Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit316-12-20020717_141500_20020717_185900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/17 |
Start Time | | 2002/07/17 14:15 |
End Time | | 2002/07/17 18:57 |
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 | | -31.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit316-12-20020717_141500_20020717_185900-constBx0 |
Minimum Dst Value | | -7 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: 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JyekOtyucBlQo5eSXcOoHAABYKRNNVVN2dqtKNdg1tLa23n///TSyfPny/fv3c9O/+eYbmmLOdgf81JYIpZz8Ek79AAAAK2WsqapNSBCLRPQaMGMZnsGqq6tbv369s7Mzve3o6JgyZcrRo0dpPCIigsY7OzsH3K45n9oSWyhnY2Pj448/bnjMenp61q1bZ2dnN27cuKCgIHprevpgCad+AACAlTLWVKklEhawGjMyBlyDIWo6CwoK2EeXL1+eMGECtaQ0pHFztmvOp7bEFsq5YsWKzZs3Gx6zsLCwZ599tlyPRsLDw01PHyzh1A8AALBSxpqqnq4uyli1CQmDWkNDQ0NwcLCrqys35YMPPqAZtm/fbuZ2zfnUllh9OVUq1Z/+9Kfr168bHjMHB4eoqCg2TiOOjo6mpw+WcOoHAABYKR47uTMajYb1wSK5ubmPPfZYZGTkH/7wh4sXL5q/XeE0oFZfzhkzZhw+fPjWL4/Z2LFjGxsb2TiFbjs7O9PTB0s49QMAAKwUvwGrqalpw4YN9vb2NH7t2rWnn35aoVDQ+OnTp5955pn29nYztyucBtS6yymXy0UiEetKZXjMxowZw3W4o5F77rnH9PR+3WXSsJQHAACAJzzeB4s88MADs2fPLi0tpelLlizZu3cvN9vOnTtfffVVM7crnAbUustJCfrMmTNsHGewAAAAOLiTu2VZdzmNnVhCHywAABA4BCzLsp1yGh6zPXv29PtrQWPTbw3ykAunfgAAgJVCwLIs2ylnr/tgBQYG2umtX7/e8D5Y/U6/hYAFAAC2BQHLsoRSTn4Jp34AAICVQsCyLKGUk1/CqR8AAGClELAsSyjl5Jdw6gcAAFgpBCzLEko5+SWc+gEAAFYKAcuyhFJOfgmnfgAAgJXi8Uajd99998MPP7xo0SK1Wn2H2xVOAyqUcvJLOPUDAACsFI+Pyunu7q6pqVmzZo2Tk9Mdblc4DahQyskv4dQPAACwUiaaqqam7NZW1WDX0Nrayh72PHny5CNHjnDTq6qqHnnkEfp0wO0O+KktEUo5+SWc+gEAAFbKWFNVW5sgFovoNWDGMjyDVVdXt379emdnZ3obHR39l7/8hSayT5cuXbp169YBt2vOp7ZEKOXkl3DqBwAAWCljTZVaLWEBq7ExY8A1GBo3blxBQQH76P/+7/8OHz5MIyUlJY899lhbW9uA2zXnU1silHLySzj1AwAArJSxpqqnp4syVm1twqDW0NDQEBwc7Orqyt6ePHnyqaee6urqWrx48e7du83Zrjmf2hKhlJNfwqkfAABgpXjs5M5oNBrWB+uW/tFzTz/9dGBg4BNPPNHR0WH+doXTgAqlnPwSTv0AAAArxW/Aampq2rBhg729PTclIiKCZti3b9+gtiucBlQo5eSXcOoHAABYKR7vg0UeeOCB2bNnl5aWcp8eO3bsySefvHnz5qC2K5wGVCjlvHO9+vpZencAAABMGe6matasWT/88MNgtyucBlQo5eSXcOoHAABYqeFrqrq7u7/++uunn36au1OD+dsVTgMqlHLySzj1AwAArNTwNVW05ieeeCIzM3MI2xVOAyqUcvJLOPUDAACsFB72bFlCKSe/hFM/AADASiFgWZZQyskv4dQPAACwUghYliWUcvJLOPUDAACsFAKWZQmlnPwSTv0AAAArhYBlWUIpJ7+EUz8AAMBK8Xij0bvvvvvhhx9etGiRWq2+w+0KpwEVSjn5JZz6AQAAVorHR+V0d3fX1NSsWbPGycnpDrcrnAZUKOXkl3DqBwAAWCkTTVV2U7aqVTXYNbS2tnIPezbxdBMELEYo5eSXcOoHAABYKWNNVUJtgkgsoteAGcvwDFZdXd369eudnZ17zbN3714vLy9ztmvOp7ZEKOXkl3DqBwAAWCljTZVELWEBK6MxY8A1GBo3blxBQYHhDLGxsc8884xGozFnu+Z8akuEUk5+Cad+AACAlTLWVHX1dFHGSqhNGNQaGhoagoODXV1duSkXLlx48sknKysrzdyuOZ/aEusup0wmo4N93333PfLII0uXLm1qamLTe3p61q1bZ2dnR3E7KCiI3pqePljCqR8AAGCleOzkzmg0Gq4PVn19/VNPPaVUKge7XeE0oNZdzunTp0dFRWm1WjrSy5YtmzlzJpseFhb27LPPluvRSHh4uOnpgyWc+gEAAFaK34DV1NS0YcMGe3t79pZGvvvuuyFsVzgNqO2Uk5L1b37zGzbu4OBAwYuN04ijo6Pp6YMlnPoBAABWisf7YJEHHnhg9uzZpaWlfT/Crwj7ZTvlPHnypIuLCxsfO3ZsY2MjG29oaLCzszM9fbCEUz8AAMBK4U7ulmUj5czJyZkwYUJxcTF7O2bMmM7OTjZOI/fcc4/p6f26y6RhKwoAAAAPELAsyxbKmZiYOH78+LNnz3JTcAYLAAAEDgHLsqy+nBEREY8++mhWVpbhRPTBAgAAgUPAsizrLueOHTvGjx9fWFjYa/qePXv6/bWgsem3BnnIhVM/AADASlmkqWpsbPx//+//mZhBOA2odZezb9corVZ7S3+/q8DAQDu99evXG94Hq9/ptxCwAADAtlDQ6XsCYritXr36+eefNzGDcBpQoZSTX8KpHwAAYKVeeeUVHx8fdt5hBLS0tHz44YcPPvhgfn6+idmE04AKpZz8Ek79AAAAK9XY2Oji4mL6F/E8uvfee52cnM6dO2d6r4TTgAqlnPwSTv0AAADgkXAaUKGUk1/CqR8AAAA8Ek4DKpRy8ks49QMAAIBHwmlAhVJOfgmnfgAAAPBIOA2oUMrJL+HUDwAAAB4JpwEVSjn5JZz6AQAAwCPhNKBCKSe/hFM/AAAAeCScBlQo5eSXcOoHAAAAj4TTgAqlnPwSTv0AAADgkXAaUKGUk1/CqR8AAAA8Ek4DKpRy8ks49QMAAIBHwmlAhVJOfgmnfgAAAPBIOA2oUMp553o91dLSuwMAAGB9hNOACqWc/BJO/QAAAOCRcBpQoZSTX8KpHwAAADwSTgMqlHLySzj1AwAAgEfCaUCFUk5+Cad+AAAA8Eg4DahQyskv4dQPAAAAHgmnARVKOfklnPoBAADAI+E0oEIpJ7+EUz8AAAB4JJwGVCjl5Jdw6gcAAACPhNOACqWc/BJO/QAAAOCRcBpQoZSTX8KpHwAAADwSTgNqgXLawJdrA0UAAAAYecJpQBGwhsIGigAAADDyhNOAImANhQ0UAQAABqWrp4uGmk4NjdS21XZ0d5RqSultbnNu+832/Cv59GlLR8sI7xJtl/aE9oHGh3vrVFgaVmgraItDXolwGlDLBCxjhnvTPT0969ats7OzGzduXFBQEL0d2nqEUz8AAEYeZQV6UStOL2rUKTfUX6+nFzXt6mtqihSUb2hI01nQoXxD8/cdskBA4zQPW0SilkRVR4UWhn6h+iI4O3hDzgY/pd972e/RcHPe5oCMgC3nt6xMW8mm04h3vLd/ir97jPuS5CVu0W7z4uc5SBxmyGeIxCKaSEMXmQsNp0ZPpaFXnBd9+kbaG/MS5oUVhYXkhWQ0ZsiqZVXaKnmNvKClIKI8gvbhVNWpSm2lok6hvalVtapu3Q4utJ+9hlRk2vPspuymG020BioCLXXx6sVDZYdo/V6xXouSFtF2PWI8dFuP9aLhirQVvsm++0r2bcvfJr4kpn3YV7yPyvLJ+U8WJy3+ovCLree3JtUl0V5Vt1XT2sq15bRX55rPRVZG0pppK2XasmMVx2gKbSWlPoW+qwOlB2idq8+uptJ5x3mzbdG3QVNozR+d+8hH4fPPvH8GZQV9XfQ1DT+/8DlNWZe5bkHiApqHjdOc7FsVTgMqrDNYYWFhzz77bLkejYSHhw9tPcKpHwAgcCypFF8trm2vVdYrKR9QaKC3uin6yFKmKUuoTaCmOrw4fG/x3ncy3lmVvmph4sIXk16cnzD/+YTnZ8XNolxC4/R6I/WNt9Le2pK3ZXv+9l0XdtHr49yPqd19++zbK1JXvKR4iZrkmXEzPeQeFF9co12nyqY6ShzpRU27vcSemnbD1yTJJBpSS+8odfSM9XSVuc6MnTlFNoXGaQqtwUnqNCN2Bk2hjxzE/axhaK+J4onc0F5szw3ZFMN5aAdoOCVqCg0nSyf/PEWmmzItehoN58TPoeFLSS9RGdnQJ9mHptB3SEPafxrS/utinEwX41yiXLiy08w0pMLqpkh1U1gZ2XQ2j+Gc7FM2v7PMmQuIk6Mm9xqy/WRzsmV/Ueo7+CaF04AKK2A5ODhERUWxcRpxdHQc2nqEUz8AwGY03WiiqETxqPyq7qRFTE1MaGHo0fKjFIxOVZ06UHpAqpbS+I8VP249v/XzC5/7p/gvT11O8YXlAJYhDF99p4zyFwsHLDRQhqMMsShpEeWwxUmLqZjecd40ZU7cHDadprye8rp3vHdARoCPwue97Pd8k313FOygt3uK9mzM2fh96ff0RdGXFlYUJquW7VLt+rbkW/o0MDPQU+5JUY+LVmyLLGCxKSy+sEhkGFwmSn4eGoYkw+jDgtHchLm0lc8KPttZsFN8SUzDI+VHaOvvZb1HC1KWpXnYPtA4TVmqXEoLsjNe7ID+IvCxCGgQrZyjnLkh+67eSn9rZdpKdmaOhrqzUxmraZ0vJ79M3xWFY5pzVuws0e3zW7RF2kN2/u+V5FdoCn3PNL9wGlBhBayxY8c2Njay8YaGBjs7u6GtRzj1AwB4xHqulGpKaYSCTm1b7bGKY4l1idRiHbh4gFqv7fnbqRXfeG7jvIR5QVlB1K5vyt20Kn3Vl4VfUotO6YfeHrx4kFrTE1UnqEU/WXmSxg+XHQ7ODmZXZ3Zc2EENPDX8tDaa2U/ptzZjLTV4tFpqZV2jXbmWezhe9hJ7ak294ryouaX2lba+LGXZm2lvrkxfqYtrKcupsZ8TP4cCB3s5SZyo3aW9mhU3i15LkpcsUSx55+w71HJTidZnrf80/9Mt57eEFYdRYSnQ0DcQWRl5qOwQG3578Vv6ZrYVbPsg54MPz334TsY7NKSQsTlvMy3+yflPaMi+wN2q3TSibFBSEqq/Xl98tZi7gMh6VnH9q7ghm3Inx5oONL3oEGc1ZdGw6GqRvEZerimnOJvTnEP7T2+35W87WHqQ9pDCLn1FVEwKtWy4t3gvHdDIqkh6m1KfQpmY1kNLFbUWKeoUbCeNbZp2XtWqYqce2cVWrkQ0hb4B+gJzm3MpVV9ouUDfSaW2UqKW0DhthfaNxqu0VQm1CRTKs5uy2VnMfrdl+O2xBM+GJvZNOA2oUMrJjBkzprOzk43TyD333GNiZhN9xYRTPwAEjrVMlIRYW9Xe1U7tTWtHK7VwDe0NNKTmhI1Ta0StFLVblJyosTxecZxad/qPPgUd1v1lTcYaSjYLEhaIbnffYaci2AmDvteY+p566XtNynA46DCkX+qnUymSn68u0XTaTxeZi0eMx4tJL64+uzokN4TSG5WI2l1q6SkfxFbHUttMoYFeUrVUWa+kr0V9TW26ceVQOGA9q2h+1tHq1h0HGrAWwmlALVbO/Px8R0fH+++/fyRTC85gAcCt2/2KSjWl1MBTaEitT92Wv+1Q2aGAjIDPCj7zTfZ9P+d9ykDLU5dT1KBspLv2Eae79sF6E0+Pnk5DN5mb6HbnGHZmaGrUVO46i2HHF9NXf1h3nBnyGTRxUdIiSjxLlUtp68tSl7lFu7EzT3Pj59I8z8mf0209Rrf1n7rj6DvQsH1wl7vr+l/HzqA1eMV60fD5hOdpDS8rXtZdzUlfvTFn476SfRHlEWkNafSiPFShraCgo2pVsRMVlCMpRNI4jbBO1gC8E04DarFy2tvbf/TRR21tbSO5UfTBArAllJAiKyPPXD4TWhh6svLkptxN35d+H5wd/O3Fb4Oygr4p+YaGX6q+pJwUkhdCOWld5jrWKYSCCOtZTPlD9MuevIZ9gX+aIv15yOZkZ31YFxY2dIz6uZMNCz3PxejC0Px4XfcXvzN+zjLntZlr/ZR+7FrV6Uunw4rCKNhRvKM0QwXpdcXKEPvtff31evqIUhE7l9bR3UHBiGIQu+DIPjW8woXTQjA6CacBtVg577vvvmvXro3wRvfs2WPsV4SDOuTCqR8Aoxm70Maij+ElNnOGhj+/Yr+xZ5HL94wv5afVZ1d7xXptPLeRIhGlt8DMwB/Lf9yWvy26OnqXalfy5eT9JfszGjMOlR2iIY2nNaQdKD1w/sp5Cny17bXZTdmUbygM3br9e3sAYITTgFqsnH/84x8rKipGeKM9PT2BgYF2euvXrze8DxYCFsAwoYRRoa1Qtapk1TJ2C6IvVV8GZQVtztu8PHX5x7kf0/Cfef9cmbby0/xP2S2IfBQ+FHG8470puJhYs6fckztjxC7bsZ9NzY6bTUN2WW1h0kLuHFLA2QCKTbRFik37SvZtyt2UVJd0rOJY/fV61iOYnSu6k5soAoBpwmlALVbOr776as6cOXV1dZbagTtB9aOtrdbSewEwWrBLVJRR5DVyeoUXh+9W7X4v+71lKctmymey/klDu3FOYGagie3WttVK1JKG9gZ2xqhUU8omckPaq1s4hwQwmiBgDf+GrfmnebSrarXE0nsBYDGUZpT1yuMVx4OygnzP+E6VTR3wLo7swhzrAP6c/DldLyj9DYcWJC7QdcdOfJ6G8xLm0ZDdVmdF2gqvWC/aiqXLCgB8sqK2/g4JpZz8ovpxE/8nBpvGrpexW3Un1CYcLT+6t3jvx7kfr05fPTt+Nrsq1++L9W1yk7nRyGvK1xYnLf5S9eW2/G0UlU5VneIuxhl2xGZDww7aAGCrELDAFOHUDxCCUk1pXnPeobJDu1W7g7KC3k5/e37CfI8YD9YB3PRrXsI8r1ivT/M/DckLSaxLlKglde11lMlG4LmzAGCNhNOACqWc/BJO/QAbQFmHcs+RsiOUnJalLvvw3IcbcjZ8duEzSkU+Ch9KSGbdlFJ/+W9a9DTd7QYy1q5KX5XWkJbRmGHpwgH8Qk9X1832dhp2ajTdHR3X6+tp5JpaTRNpSFNuNDXRFG1FRVttbUNa2tXi4tqEhCt5eVWnTjXl5FRGRtanplYcO0YTS/bvV0dFFYaGlv/wQ15ISPG+fVlBQYV79rBhZmBg/qefpvj7n/vwQ4WPT/a77yYuWJAdHExD+ihh3ry0N9+McXdnw4w1a+K9vTMCAmK9vOhTGp774ANaKjckROnnd/6TT2hYsGNH2sqVRWFhNMPFAwdoK6Xff08rLDt8mLZecfy4bnj0KE0v//FHGq+WyUoPHGi5cKFGLr/e0EBluanV1ikU2qqq8oiI+pQUWlVjRgaNa8rLaXpHS8uV/HwqvloiacrKyt+27ZJYrBuePl2wc2dVZGTOxo2lBw/SFmkR1a5dtNri8HAa0rbKjxyh7ZZ89935rVtpuzS9LjGRvp/LCgUNaeW0CO0AbVEtldLaaM2qA1/UJMjzfgipiPkx45vVFyI/V369NPP79bFfzxJOAyqUcvJLOPUDRjP1NXV1W/UB+itbeuDLwi9DC0PDi8O/Lf02qjoqoTYh+XJyTE0MJaEliiXmRCh208vn5M95yj11zzZJW/lV0VdhRWG0KnmNvP56fYW2grIaOozDyKNgRAmJwgGFJIpElBuoUadIRC163ubNFF+US5cmLlwY4+ER5+UlmzIleto0qaOjzNlZ4uAQ5eREFTzK2ZmG0W5uEnt7NkUyaZKu4tvb64YTJ5oaDvhip3qniXS3Cpl+e5yGU/qb2eS2aId7D/X72Xe6lJVryhQaytzcdKWbNk037uKi+3TyZG4eNoV9St8A7W0UfWovknJrm6YfThdJ2LehH0r129UNHfVT5osk0+3F74jEvvbiD0XiZQ668RftxStFEjbl7YniEJE42F4cLhLvFonFIvGPE3XDk/rxU/rhad1QOA2oUMrJL6ofSUmLFQqfGzeaLL0vICCUbyjuyKpl/in+fko/0SCfkeId5z0vft606GkuMhdHqaO9xN5H4eOb7Hu04ii7VQH75R1uUgDDp6eLanFXR0sLvVpVqpaCghq5XC2Vlh89Wnbw4MX9+ykzXdi5MzckJGPt2tQVKxIXLKDMRLGAksRPzT8vLwoNM0TixSLxkonitSLxyoniYJH4DXtxkEjiZy9eIZIuthf7i6QvOomXi6KWOYsDRFHrXSQhE6O2uoi/Ekl3TxYfFEXtmyw+PlF62InSg/SoE0UH6THdMIoNf3Sh6fJDntIjDvFfzZF+5pi464WoXZMVOxdHhTgnbXxRsnpS8tsvSV6yV77xqmSeffKrL4sXihJ854uXiOJemU3bjV3hSfsTvWY6xZfowGk0lAdME68TxaydLt4kkn48WXxEJPnCQXxCPzwkkmyxF39NEWcSfRr1+hTdPtMwWCRdPUn8mUiy1V4cKRKHTaS9kuzTjUv2TBIfE0n3TaK9lRx20A2/n0Rrk+51FB8VSUMd6FPJ1w66bHTYXhePIif+HJX0Q8np3uHpp2HfF5vnBAIWDITqB6s0VVWnLL0vYPuabjTVtdWF5IUEZAT0f/2O/oMpsXeU6DJTr5/yzYqbNS9hXvLl5Pwr+Wxt7NFvmk5NE/57AHeAXX27kp+vraigoaa0lIZXi4vrlcrGzEy1RKKOjlbt2nXhs88oJ6UsX57w/PMJ8+fHeHjETJ8udaTa6jj0eDRJ/3IVRU2fLH7OIf7FefJFnqlvv5H81pKsje+lvfdm7raPz34ckB+6LfPTdYXf78kJ3ZB3aEva3jfPRLwS98OsmFPuklP2ErFD/1FArIsRErE9N2RTBnpNNDLs/alEogs0UqkjDWUyFxrGxEynYXQ0G7px06VSJ27+20tNMpji0GsPJRK25w7cPFH6rdwuqWFZ7LnhT0tJfh43+p3o54mKctbvoat+fyZzwxj9/sfGeMmiXFKVy9JiVxblhp2L/6iq6FRRxt6mmqxLKnGbpvpqw0UELDCF6odS6ZeS4o8zWMC79pvt2k5teHF4WFGYb7Lvq2dedZI6sbsbcC/PWM9FSYu+KvzqUNmhSm1l/fV6SkvsR380nt2Unducq6SGDvc4ADNQTurp6qJ41FZdXSOXN+fkUDxqSE2l8SZ9VKpNSCgKC7u4f39mYGD2e+/Fe3tTWpI4OPx0lW3A17TbL9fb2cjwU3v9FBfdpxLvieL59lEvT5H6TopZ/Vz0areELfPjt8xK3vuyYv/CpOOLEo7Pk0s8ZeKpUdIplC0oRlDO+ClMRDnT+O2h/hySwdB4aHDgQkNU1JSfg4vBkAWd6GhdpEhImEdvlUr/2FivzMxAhcLn/PktaWkri4rCsrODS0r25eRsLCram5UVVFgYStNpHrncMzHxBVo2Ls6LhvS2V4RisYlFLjZke8JCTEzMc/qlZnJRTC73oGFysg+tKidnA+1DTs4HlMzS0t6gFbJtxcR4cHGNdpWGqanLExMX0N7SSEHBDlrq3LmP9FO20k4WF4fTPqtUX+rX9n58vHd29rtJSYtzc/9J89OnKtWu+voz9fVKavU0mtKurnYab2+vq6tTXL9eT1O6uzvoox4zHs2EgAWmCKd+wMhQX1OXa8s35W76IOcDilP93gRhkmSSW7Tb6arT6FoON5p0/7WjSNTR0kJBur22lvVupjBE8aji2LHLSmVxeHjlyZP527aVfPdddnBw/vbtqcuX53zwQYq/f1ZQkNLPL33VqlgvL4WPj9TJiXXi6X0NbtLtjkST9PHIUSSeo+9jNFd/fW2GPjCx4Rz9yEsi8QKReIVI/KZI1yknRCQ5LBIf0l2T0r1O617SE5OkJxyj/+UWEzlNfnqG/LRntNRNFuWqD0n2ZpwoGvJroj6aPCeTOVOeyMgIuHTpdEXFsWvXqpubczs7NVptRUdHS2urqo3+l1KvbG0tVKslV6+W1NTIKUY0NmZQgLimf/ZR95CuoV/X3/OWVk6LX71aTG+rq2XNzecou9Am8vO3VVdHUya7fDm5tPRAa+uFysrItra6hoY0ijI0PwUXGtKybE9ovN+tsH2jT2kpij5UIjZ/52i6+4lwGlChlJNfwqkfMKxYn6rvLn4nun37qF9c+JPYz46f7aPw+Tj349DC0JaOFvSOEpSerq7GjIzWoqKCnTsvfv89BaPsDz6IcXc/4+cncXCQz5jB9XGOYj2ajfXaFvU5YyTSnzGikdn6kRdEYk+ReKlIvFCk65D0tkj8mUi8XSQ+SvFI32/mmD4hneyTWk4bXm8axhc7U0XxKCbGPT39rfT0t8+f/+T8+a3FxWEFBTu5IcUUGtL0ixe/Val2lZYeoshSWXm8qCisqSmrtjaBYgpuYWhxwmlAhVJOfrH6Qf8XSUxcQC/2XxMAM7XfbG+60bT1/Na1mWt7naOaFjPt3ax3t+VvK7lagj5Sto07C3VTq61NSLhaVFQcHn5JLM4ICMj9+GOZs3PCggXcD8GM9u9mPz3Tf/rTkP3EjIZTRNIpTpSZoua4iFfaRwe4Snc5yHa7iH+cKD3sqAtMx/XB6NSwxCOp1DE62lWp9KcwpFJ9efHifko5hYV7zp37MDs7+MwZ3zNnlpw58yqNZGauzcpap1LtpjCkVosrKyMvX06mMNTcnNfQkEZ/Zq9eLe7oaGF/Zod29ghGFQQsMIXVD/pDwP6U0Iil9whGuwptRZm2jELVx3kfO0md2OP5uFdIXkhEeYSmU4NzVNZLU1raqdXWyOWtRUWlBw7UyuXnt24tO3w4fdWqgh07khYvzg4OjvXyoreUmZJ9fenIx86aRcNoV1fuLNRPvZoMzjyxwCR3d9cttWRJ4oIFOR98kPXu+ov7958P+0QdI82N2FQaf+jsiXcuKHYki1/OUATGRs1ITvCRiO1j9F1wbncnMqenNjtd5EDZKC5udmrqCgpDOTkf5Od/mp+/rahob2npgcrKE+XlEZcuSYqLw0tLv6dhWdlhmkLTa2rk+otrKq22orNTgzAE/ULAgt76Pjbxxo2mtLSV9EJXdzCm/WY7Jaddql3UVPa6Mbq9xN4t2u1flf/Kbc619G6CWTo1mpvt7XUKRWthYXF4eFVkZEZAwLkPP5Q5OytefFEXgzw8uMt2Uv2v5Fg8+sWNjrjwNEV/OW+2SOLqIF4qki5w1P2ufsUU8SZR7EeeUfumKg69KI/0TIt7Iy7a62x6QHz83LNn34mN9UpNXS6TOSckvCC+3fOa9ZI2dqmORSuaRyp1jI+fo1S+SrGJXirVl4WFoeXlx8vKDtXWxlM8unIl/+rVYvqDhutoMHwQsMCUXvWD/rtGLwvtC4xGlKtUrSofhc/ipMW9Luq4ylzXZqzdWbCztq0WN+0cna7X13e0tNTI5Q1nzxbs3Fn41VcKH5+0N97QnXOaOfPnCGVwB0hdVLLXT5kuinKdIl4sks13Ey8XxbzuSbEpfsMc6dZJ8Z/PkXwzSf6dl/jkRPmPup+GyU7qzjBFiXU/YZNKHPtEpUGccxLrf3pGI5TD4uO909PfysoKKi4OKynZf/lycn29kv5GITbBaICABaYY1g/6Px/7G3fl9n2GQOCU9UonqZNbtBsXqhwkDtsLtp+qOkWhChcBLaK7o6NVpWqrrdU9CyUtrTA09JJYnLNxY8k336SvWqXatSvF3z9306ZYL6/kJUvEk0Qx7u5iL5F0qpP4JZHkOQexv0jirbtptfiFSTSUvuIkDhZFB7qKPxXF7ZwlPTg58ejz0lMO8VJv+lMQI3PXx53ev8Pv71KdvfjnewHobiYkk00V63/JTxMTExdGR7spla/T27S0N9mQwlNmZmBKin9e3ubc3E3l5UfLyyOam3ObmrI7OlpG1Y/FAPqFgAWmGNaPmho5+1tJIxbcJbA4Sk6Unzblbnot5TWWq9xj3JenLk9vSGd3SIeR0anR3GhqqlMoLiclUWbK2bCB0lKct7eYe4oI96QUe5FksoN4sUjyvO4W3uJ1E3VP+dilv9X1QX0MOqof/ksfg07q49FpR+5s0+37Pf4ckgwDU1QUC0zO4tv3kIyPn0t5Ky3tLf3Nk7amp68qKfkmP39bbW1sRcWx1tZC7iZDo+139QA8QsACUwzrB/0ppP9BlpUdQo9OG5Z/JV/TqanQVrB7oNOU7KbsMm3Z/pL9xyuP+6f4B2QEuEW7eco9WbSiXBVaGGrpvbZ9DWlpBTt3Vhw7RkHqwmefpfj7K/W3MIjRP3BNSuFptkg8daLYRySZoTsLFbVgkjhAJH3HSbxTJP1C90s6SYQ+GJ3Q33PytOENuO0NLtv9HJVuByZdz6fY2Bk0VCgWU2w6e3Z1UtLiCxd2Z2UFVVREFheHNzVlVVWdamurbmhIY7dZ6unpMuc2jAC2DQELTOm3ftB/PXG/BpvR1dOlqFPIqmXe8d4vJ79MmcklSnfzT3e5u5PUaaZ8pu6uClLdfRgnSib26mVFMQvXAe9ET1cX6wXVmDHALVUlU53E80XiefYUm8TvTBTvEok/EYmPiMR79Te3PKKPTZH6qHRaf7ZJbHjO6efnlrDbarMzTNnZ7yYn+xYXf52bu0mtllJUamzMoP9EXb1apFZLtNrKmho5/WNvasrm7jyJ2ARgPgQsMKVv/WhtVemf2OCAnljWrkJbsSl306qzq7gIxT3vr+8TAGnoFKW754JPss9rKa9ty99Wf70e6WoI9Iklu/TAgcy1a+PnzOEu5xWGmjoRKP1B3yX8pP6c0y+eMvvzU1BuP4HEiQtS7MkhZ88GKJV+ZWWHCwtDr14toRSFM0wAIwABC0zpWz+4nlj0f1yL7BLcofab7cp65byEeXPj53LnpShgzYqb9V72e6GFoacvnQ7JC9lbvHdl2srPL3weXhxO82c0ZiBRDc2N1qbm/LzSyEM5G4MTX18YNd1Fdzlviv4xLK4i8WKReKa9+FXRuX9+aGIl7IIdu4RHsYkSVVraG/Hx3rm5H6emLi8tPZCfv62uLrGkZH9zc25lZaRWW1lXp+ju7ujoaBmxkgKAIQQsMKVv/aA/2fRHvLg4HD2xrE52U/bR8qNOUiePGA/u7NSc+Dk/lP2Qj/ORd6anp+taa3VjZUZx8t58+adnjryacGhe1EFnyfeTdA9g+UF/Ie+o/pzTcf0wkvWF0p950l/Oy8382MT6GxszCgtDW1ou1Ncr0TEcwCogYIEpxuoHNSf0v+SKimO40DD6qa+pt+VvW5uhe1jN5KjJLFfNlM8MyQuhj7pwBM1GyebKlfyaGvnFi/vPn9+apQxSxrwS96NX1PHJkh/tf3rKr7mPWJlo0EdKN6QVWrp8AMAnBCwwxVj9qK1NYO1EdbVshHcJzKRqVYnVYvcY99lxs7l+VI4Sx6XKpQdKD1h676wAxalW9YXqc9L8pE/TxW/JT3tKT00eIDaxgHVCf0vMA5PEERPjD8yKOeiRGbtGKVtapArT388pQqXapVZLCgtDKauVlh5oasqi/6vgpBSAjUHAAlOM1Q/upqMNDWkjvEtgWkd3R0Jtwua8zRSnnKOcuUuB8+LnhRaGZjQO8Gs123bzZntHRwtVWko2FRXHS0u/LSnZp1J9fuHC5+fPb8nL3Zx99l3FiRflP86U/uAkOa4/KdVvkNJHKHGESBwpkoRPkhwUxX89R753Zm5kSGbEuisXz9fk6O4V192By+gAwoWABaaYqB8aTenVq8UjuTNgWoW2Yuv5rW+lv8VdCpwknTQ3fi7lquKrxYLqn97WVnvtmrqpKZtlqcrKf2Vnv5ee/lZ0tKtEf8Onwb1O6odfTBR/KYp6w1mybFLKW/6KlS9XnTxZduyHm+3t9LJ0iQFg1EHAAlNM14+Ojhal0i852bcN9++2qITahHkJ89ilQAeJAw3dot0obKXZ+vlFdrsByvqtrYVlZYdKSsJTUl5PTn7p9t3GTV/Om/hTeDqlPyN1St/9nEa+nyg+IpJ94yr7dmrG8YDUiBU1GbFVipPX6+uvFhf3dHV1tOB3eQAwMAQsMMV0/VCrJaytKi+PGLFdAkOKOoVvsq93vLfuhgti3Q0XFiQuiCiPKLb+k4vXr9ffuNFUUXGsouIo5fiUlOWJiQsVCp+srHfPnfswMzPw7NkAuXxmTIyHOWehJP+aJDnuELXNUfrPSeKXRLqXu0jspb9dwjSR1G2K1MPx3KYPcj/dpK2s1F6qtHTpAcDqIWBZB5lM5urqet999z3yyCNLly5tampi03t6etatW2dnZzdu3LigoCB6a3r6YJmuH9T+JSf7UpuHM1gjjyJUSF7IC4kv6DqwS+zdY9y35W+z9kuBVKOuXVOfP781OztYInFgTw4e1Cs+fm5S0uL8zE/zlZ8kvDcvZpWHeJ7+jlP2IvGkX9w/NcadvjP3Czt2FIWFdbS24rwUAPALAcs6TJ8+PSoqSqvV1tfXL1u2bObMmWx6WFjYs88+W65HI+Hh4aanD