0dAi0RVTUU9ju27cU2iItbRmC7djxtCiV7dufjIx8bNu2EVAn4inbsLDhmo7pLWomNHQwYti+fRx8IiMf12XN1q0PNZd6YWEjsA0PH6W5h+rx6NJKFNj27Y8jzp07J2n+fREmIMDNPJ6QkAH6NiiojwS7UMn9qiz1c60Jxz761uIn8UgS27aN1C2S5HT9J1ZERDyKbWTko9opg5FhnIjiQrHgh/izstZok3/R6ekrKiuTS0ujqqtzId2Ki8Pgzs//4ciRPbm5606dKkcYEW3ms26UaIQQ0tFQYBFLrL5FiCH51KkyPUzzB2EIUFd3DA7zuRYJVlmZVFOTr/tIPBL4+PHMs2drCwo2QcadPFmCQwggh2RpV0VFvDyYgz/iqa7OgYAoKgo4fboSpyCt8vJYxIBD9fU1ms7IQVoyFYQthAUUoUQrOUHk2JXFZIintrYEDpyVk7O2sjJFe+wYjxMlgPYMcS+CHTuWhgClpZGJid55ed9DWUI+Qv/t2DExIcErNnZGauoHcENuRkVNwCHo0fj4uRCdUIeanjsv6USihYbanHITgSjyrmnqrrctJSexBQc/0HwKUCYRRRaLkoNyDQ8fGRU1HvIO/nFxL0dEjNm//2NkG1otJGQgFHNa2vL8/B+hz/ArKYmEyShn1BEKs6QkAkUnU25wSHWjXlBQMuWmNwNszafc9AoV9JZgH/NWRAghjggFFrGHOu2jIxC1AUUCSQcNB41SU1Mg00uQMocPR2dlrT58eAf0ZXFxWF7eBsi7kpKt2BYXh6ekLISeEx8IoMzMVbt2TYUY2rv3nZiY6VFRT+pze/J8Uxdq4mhSckPMJt6sCjU3MyX3r+YBmh6eyhzhMJkahLwLCRkg5wYHm+bkYmKeR1qJia9qM4UTZa4uMvKJyEjT81MknZLydnT0ZKg6HIIGhZ6DFbALBsbETINUhWaFEIRC3b17FvwRT0zMiwcO+Obl/ZicvAC6tqDgJwSuqcmFjD58eDtKAyV56FAwtC+2KFuo4cLCLXV1VVDekHSQxdiKsEYVoC6wlSV0QiulHiGEtA11BlBV7DQWddqHYwG5cPRoqszqQVJAosEBYQFP6AaZZ4IQOX48S3sJIB7SpLBwMyROfPxsyKD4+Dnx8XMhaOCA+klKegOiBxJHf4ipCzVRUeLZtPbOQqj1MhNqVubkmn6/LqqTwHafsd6vx2zxkxVy0Gf+vz5WvmDqTmYHt24dIQI0OLhvdPQUhIQulPBRUeNx+vbt7nDHx78MoZaWtgxFERPzAnblqTfUbXr6J5CzBQU/Qu1B6aanrygqCoIszslZCzWsabsg7flsInyOHdsPH7jhI9OxqAiZba2qysCh2trS8vLYEycOoTrKynZBEcr7E9geP54JXVhbWy7v56Iez5yplWlUOOrrq/FDncKNQ6hxuCEcteSSJBX4yOQu4qmqOgClfvx4tpaNZCR38OAvCJybu66sbCe2xcWhe/cuKikJ37dvSWlpBCRsSUmkyFMkAQGKPCCqxqY5ZkJIm1FnAFXFTmNRp30oi/nTXhnUMb7id+pUGYZtjLsYiTHeY2w+enRfVtbqkpKtGKGhJLKz12BbXGyacsvM9I2IGAP9AQ134IAPTsHR2NgZMTHTsZuUNC8+3hPiKS3tQ+0d0vXyaBWKB57R0VO3bx+XlPRaePio3btf8tfeP8WJCCkqKjR0aEjIkKbnof1ldRr8ZRrPQmCJimrSYf1tKzmZfutna27vQkVodYZPZgr76qpOX7dnrlBlFeDWrcP1CUUL4Sj5l4e5sjhPn5IMDn4A+RQ1KQFkVaLIR4t4mlYTiuGDzXTqBflperhsRemKpzxQlvWRcXGzkWJy8hsizVGtkJ5ZWX6omuzsr6BNUZXJyQsKCjZrPquhNdFOiooCIezKy+OwranJlYlbHEIrgsqUp+1oOQgA5YddrWmlak/nE+SF4qKiAPzQGnEKBCgkI2KAroVOhTZF44SExRYKFQHQUCFkz56tFYUKT9Gp8vwaP2nJjdqTa7R2eb8EqhRbtHbZyroFuRbk/RIBh9r8XjBXOl7+yF2E/hGiRrOXwc09ZSvrFszfGW8RdQZQVew0FnXaB+lomo83p09XNv9emrkPBlGEQV+Gc+Evyk9bvF8mQyOGYRll5U1M7csauzBUV1amYFTGkBwVNWH//g+hDDIzV2FcP3DAd+/exZALogzS0j6AuoKMgMKLi5sDbbFt28PQKPDctWsatIjojPBweRQ7RFOEbk1zab/qHtFPwcED/Zu94mD+rLbpLYoL3q4NCvp1jlDitDrDZ77qrumRrtVVd8P0XDXJR/3Z8b/9m94I2b79Cc09UpeAFgpVkpA4rf7M5aPVF4rlXBGLYr5FsKblhv30omtK7oIMSxJiUWjoYGuGP6BXgVhnoVClPMPDH9EMH6e5R0ts0MQQx8HBA6TGUf7ygBtbuHGHgGJHk4iMfAL3D7GxL6CF7NmzUHtH+G0ESEx8DW60HKQbGflYTMwL8rAbh7DFuYmJnjiUmOiNE6Oino6Lm6XdObymNcuP0Q7371+BAGifCL9v31JkT5tL9sYh3MbgUFraMnju3/8R/PfseRuiNiHhlf37l+NoRsZnu3fPys1dHx8/JyfnG8QMRYu00OChd/FDGHnZSK4C5A1b+GCLU5KT58fGztRudTyRvdTU95EQLhBYDa2M0xEMuULI9PSV2MUh/cIpLNyMhHBNyVP+vLzvsT18eCfC4ErUxHQyfHA9ygJciFr56o22KCIad2JVVQeglXF1wx/CFwFwIeO6xunwREi4Cwo2YYurW1/uqa+gxcUuAWpq8nClQ6ajKzhyZC+kNs5FzMiJlElu7rdaKX2HbGdlrYEb9uK6RtnKAlmp5d27Z2r3FRPRVqOinsJ1hCaHNqPdAU5GMATQAs+URoISi4h4DEWKYKgRxJaa+h52pQCxRdIoYXUGUFXsNBZ12gdRE3PZJ3el+usasot+Hw70+zLPIQ/sZBe9PEKWlEScOnUEYg5H5fkd3PhVVCQUFm45efIQ3MePZ6PPRXiMNzJ+yGfYMCpAMmI8kO/AycNcDFQYMw4f3o5xCAOYfNHt8OEofXEeRCTOPXGiSFahIQMIjxi05EqRHJKAP8YkpCgrz5AxZA+DGWyRGRpsZToH/ohNJimR3MGD/hjvMYJqT0s/w3ASF/cyxg95tKoJjoc0OfKctn1W5tVkolFkU9Nj5YG64JMZPl1ZIgCCyfuzoaGmAFa/kHKhQh3q37Tgz+qcZdMHWQb425iSbArW37+FL8i08ImZpolAmy+gNMVj84XipgC99XhkutTqT3Ji96n6r8sobcTzL38borx5PFbfvDE33Orcp3kJS73bqCkR5aK8B/s3ff5GV95NSZjObbpVGKrFOUh7T6iPtBzJgxySrcw0N1tU8KvhrS5Am4ZfZAGerwh1BlBV7Gw//C9CQkhzZB5Rfy1UnphA54kPtnBDzMmbp/CBnqutLYFuq6kpkDkJCEo4ZEICv9LSKHhCIMo3fuvqqqARZTIDPxzVzs2Vh4OytkxbZ2Za1gZPUahHjuzFoSNH9kDCQnqmp6/AibJUDm5IxkOHQiBeIRwTE72hO7Xn2uF79y7KzTVNxmhvkPhBU8pMT27ut5Cw2EI17tu3FKcg5O7dppmnhARv7YHp62FhD+7du1ibx3pn69aHdu+eERs7Iz5+dkzM8/IBPASDGpYXihFAPrm8e/fM7dvdIVURlbzGC62QmPiqNgVimu6KiBgbHT0JmhVb8cQWyQUH90XS2oyaaQoNkWuvmPRBbPrXZxCn9vmbZ+CDMDIBo4WEPp6lfZzvjdDQIciJ9jGdcXBv2zZyx46nkWEkhFwlJ8/XEnpFe/hu+hZMWNhwCF9tWnekJqana9up/k2Setu2UQgm04S6tJKpRFHMop/MxGIf/6Zn0BLAYpK1SanItwnlYfcgfytCVj5509+/aWqzaVHmBXOf8q2f2NgX/U0fx57ir01wam92P4K60BYzrILtBw58vmPHxKysr+Lj52RlfQkDURSod/xQfQiA5oHizc5eo53iq00uvoMaT0z0lMUMiYleMCop6XVt5tJTK8CnkFBk5GPqDKCq2Gks6rQPQgjpaMzX7pi7Rbm2MhJ9klWep0PRNjbpXYlHnqo32viejmxtJaevOjJfjSSecq68fqtLbXlyB20tn3HBVvtXjGptcvSI9sEX0ysUMsUrn92ReVPI4qNH92mvX+yCUEYAyF9I4fLyOGxravI0Mb1few/D9CZ1Ts4a+Guvm4RAvx49mlpQsEn+YwNbnC5/8oGfSPzGC1dQyQq8S7AwznwtlzoDqCp2Gos67YMQQggxEHUGUFXsNBZ12gchhBBiIOoMoKrYaSzqtA9CCCHEQNQZQFWx01jUaR+EEEKIgagzgKpiZ/vhW4SEEEJIO1FnAFXFTmNRp30QQgghBqLOAKqKncaiTvsghBBCDESdAVQVO41FnfZBCCGEtIaGs2dle6a29lxdXU1+PrYV8fF1VVVFAQHVeXmFW7ZUJCSoM4CqYqexqNM+CCGEKMiJoiLIo7Lo6FPl5ZBHR1JS4Db9du3K27ChJCJi35IlOV99Ffn446kffBAxZkzCK6+EPfhg+OjRYcOHhwwcuHXECP/77sMutlsfegjb4AcewBY/dQZQVew0FnXaByGEkE6h4exZmRMy52RJCbanKytxCALIPEB9dTV2j6am4mjO2rVHkpNz160riYws2LSpcMuWosDATD+/DB+f6MmT05YvDx81KnXpUsijpHnzdk2dunv27JgXXtg+blzM9OmQRzsnT4YSinzsMWxDBgwQYWT+C/z3v7EN6tsX24DevZsH8P/Xv3RRFTxwoClwv34UWKRl1GkfhBDixECjNGrSRNyiac7U1mJ7oqgInsczTX8vAzd8TpWVIQzkCxzYViYlYVsSEYFdKJiThw5heywtrTgsrDQq6khKChw4EdvjWVkQN+W7d+9bsqTw55+TFyzYv2IFlE2Ch0fqkiWxM2akf/LJjokT01eujBgzJuWdd7Y+9BCETtiDD8Kx85lnsI2fOxe6J2baNAiUHU8/jW3E2LHw2fbww9uffBJqCVIpsE+fyEcf1WeMgppmjJrrnqD779dFktVfoJubLq0kcECvXnIoQDtLJqiQyeC+fRO9vZHV+Jdf3j1rVqKX195334VdeevXw9jDO3akr1hxdO9eiDwUAoqlKj1dnQFUFTvbj8VnGnAbIZefgAusE/NmTt2xYx0Uc/N7KUIIaTOiYxov7FsgWRqbdI8uaPBDlwtBA7mT/8MP1dnZuevWQcFg8D60dSu0CzyhY7DFiH7A17c0MjL1/ffzv/8eqiX1vfe2jxsXN2sWdAl2E7y8sIUIME3evP56QO/esc8/jy2kCfRK2PDhoUOHQjSIgNj+xBOm7fjx2G4bPRrBgvv1wxZqI0CTIKGDBulqI0RzB1yoWkTlyKHg/v1tzfeIfAnUAlufEDKLTRSPf5PiuUAYaYdCBw82bbV5I11FSYYh16DDYHjokCHJ8+dDGKFkIMhg486JE1Eme958M2rChJxvvoFsKtm2LWv1asgjiEgIo/LY2LLoaFRERXw8qqw6J6dt9U6BReyB9iHXABofLuZd06fDDbWe8emnRYGBu6ZOTVm4ELcUuKpxRwJ/NEfo9+y1a+GJHgH3K9lffZWzdi0Co5sw3dnExORt2JC5ahVOwT0Quonj2dnYon3jniB+zhyIuZr8fDRoiQfXBk4/mpp6dN8+XBvoL2oKC3F/gNORMWQJqZSEheE+KfOLL3AJIUuVyckIj5wgfuQTIREDApRs3QrH4Z07pZPChYQk8n/8EYeyV6/GibARtylpy5cjUfRQ+5cvhzt7zRoEKNi8GZYiTliBnCBk2c6dcCMGXIqHgoPLdu1CZpAurEMOiwICYAXCYwshiE4TPSzc6EZxSG4iG5v6Vr3PlV3pdgVKPeLEyIUgjRyXvCgMbHGZ4Iej8MQW11F9TQ0uWHQOuOJk4gTXHdy4ouGPS68iNhZbeKJDwDWOy7B42zYEwO/gL7+gH8AhXPjH9u+HT9WBA+gBoFowlOKqlAG1pqAAF/LJQ4cQoLa0VKZkZB4CcgfDLcLgwj+yZw8SRZbQ3aHXQnIFP/6IzkF6RfQV6Z98Ej158r5334WIwRCOgTzB0xMjPdRMxNix6MRiX3gBPVX0lCnoS+FGP4bw2IYMHmwSNJqm0Z9JiawJ1uZXAix0hgTTdIYEljkb6xM5Img05WEngJ0HYefzM3SoPt9jIbBkKihs2DCTRBs1yrR9+GGT4YMGhY0YAZMjn3gCu+jnsU189VWUT+Jrr6F/hr5Bz5/o5YUtevh9ixebOu1vvknw8Cj44YekefOy1qzBoZRFi3a/9JI89cOhg1u2QFmiMaCO0GxQI2gzqCwIU+zC0djUo3YiFFiOja2PgjY0NHh6erq4uLi6unp7e2O3zfFfcAlpV5TcnZy/t7C4COVql1nZPn1MF+GF1/z52xezeGSr36MEaWfJ1S5PteVO5XywC3sZ80OWvY95rrQn4ue7GGtzxZLV8xZZ66Qkw9KtBMvz9QuTky4pRLuRgj7TE0Wu0O+Yek85pN1vRY0fjxvHuJdfhueOp55Cnxvx2GOQpNiN0JYC4NYTu3sWLECw3TNnonPBbShuT9GP7//oI8hW3LxiGMB4gO4G4wr6oAwfH3Q36HoQEl0YxgMoOdyBYfiBwsMIgYEKYwm6HowTpru0jAyT1KupwRgGTwxI6JgQHl2S/BAYIRsvXAmBXkyGQLgRIXo0HEUHZ0cI4pC5ZITQbFtTtMCoeC4Ki/66effdoiBGXciCEvNTpITFInEjmP4QR49WpmzlrSWUOSoICkDGEtSU1CzC4FBdVZU8zUG9IwyqGGH0d50gLM7W1pqCHTsma1mwlSkWUTxSX2gPsswFh7BFxhCh3CRIQmhjZ2pqsJWHR2hRokLQLCFlCn/+Gc0SoyDGQtz8oD1jFzcw8R4eu559FiMorgLTcDtzJra4vTGNxyNH/qozevUKMpuiwCHT9aW5LS9h7UoM1oZ/uUIDrckIiS1EuzZDrPUY0j+IgBCVoK+kMe95zs/T2E7IvEuxF0A7dF4YWeu7JHV5BBYm80ZiflNg6fdkbTV0iWgXlPOuadOiJ02Cz85JkyBrIO/QI6UtW4a+Ane2qI4DPj7Yprz1FkQhKiX322/RseAeeO+iRQf9/eHO//57bFGJcl9dEh4OR2ViIm4pq7Oz0fPgHhK1jBaC6kbbkEeEaAAmbVpejqaFNiOKGS1KWrK0eYtbSqeHAsuxsVV/vr6+PXv2zNOAw8/Pr83x53z9NS5L6b/2vPEG7jZiX3xRujx47nzmmZhp09BLoscxzSprwXBzhgsbIU3T0Y8/Lp2CSBDpHHdOnoyQURMm+DfN7gb06RM2fDjueMw7O8RjmrV65hkJgF4DXbMEQOT4RT35JNyR2uQ23OhTZI5N74ZwClTLruee89ce5Osdsd5JnX++rs2co3vCFoHR3aMDQoeFREO17l7OjXjkEVOGtc5XOlD9J6oLVpsCaNtga8sCpD+VntH6sgBN3gWaKVSrP/PhxKqylOFExgkUrH8zISsVcf5GUxu95IkA7EW0ptrUQoZrAdBT+zetA0Uweb4gwlFyEjdrFgoNnTi68vi5c1EOaBiQeilvv42xAcEg/kz3oG+/bSrnmTNNwV5+Of+HH4r8/dHvR4wZEzdnDuo6b/36jE8/Ldy0CW0jfeVKBDi0dWvyggWoa+hLKMuSsDD09ftXrEA8OAVx7v/wQ9N6CE/PKE2qZn35JcaJjM8+Q87hRmB090g9e/Vq+COew9HRppmPb75BEvmbNiG54q1b4Z/+ySfYiibAWQgANYDxBpq1ODwcQxHGG2QbhQBljEPShmERtAISQk4QAwLsnDgxaf5800zGxx8jNtypox6RClrUvqVLTW1pzBiUD5o6Lg1kWAZIaaK7tHUnENmmihg6VO77t7u7m4T4xImmhqpNeCBFvQZ/HW5lPNba3lap8QubhzQAGbClWhEMsW176CHkEM0VmYcjQlvaIleWNHt56OPfdBdxXvdoTcv8gZHVWw5p8HZa8nmdIXcjtm9+5P5EhFFQU2xi2nm75E0uzS4RSXp+pImGaZ4STG6BrE7AyKHz90gX3kNKeIknXOsKpO6QNySB0ka6yC3aM7ZoGKjfvYsXS0+I9oCrI+GVV9CGk157DYcOfP452kzO2rW4cA6sWgVBAzfaCZoZBI1MhEPEiHiFnIVEFtUCH2yhaaBdsIVYkdkadVSLA0GB5djYqr/evXsHBQWJGw43N7d2xo+rGncq4saVjBsXuZPWQ2JX5jPQKej+clOO61/m/HEUP5wrfQE6iKKAgFrNR1ZWwrNwyxbcMx3PzkY8cjpOTF+xAjfHEicGXfREckhux2WRpn6vj3spWWtpPrOCO2+4TS/ilpXJfT86Kdzfy3JOPav6wztxy0SCTN4gBvggZpmOlpkDRIVi0eeoER4BYKPpQYb2MOLw9u2m91k+/fTg5s0YqhHY9MwiIABjJJSB6Rnr22+bno2+/PKet96CI+urr9Ad4xB67dSlS9FZ73nzTdMCz1GjIH3Qj8s0uyg5DL0mRTh9ummY1GbjEQBdv6nH1wZXueWVF1sCL5z2l9Hi/G29PIa48H7dyjApK0At4tF2A81mLq3+zJ962Fl4IWNhkLWc+JsJx/PSwfYbPecVqrUM+5vNoUpCgVazLc9NZO7TzkIQM81hfQ61dQ9oAs0mbq3GY16AknkLfWA+hypbO3PMUuN2lgbL7UGQtYUy5jm5IB5du4s01ySILFLGPRiEHYQptpHu7mj2aP8QHFAbB3x8oB1zv/sOEha9gelZv58fLnD8Cn76CRfO4ago+ODCyV23Dhc11EZ1bi4uZFz4uHKPZ2biqsRR+QqRdAi4lnFp4zKUqTv9UaNMtkmfg2u2Oi8PnQk6HPjLkm3T3ExBgWxxCD4IjGgRAOnWaityZI4QCckMn3QL0hnqU4DUOkSgwHJsUH/du3e/7rrr/vGPf6xYseJs04XdrVu3iooKcZeXl7u4uLQ5fmMyStqBribFIVpW1nKJlpUHT9LRSwD0+xgzanJzcSuMIQeatbhphSzGHowQGKsQQ3lMDG6djyQnm3wOHIBbZoDwgw/OhRZMmjevcNOmBA+PoqCgrNWroSDhRgDElvr++2WxsQiW8s47GIYRMmLMGIyU0IXyKhB++5cvx6gpM4sQizHTp2NMjZowAYOrjMfR2gMj3Nbj3KinnvLXpk/016dlLkemjqBCZAIGkWCQ3rd0qWnGRVvXgnPj58xBujKux82ebVqQp00LndeXbm6mJb0DBshEBQZ+iLlobWZuqzaFY/qqzbBhYdqkDjwjNfEapa35lYkcBNv90kuwHboWbpQAkkueP9/0tHfWLJMhkyfjJ09kQoYMQWymMnn9dRgb/8orCLB7xgyo5+zVq6Gkk159FSFhSJa2yE8mzPLWr0cZ5n33HSoiw8fHNAHm7Y2yhbE4yzThoQUr+PFHiICKxERUAWTH4R075KuGptWK+/ZhC3Fvqvc9e0zvrkdEoKJNq5F+/hn1VRweDtWCNoBDZbt2IYnMVatQZbiHQU1hN2fdOiR60N8fnqWRkaY1jhERCHwoJARxogEc1lYfInLTY6OUFJP62bsXGTiyd688IpSbMf3R5+XzWgwhlxh1BlBntvP06dMJCQlubm6zZ88Wny5dutTX14sbjq5du9o5/Qq7dHjuiVPQfFGUrggF89lBAcOwxes5+jyE7MpbAvoCDsSGSGT+wDxO8wkD/Z1zccuUA0Z6WWwk65AkBlnhBKkh0cquzGjKZK0sS9KnSC0WTlm4za2TRWzwN3/R1XwhGiFEBdQZQJ3ETju6p7CwUJ+p4gwWIYQQ0omoM4A6v51FRUU9evQQt+FrsAghhBDSetQZQJ3TTnd399TU1Lq6uvT09EGDBs2cOVP8fXx8bL1FeFFVrk77IIQQQgxEnQHUOe3cuHHjPffcc/XVV99xxx3z5s07deqU+Dc0NHh4eLhoeHl5mX8HiwKLEEII6WjUGUBVsdNY1GkfhBBCiIGoM4CqYmf74VuEhBBCSDtRZwBVxU5jUad9EEIIIQaizgCqip3Gok77IIQQQgxEnQFUFTuNRZ32QQghhBiIOgOoKnYaizrtgxBCCDEQdQZQVew0FnXaByGEEGIg6gygqtjZfvgWISGEENJO1BlAVbHTWNRpH4QQQoiBqDOAqmKnsajTPgghhBADUWcAVcVOY1GnfRBCCCEGos4AqoqdxqJO+yCEEEIMRJ0BVBU7jUWd9kEIIYQYiDoDqCp2th++RUgIIYS0E3UGUFXsNBZ12gchhBBiIOoMoKrYaSzqtA9CCCHEQNQZQFWx01jUaR+EEEKIgagzgKpip7Go0z4IIYQQA1FnAFXFTmNRp30QQgghBqLOAKqKne2HbxESQggh7USdAVQVO41FnfZBCCGEGIg6A6jD22l1SqmhocHT09PFxcXV1dXb2xu79v3bkGh7800IIYSohzoDqJPYaVFhvr6+PXv2zNOAw8/Pz75/O5MjhBBCSGtQZwB1EjstKqx3795BQUHihsPNzc2+fzuTI4QQQkhrUGcAdRI7LSqsW7duFRUV4i4vL3dxcbHv387kCCGEENIa1BlAncROiwrr0qVLfX29uOHo2rWrfX9bcdqhA4wghBBCnBx1BlAHs9OWvrn0M1iEEEIIaQNtG3kdDiex84pLuwarQ7kEjc8JknACE5wjCScwwTmScAITnCMJJzDh0iShAk5SiBatwcfHx+rbgrb8m8fQiTjHxcNeTJEknMAE50jCCUxwjiScwIRLk4QKOHwhWp14bGho8PDwcNHw8vIy/w6WVf/Gy6k9OcfFw15MkSScwATnSMIJTHCOJJzAhEuThAqwEC87nOPiYS+mSBJOYIJzJOEEJjhHEk5gwqVJQgVYiKRD4PV5mcCKuExgRVwmsCLIJYNNjXQI7MUuE1gRlwmsiMsEVgS5ZLCpkQ6BvdhlAiviMoEVcZnAiiCXDDY10iGwF7tMYEVcJrAiLhNYEeSSwaZGOgT2YpcJrIjLBFbEZQIrglwy2NQIIYQQQgyGAosQQgghxGAosAghhBBCDIYCixBCCCHEYCiwCCGEEEIMhgKLEEIIIcRgKLAIIYQQQgyGAou0THBw8IABA6655pqbbrppypQplZWV4h8YGPjAAw9cffXV8J84ceLhw4ebn9vQ0ODp6eni4uLq6urt7Y1d+/7EDu0pTFaEgdgptCuauNhzWRFtwFah2eqyWnMuK4IYBQUWaZnBgwcHBQXV1NSUlZVNmzZtxIgR4t+/f/9NmzYdO3asurr6rbfeQo/W/FxfX9+ePXvmacDh5+dn35/YoT2FyYowkBYLzY7AYkUYiK1Cs9VlteZcVgQxCgoscnFAS11//fXN/dGXXXfddfquPsD07t0bPZ244XBzc7PvT+zQhsJkRXQELRZac4HFiugIWlNoFl0WK4JcMiiwyMWxefPmfv36WXieOHFi8eLF5reJei/WrVu3iooKcZeXl7u4uNj3J3ZoQ2GyIjqCFgvNjsBiRRhIawrNostiRZBLBgUWuQiSk5Nvv/32zMxMc09ZcXLjjTdmZ2c3P6VLly719fXihqNr1672/Ykd2lOYrAgDabHQ7DwiZEUYSIuFZrXLsn8uK4IYBQUWaS2RkZG33nprXFxc80PHjx9fsGDB/fff3/wQbxMNpD2FyYowkDbMYLV4LiuiDdgvNDtdlp1zWRHEKCiwSKvYsGHDzTffnJiYaCsANJbVtVlc6GAg7SlMVoSBtGENVovnsiLagJ1Ca7HLYkWQjoYCi7TMsmXLcCOYkZFh4f/UU0+lp6fX19cfPHhwxowZVtdg+fj4WH0lx5Y/sUMbCpMV0RG0WGh21mCxIgzEVqHZ6rIaWRHkEkKBRVrmimbU1NTAf+PGjffcc89vf/vbP//5z9OmTTty5Ij5KeJoaGjw8PBw0fDy8jL/2IxVf2KHNhQmK6IjsF/g5pj72z+XFdEGbBWarS6rkRVBLiEUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEOAy2/sL2Yv+2tjV/hdv+0xtt//NxSkrKkCFDrr/++ptvvvnLL79sT5kQQsjlCQUWIQ6Drb+wvdi/rW3NX+G2/3QdC4GVmZn55z//ed26dUePHi0sLBw3blybC4QQQi5bKLAIcUjM/8K2PZ9MtPXv3e0/XcdCYEFRrVy50v4phBDi6FBgEeKQmP+FbXv+9MPqv3cbcrqOhcDq0aPH/Pnzb7rpphtuuOHpp58+duyY/dMJIcQRocAixPGw+AvbNv9trZ2/wm3/6ToWAgvxTJgwoUzD3d39mWeesX86IYQ4IhRYhDgYzf/Ctm0zWM3jsViT3s7Tzf3NdxEtYhM3NFb37t1bbzshhDgKFFiEOBJW/8K2DWuwWvwr3PafrmMhsPr06QNdJe7Dhw9TYBFCnBIKLEIcBlt/YXuxf1tr569wWxNtK0/XsRBYX3755fjx4/VHhJMmTWplPIQQ4kBQYBHiMNj6C9uL/dtaO3+Fa047T28eUvd/4403unfv7urq+tRTT3GROyHEKaHAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCD+X8U9U6LOXP8swAAAABJRU5ErkJggg==)
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