5Y59aOzU5OWtlKp9MPzc0ZG042myMrIJclLKCZMiZriJHXalLvJ0js1FK2tKq22qrg4vLj4m5QUf6pC+lDl1F9smpOUtIiifHKyT3S0a3S0W0yMB73S0t7MzFybn7KzIPnz7M/ez9yyJnHhwnj90457vRKefz5p0aKcDRuyg4NrYmKqZbKeri50QgeA4YOAZX00Gs1vfvMbNu7g4EDBi43TiKOjo+npg2VO/aiuluFC4YhRtapWn13N/ULQP8Xfik5Z9fR01dTI1WppUtJienG3gOp9OU8ySSZzO39+i/6+5HkaTanhSrq7O+h1tbykOT8vfdWq5Fde6RunfgpV8+cn+/o25+ZqSkuN7RIAwDBBwLI+J0+edHFxYeNjx45tbGxk4w0NDXZ2dqanD5Y59ePGjSaFwicxcUFLywWcxBpWm3I3sQ7sNPSO9y7VlFrFbUIbGzPq65WpqcuTk5f030FKYh8X50WRKy8vpKgojGqUsecE9HR1VZ06VfT1133jVJSzc7Srq9LfP3XZspJvvik7dAgnqADAghCwrExOTs6ECROKi3/qwjxmzJjOzk42TiP33HOP6en9usskM3dMq62QSp0kEofm5tyhFAxMUtQp/JR+c+LnUJSYHj39ROWJ+tGdZTs7NRpNaXr6qpSUZX3PVMXHz01Jef3ixf2VlZE024C5nF3OKwwNzQoKMgxVck/PxAULKo4erZbJunC7BAAYTRCwRql+801iYuL48ePPnj3LTRkNZ7CY+nolazupyRzatsCYphtNPgofdnerbfnbspuyLb1HRvX0dNXVKSoqjlLalslcDENVTIx7UtKiS5ckA0ZwilM01FZUaKuqVLt2FezYEevlFePhYRitCrZvL4+IYHMCAIxCCFhWIyIi4tFHH83KyjKcOBr6YDHUspaU7C8sDK2oOFZeHoFHQfNll2oXBYpFSYscJA5bR9/j6traatvb6/LztxUWfpWUtFiheNHwfBVlrISEFyoqfqTUZfqxlVeLi1svXEhftSr97bflzz1HL12Qsrc3DFUSe3upk1N1dHSrSjViBQQAGBoELOuwY8eO8ePHFxYW9pq+Z8+efn8taGz6rUEe8sHWj8bGDNayVlWdGtSC0Fd2U3ZQVtCcuDms39Wo6m5182a7/pl6X+hT1JS+3arOnn2nqCiMZjO2hp6urjqF4nJycmZgIIWqvnHq51Dl6Jjy+utZQUHaqqobt29QAgAwyiFgWYe+XaO0Wu0t/f2uAgMD7fTWr19veB+sfqffGuaAdfVqMWtfa2pib9xAWzhEmk6NvEa+OGkxRQwXmQvFrITahOHeaGen5vr1epVq18WLB5KTfbOyghITF6SnvxUT456cvEQu90xNfV2p9MvICKDx+Pg5+gM9kUtUMpmbXD4zLe3NysoT3EXAjpaW7o6OxoyMlgsXyg4dqvzXv/JCQs5v3Rrv7R0/Z07fOBU9bRp9lLpiRWZQUHF4eHlERHttLe5QBQDWCAELTBlC/dBqKy5fTpbJnNHhfchWpa9indlpSOlqWLfV0dFSWnrgwoXddLwoS/WKTaZfUqljTs775eUR166pb95s79RoKAxRMCo9eDDF359yksTBIcrFRXciauJEYzdTkLm4yGfOLA4Lq4yMxO/+AMBmIGCBKUOrH1yHd9wZa7AUdYrlqcvnJcyj6EHD4fipIIWhzk6tWi25dOm0QuGTlLRQf7DsDc5FTY2OdktO9pXLPVNSltFIRsbapKTFqakraPqZM0uSk5fk5n5UX3umra2W/b6vRi4vP3JE6uQUPW2asSDFrvdR5KJEdWbJkox33lGLxQ1pabQ4+qoDgO1BwAJThlY/enq6CgtD8/K2pKW9qVT64UE6Zuro7mDRalrMtENlh9TX1He+Tq22QqutLCjYWVKyLz7eOyXlNYpQ0dHT9Oeffn4QDSWns2dXl5Udam1VdXZqjK2NjuyNpqbC0NDCL76IdnNLeP55GsbPmqXLTwbnqCSOjtHTpye//HL2hg2Fe/ZURkbWK5XNublttbW0OE5TAYAQIGCBKXdSP+rqFKzxLi09wOMu2aqwojAHicMrZ16hhBKSF3Inq+ru7qBclZ+/LSdnAzsj1escFbsIGBXlHB3tmpW1vqEhzZwOc+zy39k1a/o/O+XgkP7225S9WlUqSlE4KQUAAoeABabcSf3o7NQkJ/vGx89RKF5KTFxATT5/+2VT2LMFveK8KKe4x7i3G//lnTEdHS2VlZHV1dGpqcuzs9+XSp1iY2dwt0uQSBxoKJd7xsZ6UZzKydlYWXm8qupUr0fQmNDd0VEtk2W//75hxynl0qU577+f4u+ft3mzWiK5kp8/2N0GALBhCFhgyp3XD+48VlHRXvyusK/iq8V+Sj/KLHPi5vin+EvUEvOXbW1V1dbGU4qlCGtwyW8iN0xImJ+bu4kOwZUr+UO+Mxklp4IdOyhUSR0cdNHK2bk5J6dTY/QyIgAA3ELAAtPuvH7cvNmelrYyKWmRTDZVInFobMzgZcdsQG1bbXB2MOtxRUMfhY85S1FIbW7OzcwMTEtbob/MN4WLU9HRrvQNK5V+KSn+rDfVHd7uta229uK33+oe8+foqAtYTk6XFQrciQoAwBwIWGAKX/WjoSGNncc6d+6j6mqZ6Zt6C8HGnI0UqpxlzjScIZ9xqupUk/HTe/R1Xb9eT5kpL2+T/pkz07jLfxSwpFKnnJwNarWkra3WRP/0waqMjGSXAln/qosHD+IiIACA+RCwwBS+6gf7XWFW1nrueYWCfZZOeHG4W7SbW4wbRSvPWM9NuZv6fbbgzZvtra2q8+e35ud/KpM5x8V56UPVJHb3KRqmpi4vKNjZ2JjB+zfZmJER7+2dMG8e6251/pNPahOG/TanAAA2BgELTOG3fmg0pSxgyeUeMTHuV64I64yI+po6ojzCI8aDdWYPzAzMMLhgShm0uTm3tbVQpdqVl/dP7mYKt0OVrqN6XJx3ZmZgbW1CRwf/Nze/2d5+tbg4dfnypIULWbTKevfdykg8uhsAYCgQsMAU3usHhaqLF79lMSs9fWV+/rbhyAqjE3v0zey42QsSF0Tqz+FptRUlJftVqt3R0W6Jic/rL/m5cHFKKnWiYWLiwqSkxaWl3w9TrurUaChFlezbJ3Vyirl9m9A4L6/s4GDetwUAIBwIWGDKcNSPnp6u3NxNZ874sZiVn/9JQ0OabffKqm2rjSiPeCnpRQovryQtyMwMzMoK0vemcud+/cdupsA6rSclLUxLW1ldLWttVQ3TN3NNrW7KyVH4+CS//DLrZcWildTRUennNxxbBAAQFAQsMGX46seNG01SqRPrqU2vsrIfbO+G752dmqtXi4uKwubpLwvOjXLcLBb9S9+DisUp1psqPn5uUtLioqKvVKpdLS0Fw9GtylBzbm7JN9/oOrBPnWp4X6uU118v2b//Zvug78IFAAB9IWBBb3f90vBtiPIH9+tCFjVqauJuDv42m6PBtWvqysrI5uZzZWWHKiuPZ2QEpKe/TSX6JGryfLHIQ59iXvjpZgrTWBd1el26JKmrU4xMkTs1mqpTp/I2bdLddmHyZPZkwGhX18w1a2rkcm1FxQjsAwCAcCBggSkjUD8oYxUVhd1+Ip6rVOpUV5d0jY/H8A0TykPd3R1NTdldXbof+lVUHNM/F9lDf4FvMtct/QeJw8dikbN4IkUrD+mkT6KmZBRsLy4O12hKR/iGqx0tLSX792esXasLVZMmseuA2e+/r5ZI8EAbAIBhgoAFpoxY/SgrO5SV9d7ts1m6gFJS8k1NjXw03M2hs1PT2Jhx+XJyXl7I2bOrJBIHudyT/RaSux8V65Auk+m6qLPH1MyRuejucRXjTsM9haEW2fO22tri8PDUN97QhSp9tJK5uqp2725IS7PI/gAACAcCFpgywvVDpdqVnv6WwTOJRenpq3JyNl6/Xj+Slw4p1Wk0pZWVkSrV7sTEBXL5c9wv+9g902/fOmESe8Yfpavi4jC1WqLVVlIo/Er1pXvMdE+5J0Wr5anLh/BswTvXlJ2duny54qWXuGgV4+FReeIELgUCAIwMBCwwxSL1g5JNXt5mw5gVE+MukzmXlh6oqDhGSYuXsMVuj06vujpFY2NmScn+srLDWVlBaWkrKDCxc1G345SD/uzUVH3fqTdSUvzLy48UFoaq1dL8/G1abQX3Q79STemB0gNTZVN1Pa4SXjhWcczE/dmHSY1cHuPuHjtzpq7f18SJNIz18rqcnIxH3AAAjCQELDDFgvXjypX8ysoTsbEzuV8acmGLAlBGxtrU1OWlpd9R0Ll8WcE6mKvVkpaWgupqGQ2rqk5dvnymrOzQpUtilWoX5afMzMCcnI0KhQ8tGB3tFhc3S99ryrnfxyRzv++jzRUV7SkqCrt2Ta3RlJreZ69YL4pW3vHe9BrUY5t5UadQJC5YEDdrFvthoMTBIf3ttxvS0vBgZgCAkYeABaZYvH50d3d0dLQUFOxMT1/ZK2kZvH4+z9R3eDs29b/U7Vt6Tub6TqWnr1Iq/aqroymumf9oP3mNPCAjYF78PIo2NDKs30kv9A01ZmSk+PtTrtNFK3v7uNmzC0NDccMFAAALsngDOmKEUk5+jar6odVWNDSkFRZ+mZHxTmLiwqgoZ5nM2US0Yh3P2TkquXwGTUxOfjk62i0zc41C4aNSfZGTs7G2Vl5eHqHVVrKbnQ7h933HKo75KHyco3SPbV6ctFhZr+wYkY75nRpNtUxWHBYmcXCIcXf/6bYLbm55ISEjsHUAADBtVDWgw0oo5eTXaK4f3d0dnZQyNKUUvOrrla2thdXVsitX8tRqCRtva6um6Z2d2qtXi2l+3p8zI6uWrUpfNTlqMkUr12hXGoaOyK8F22prS/bvT1uxQndHK0dHdjWQXllBQSOwdQAAMMdobkD5JZRy8ks49WMInKROuntcxXjQyKGyQ8Pan52SZI1cXnXqVOKCBQnz5+t+G+jkpPttoLt7ymuvVRw71t1h+ftZAAAARzgNqFDKyS/h1I9BqW2rPVV1am3GWgpY4cXhXcP5IMWm7OyMgIAzvr5cqGLPDaSYRbnqmnr03pEVAEDIhNOACqWc/BJO/RgU73hvilaBmYEas3vBD1Z3R4daIon39mY3XGB3YI+ZPl3m7Jy/fTt+GwgAMMoJpwEVSjn5JZz6YT4KVex2DMPxa8Gb7e21CQmFe/ZIHByip0/nelmdXbWqPCIC56sAAKyFcBpQoZSTX8KpH2Zalb6KotXnBZ9HVka28NprXltRURwervT3110K1D+MOWrKlBh396KwMNwjFADA6ginAbWFcjY2Nj7++OOGx6ynp2fdunV2dnbjxo0LCgqit6anD5Zw6oeZWMd2P6Ufj+u8Xl9fHhGRtHixLlTpe1nFenkp/fyqTp3icSsAADCShNOA2kI5V6xYsXnzZsNjFhYW9uyzz5br0Uh4eLjp6YMlnPoxoF2qXe4x7iF5IQEZAdlN2byss1OjqVMoFD4+umjl4kJDxcsvlx06hCcGAgBYO+E0oFZfTpVK9ac//en69euGx8zBwSEqKoqN04ijo6Pp6YMlnPoxIAeJg0gs8k325XGdqcuXU6iSTZ1Kw+QlS+qVStx+HQDANginAbX6cs6YMePw4cO3fnnMxo4d29jYyMYbGhrs7OxMTx8s4dQPEyLKI/xT/N/Ped873lteI+dlnVWnTil8fGL1zw1MXLCgRi7vaOH5PqgAAGBBwmlArbuccrlcJBKxrlSGx2zMmDGdnZ1snEbuuece09P7dZdJw1Ieq8LOXVHG4mVt1+vrKyMjYzw8dLdd8PAoPXAAFwQBAGyPcBpQKytnr3zz9NNPnzlzhvuImw1nsIaVqlV1oPRAQEYAZayI8og7XFtPV9fV4uJk/S1DY728pE5OxUPtGwcAAKOccBpQ6y6nsRNL6IM1rNxj3NkNRe/w+c3dHR26G7K/8w5Fq2g3Nxoq/fj8HSIAAIw2wmlAbaechsdsz549/f5a0Nj0W4M85MKpH71oOjVpDWnshqKbcjfdyapuNDWxzuzs7lYJ8+dXRkbi1lYAALZNOA2o7ZSz132wAgMD7fTWr19veB+sfqffQsAyD3sYzofnPlTWK+/k9FXOxo263wnqb8EQP3fu+a1br+Tn87ifAAAwOgmnARVKOfklnPphqKWjxS3a7Q4fhkNBqmDnTnZBMN7bW7Vrl6a0lMedBACA0Uw4DahQyskv4dQPzvLU5RStPs3/NLw4vLatdmgr6WhpifXyomgVN2dOZmBgY0YGvzsJAACjnHAaUKGUk1/CqR8cdlOGlWkrh7yG7OBg3e8EZ86kIY3zuG8AAGAthNOACqWc/BJO/SAStSQ4O3hv0d6AjABVq2oIa9BWVJQdOiRzdaVolbRoUXNubk9XF+/7CQAAo59wGlChlJNfwqkft26fu1qVvmrIa4j39tbdmX3hwoyAAFwWBAAQMuE0oEIpJ78EUj86ujvyr+T7JvtSwNpfsn8Ia6iRyylUxc+ZQwGLRnjfQwAAsC4CaUBvIWANjUDqB7spQ2hhaP31+qGtQebsrLssuHgxJS08sBkAAATSgN5CwBoagdQPJ6kTu2P7EJatjIxM8fdPWbaMAlZhaCjv+wYAANZIIA3oLQSsobH5+sGeNhhbG7uzYKf6mnoIa5A6OVG0Svb17Whp4X33AADAStl8A8oRSjn5ZfP1w1nmLBKLgrOHcjOFGrk8MzDw7OrVEgcHPLYZAAAM2XwDyhFKOfll8/WDPc55W/62QS3V3dHRnJvL+l0l+/qi0xUAAPRi8w0oRyjl5JcN14/w4nA/pZ/iskJRpxjs0waTFi/W3aV91iz0uwIAgH7ZcAPai1DKyS9brR8tHS0iCkeDf9ogxalYLy/Z1Km0dOry5dfrh/irQwAAsG222oD2JZRy3rm7fsnSuzMs2m+2U7RykjrJqmVmLtLR0lKvVLIu7QkLFqh27dJWVAznPgIAgBWz1Qa0L6GUk193AQAAwJBYug0fIUIp56g13FVtBKoyNjEa1o9NjJL1YxOjZP3YxChZ/8hsYnQSaLFHD/zjEcgmbKAItrEJGyiCbWzCBopgG5uwgSKMWgIt9uiBfzwC2YQNFME2NmEDRbCNTdhAEWxjEzZQhFFLoMUePfCPRyCbsIEi2MYmbKAItrEJGyiCbWzCBoowagm02GBdBPvvc7TBgRglcCBGCRwIMAGVA6wA/oqNEjgQowQOxCiBAwEmoHKAFcBfsVECB2KUwIEYJXAgwARUDrAC+Cs2SuBAjBI4EKMEDgSYgMoBVgB/xUYJHIhRAgdilMCBABNQOQAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhaMNJlM5urqet999z3yyCNLly5tampi03t6etatW2dnZzdu3LigoCB623dZY/OYsyz0YuxA3NLf3YcxtiwOBI+MHQgTB4iDA8EjY1+4VCqdMmXKr3/9a5ru6+t7+fLlvsviQEBfCFgw0qZPnx4VFaXVauvr65ctWzZz5kw2PSws7Nlnny3Xo5Hw8PC+yxqbx5xloRdjB4JjImDhQPDI2IEY8ADdwoHglbEvfOrUqZGRkS0tLRqN5qOPPqIQ1ndZHAjoCwELLIn+YP3mN79h4w4ODvTXjY3TiKOjIzcb19Ibm8fEsmAOwwPB6RuwcCCGW78Hou90HIjhZuxAUPz693//d+4tDgSYgIAFlnTy5EkXFxc2Pnbs2MbGRjbe0NBgZ2fHzcb9FTM2j4llwRyGB4JjImDhQAyTfg9E3+k4EMOt3wNx7dq1LVu2GJ5KxIEAExCwwGJycnImTJhQXFzM3o4ZM6azs5ON08g999zTdxFj85izLBjT60BwTFwixIEYDsYOhLHpt3Aghke/XzjrlfjQQw9dvHix7yI4ENAXAhZYRmJi4vjx48+ePctNMee/evhvIu/6HgiOiYCFA8E7YwfCxAG6hQMxDEx84VevXt24cePkyZP7foQDAX0hYIEFREREPProo1lZWYYTzemsgI4O/Or3QHBMBCwcCH4ZOxCmD9AtHAi+DfiFU8bqt28WDgT0hYAFI23Hjh30H8TCwsJe0/fs2WPs5zZcS29sHhPLgjHGDgTHRB8sHAgeGTsQJg4QDsRwMPaFv/zyyyqVqrOz89KlSytXruy3DxYOBPSFgAUj7a4+tFrtLf0NYwIDA+301q9fb3jDGO6vmLF5TCwLxhg7EH0/MlyEjeBA8MjYgTB9gNgIDgSPjH3hP/7449/+9rd/+7d/e/zxx5ctW9bc3Gy4CBvBgYC+ELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQtG2mAf9mxsujmPwjWxeK/erGPHjjW2w337eg9qcQAAECAELBhpg33Ys7Hp5jwK18Tihnbu3Ll27VrTu32X8ZtCmbM4AAAICgIWWJI5D3s25059xp7Mas7iHR0dEyZMqK6uNr2rxgKWmYsDAICgIGCBJZnzsGdznjVh7BG55iweHh7+6quvDrirxgKWmYsDAICgIGCBxZj5sOcBn5Zq4lG4Ay7e3d393//93yqVasC97Tdgmb84AAAICgIWWIb5D3s2fQqq73p69Uk3vXhERMSsWbMMp/Tbpf2WkYDVd3EAAIBbCFhgEYN62LOJTlQDPpnV9OLk73//u1KpNGef+w1Y5i8OAACCgoAFI22wD3s2Nn3AZxWbXpxIpdJJkyaZudt9A9agFgcAAEFBwIKRZuyJqoN9WqqJR+EaMvGwVScnp5MnTw52hwe7OAAACBACFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELAAAAAAePb/ARFk8QCwPLvkAAAAAElFTkSuQmCC)
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