Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Laurianne_Palin_061610_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 31 2009 |
Start Time | | 2009/03/31 01:00 |
End Time | | 2009/03/31 10:00 |
Key Words | | substorm |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -2.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 71.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Laurianne_Palin_061610_1 |
Minimum Dst Value | | -3 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIEp1biAyOCAxMToxNjowNCBFRFQgMjAxNw1pgnsAAAGzdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiTGF1cmlhbm5lX1BhbGluXzA2MTYxMF8xOiBPcGVuR0dDTSBwbG90IG9mIHJobyBhbG9uZyBUSEVNSVMtRSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwOS0wMy0zMVQwMTowMDowMC4wMDBaIiwgIm1heCI6IjIwMDktMDMtMzFUMTA6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjEyMzEwMDk5OTUsICJtYXgiOjEuMDIyNDM5MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfaeZ6d8AAAAEZ0FNQQAAr8g3BYrpAAA92ElEQVR4nO3deXwT9bo/cJp0Sfd0oXShpdBCKVCgKNBakLKVAooC6mGTA7iyKS5AQRZBQfEIclFpD1hXdreqUNBTQQThCFLtqVhqq62XelupGhXPybnkWO9z+/2d+c39JpNO2kkyyXzef/Q1mczynedJ5/tkZjLT6XcAAAAAUFQndzcAAAAAwNugwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAosAAAAAIWhwAIAAABQGAos8FSdOuHTCzxnfCpOnTrVs2fPNpfsjFXjQw7gufDfC/+fZ+3NhdZ6VrPBqZzxYRg2bNgbb7zhllXjs+0MiCq4Bj5nnsr79hGd/q1Lly6zZ8/+/vvv25y+I6traWlZtmyZ0WiMiIgoKCigl8Jbn332WV5eXnBwcHx8fHFxsXULuUU5NL2d9doktVIplZWV48ePD2lFA3/7299kzuiQxsbGBQsWJCcn+/n50Ybk5+cfOnRI5rtVVVVTpkyJjIz09/e/+uqrX331VTaetrFPnz7igNBwenq6Q4l2xnGmsLCwf/7znx1fdTs479+8ky1SaxR/mbGe5XcZuRMGfvrpJ/rY9+zZMzAwkD4bN9xwQ1lZmcwW2mmYC3jfLhecDZ8YT+V9/+3CFjU0NNx8880zZsyQOX37FBUVDRo06OtWNLBz5042vrq6OjExcdeuXT/++OM333wzffp0++t1dHqp9donc2Nramo6d+68efPmxlZbtmyhlzRSzrzyUYK6dev2wAMPfPHFF//4xz+oFH7nnXfGjRsn590vv/ySCugnn3ySYkVVy1//+tepU6cK20j11ttvvy2s6M0336Qxbi+wZM7iWQWW1CraLLCkFmI/d8IAfRLuuOMO+hj893//96VLl/bv3z9ixAg5DWv3NErxvl0uOBs+MZ7K5n87dfbUXUVGRtJ37smTJzc3N9ucWLzXoz64a9euPj4+4vF2llNYWEjdp8FgyMrKqqystD/+t99+e+SRR5KTk+mr6ty5c3/99VeZW/Tdd99FRUXJ3CjxgM1m2JSdnV1aWsqGaSAnJ4cNU4X0zDPPyGxnO6aXWq991um2+QGYOXPm2rVrxWPWrFkza9YsYZZNmzbFxMRQMBcuXEg9HBsvlSapeM6bN2/FihVSTbX/LtXNjz76qNQ2HjhwQBwQWumrr74q1eXb3BZhYqre7r333i6taIAdgrJ/OMTRWaz/fWyGy+ZiOW1+yKUWYmeld999Ny2QpqdA2SkOlCqw7OdOGAgMDPzpp5+kGtNmS7gJrA+kiTPSZlSlPvkWi2X16tVJSUlGo5G+DNhcl52MCG0YPnz43r17hQbTl4q4uDiZmw9eAAWWp7K59+nfv//Ro0f/8Y9/0P/wokWLbr/9dpsTi/dHN9xww7fffsuNt7OcG2+8sa6ujvZE69atE/anUuM3b948evTor7/++scff6Ru/v7775e5ReICq82NEg/YbIZNtM8Vdrj0TZr2pGyYdpe0b6X9IO2XZ8+ebTKZ7LSzHdNLrdc+mQUWNaa2tlY8hl7GxsYKs4wZM6ahFQ08/PDDbLxUmqTiSRtLXZdUU+2/Sy386quvpLaROryePXt+9NFH9PLYsWM0TGOkunyb2yJMTEmh8RdbjRw5kgpNbgJrjs5i/e9jM1xSixVr80Nup202V7pq1arx48d/2yovL88FBZb93AkD1Kpbbrnl5MmTtLFSTbK/LvuNF2ekzahKffLpO0Bubi7979D4JUuW2FyXnYwIbThy5Eh6ejrFgb112223Pf74421uFHgNFFieqs29z88//0zfomxOLN7r1dfX218mt5zGxkY2/Pe//52+jNof37t37wsXLrDhpqYm+p4tZ4to3zStlcyNEg/YbIZNOp3uypUrbJgG9Ho9G6YB2tV+14raMGfOHKl2tm96qfXaJ6ezYY0xm83iMdS7+Pr6Cgs5f/48G/78889TUlLYsFSapOJJCxT3jtw3+zbf5VrIbeOf//znSZMm/d56LmnHjh1S2y61LcLEPXr0ECaorKy0nsCao7NY//vYDJfUYqXY/JDbaZvUSquqqtgwzehQgWWT1LvihdjJnTBAW0elyYABAwwGAzXywQcflDqiI7Uu+40XZ0TMZlSlPvmpqanWx7+5ddnJiLgNgwcP3r179++tJ8epAZQjm80Dr4QCy1PZ3N2cPXt21KhRERERbH8kdN52CizxdanC+HYsx+Z42t2L949UW9jfIiYmJmbmzJmXLl2S2Zg2m2GT1JEkGi+smmqm6Oho63Zyy3F0ekWOYNlEobN/BEsobmiAejg2LJUmqXjSAq2PUcl81/4RrN9bz7zExcXt2bOH/gon6WxObHNbhIlpjP0JrDk6i9S/j8yWiLX5IZfZNvH0wkkrmt7OVsv5r5H6F+MmsJM76xkpdFQZ//GPf5w4caIwjXXRZp9148UZaTOqUp98cbSl1mUnI+I2lJSUpKWl/etf/5o+ffq2bdva3CLwJiiwPJXNvQ99i3rppZd++OEH+n+mv+K9rfDNib7vtlmRSC3H0QKL9ix1dXUd2SI5jWlfgSV1LdSwYcOoTmLD9KW2zYLJ0emVugbLJtqJW1+DRdWqsBDhOzcNCN+5pdIkFU/qFAsKCqQmtv/ujBkzNm7caLPxwjSPPfaYr6+vcDJFqsu3uS3CxFIHGNjVOTa14wiWnJdyjmC1+SGX2Tbx9O0+gmVnmjZDIZU7qRlNJlNoaKichtnEZZObpc2oSn3ye/bsaX0Ei1uXzIxQsZWRkbF06dLk5GThSkHQCBRYnsrm3ic2NvbNN9+k745fffXV1KlThWmoF1+3bt2vv/769ddfT5o0qc2KRGo5jhZYW7duHTNmzBdffEF7lr/97W9/+MMfHN0iOY1pX4FVWFho89d8xcXFVJEIp/zmzp1rv52OTi+1Xvust8Xm1l24cIEqvC1btgi/IqSXwvEkmiUvL49dt0QDwlUjUmmSimd9fX18fLzwO8Eff/zxnXfekfnul19+SQmlhl28eJFy+vHHH4t/RShz2+1sizDxQw89JFwiM2rUqFWrVrHxnTt3pobZXJHULB0ssKQWK9bmh1xm28TTC9dgjRs3zmUFVpszjhgxYv/+/fRV5MqVK/QvcNddd1E7HVqmGJdNbpY2oyr1yd+wYUNubi7NJb4Gi1uX/E/Lvn37aORzzz3n6NaBp0OOPVUnKzTy0KFD9J3Mz88vKSlp27Ztwv8wfcHKysoyGAzdunXbvn17mxWJ1HIcLbB+++03mr13794BAQH0Na6kpMT+Ftkc32Zj2ldg0TdL+lppbLV8+XLxUX3qrakuiYiIuPXWW8UXrVsHvB3T21mvVFhsrlRq6yoqKvLz84NbUc/62WefiWdhv7yjps6fP184hSSVJjvx/Oabb+bNm0eFlK+vb1RU1OTJk0+dOiXzXeqlaAxtvr+//+DBg8X3wZKKgM2RNrdFmNhsNi9evJj9yIsGhLM5mzdvplXbXKbULB0ssKQWK9bmh1xm28TT33nnnRQcCtH69etpyTY3oc2t4Eba3O1IzfW7rf/N999/n7JPDaPdUffu3RcuXPjDDz9IzSv14Rdw2eSmaTOqUp98Kv5WrlzZtWtXaid9GbC5LvmfFvqE9+zZ02Kx2IwMeDHkGEArvGmf7k3b4mxUc1Mp4+5WqMW//vUv4WcfrnH99dfv2bPHlWsElcBOCkArvKko8aZtcZIlS5Y0NjbW19ePHj36vvvuc3dz1OLs2bP2f86soN9+++3Pf/5zRkaGcKcG0BTspMDVrI/8O7WzdPHq2sc1jVThhrebN22Lk2zdurVr164xMTF33HEH7g4gCAkJ2b59u2vWRZ/S5ORkKulcszpQG+ykAAAAABSGAgsAAABAYSiwAAAAABSGAgsAAABAYSiwAAAAABSGAgsAAABAYVopsGz+DB4AAACU4u6uXl1UFI42M9TS0rJs2TKj0RgREVFQUNDmM0a4hSvRRgAAALAB/SxHdeGwk6GioqJ2PCW3zcUCAABAB6Gf5aguHHYylJ2dXVpayoZpICcnR5HFAgAAQAehn+WoLhx2MhQWFtbc3MyGL126ZDQaFVksAAAAdBD6WY7qwmEnQzqd7sqVK2yYBvR6vfW8uPgOAADA9dDPclQXDhzBAgAA8DjoZzmqCweuwdIIs9ns7iYAAIBi0M9yVBcO6wwJYwoLC/ErQk935syZcePGGQwGX1/fqKiorKys1157zWKxuLtdAADQIehnOSoKh9QlU8JwS0vL0qVLja2WL1+O+2B5hOLi4oyMjOjo6JCQEL1eb/PyOD8/v7i4uNTU1NjY2IiIiPT09A0bNgingwEAQP3Qz3K0Eg4k3vUqKir69etns6KiSstgMPj4+Nj5UUJAQMDTTz/t7o0AAABZ0M9ytBIOJN5lLBZLYWFhcnIyVz/Ry6CgoMTExPXr17NzgpcvX37kkUdSU1P9/PyEabi5Jk6ciBOIAADqh36Wo5VwIPEuYDabt2/fHhUVJa6QqKh65ZVXqJayUyfRW3V1dRcuXGhubqbhffv29enTR1jCjBkzXLkVAADQDuhnOVoJBxKvOCqnSktL8/PzU1NTu3TpEhISotPpxKUVjSkoKGj38rdt28aWYzAY5F+PdeDAgfT0dCrp2r1eAABoB/SzHK2EA4lXisViefjhhyMjI7lySiw+Pn7//v0dX1FxcTE7Y5iXlyd+i2q7ixcv1tXVcbNQHRYUFMRONW7atKmDDQAAAPnQz3K0Eg4kXhGFhYX+/v7WFRUVNHq9PiQkJDMzc8+ePUqtrqamhi3fz8+voqLi99a7PPTt21f4NWJ0dPQLL7wgTB8bGytuVWNjo1ItAQAA+9DPcrQSDiS+4+bPny8uX8LDw3v16lVQUEBFj8lkctJKjx07xg6VUY3F1U+C7OzsxlbsYvmAgAB2YrGqqspJrQIAAA76WY5WwoHEd9CSJUuE3/fl5ORUVla6bNXWdRUVTwkJCREREeJDaKwO0+v1p0+fZjUWsT6NCAAAzoB+lqOVcCDx7WOxWPbu3du9e3dWr1D5Ij4l5xrNzc3Dhw9nDQgMDBRfOL9jxw7u5qWDBw+m8ZmZmezl8ePHXdxaAABtQj/L0Uo4kPh2KC0tZdeMMzqd7j/+4z/c1Zi6urqqqirrez1UVFRQUcVuoJWVldXU1MRGhoWFUZupNMQd4QEAXAD9LEcr4UDiHbVs2TLxPT+Dg4NLSkrc3ShJjY2NFy9eFI955plnWMtnzpzprlYBAGgH+lmOVsKBxMt3+PDh+Ph4obTq37//rl27PO526mfPnhWuGHN3WwAAvB/6WY5WwoHEy9HY2Dhy5EjxlePLli1zd6Pa78yZM51a73fqcdUhAIDHQT/L0Uo4kHj7mpubJ0+eLL5gPCYmRs3nBOWgepGd5bznnnvc3RYAAC+HfpajlXAg8XaUl5cHBwcLpRWVWcLzmD1aXV0du3fDtdde6+62AAB4OfSzHG8OB3fzJHc3R6WokEpMTBTf5qC+vt7djVIMVYrsMjJ3NwQAwMuhn+VoJRxIvJQbbriBlVZBQUEfffSRu5ujMLPZzJ7ts3PnTne3BQDAm6Gf5WglHEi8TUVFRey6q8DAQG+9XxS7DCs5OdndDQEA8GboZzlaCQcSb40qKlZd+fr6Hjx40N3NcZZRo0bRNmZmZrq7IQAA3gz9LEcr4UDiOfX19SEhIezk4MKFC93dHCdqbGykbQwNDfWCy/YBAFQL/SxHK+FA4gXNzc3Tp08X7sjQp08fd7fI6dhjc6655hp3NwQAwGuhn+VoJRxaTrzZbP7ggw9mzpyZm5vbs2dP8c2ugoODKyoq3N1Ap4uOjqaNpTLL3Q0BAPBaWu5nbdJKOLSZ+IaGhry8PD8/v062XH311d50RwY7Nm7cSNs7fPhwdzcEAMBrabOftUMr4dBg4l9//XV2hwKOr6/v4MGDjxw54u4Gug67DMtoNLq7IQAAXkuD/ax9WgmHphJ/+fLlqVOnChWVj49Pz549Fy1atGXLlr/85S/avNY7NTWVQvHUU0+5uyEAAN5JU/2sHFoJhxYSbzabi4qKevTo4evrK1RX6enpFy9edHfT3K9Xr14UDZ1O5623+wIAcC8t9LMO0Uo4vDvxp0+fHjBggPjq9U6tjxTcsmWLu5umFpMmTWJ3q9fmATwAAGfz7n62HbQSDm9K/KeffjphwoSUlJTU1NTevXtHRUVxV1n5+fkNHDjwzJkz7m6pilDQNHJPCgAAt/CmflYRWgmHdyT+3LlzGRkZNn8SyOqqvLy8kydPuruZamSxWAwGA0Xp8uXL7m4LAIAX8o5+VkFaCYcXJP7gwYPii6vEwsPDV61aZTab3d1GVRswYADFatasWe5uCACAF/KCflZZWgmH5yaeyqb58+d36dJFKKeCgoLuvffeCxcunD9/vqysrLGx0d1t9AxDhgxhATx27Ji72wIA4G08t591Eq2Ew4MS/8ILLwwcODApKalv374LFy6kAfHBqtzcXJPJ5O42eqRnn32W3bSitrbW3W0BAPA2HtTPuoZawtHS0rJs2TKj0RgREVFQUEAvraf56quvrrvuOmMrGqCX8pfvEYm/ePFibGyszZOAVBYEBgY+/PDD+BFcR+Tn51MwKYzubggAgLfxiH7WldQSjqKiokGDBn3digZ27txpPU12dvZDDz1karVixQp6KX/56k98bW1tWlqazerK39+/urra3Q30BseOHevUegMLLTyBEQDAldTfz7qYWsJB1VJpaSkbpoGcnBzraYKCgn755Rc2/PPPP9NL+ctXZ+I//PDDiRMn9u3bNz4+3sfHh5VTUVFRL774Yl1dXUlJyZ133knDOCeolH379rEg5+fnu7stAABeRZ39rBupJRxhYWHCLbYvXbpk87FxN91005o1a3766ScqOFatWkUv5S9fVYlvamqaOnVqcHCw9cEqvV6PG687D33G2H0ucFAQAEBZqupn1UAt4dDpdFeuXGHDNEB1hvU0DQ0N3bp1Y4UIDXz77bfcBDbPrwmcvg0ylJaW9unTRzhYJRYQEEAlI6orZ6uqqmIBDw8Pp0+Uu5sDAOAlVNLPqodawiHnCNaYMWNWrFghXINFL+Uv3+2J3717t/Ut1+Pj42lD3n333ZqaGvc2TzsuX74cERHB4o8buwMAKMXt/azaqCUccq7BCgwM9MRrsCwWy9KlS7mDVddff/3Zs2fd1SSNoxqLKvhOrc9+3r9/v7ubAwDgDVBgcdQSjsLCQqlfEQo5oyJs1apV7AjWypUrbRZhUlyfeLPZvHXr1qysLNaXM7GxsU8++SRuue52NTU1VK93ar1rq7vbAgDgDVBgcdQSjpaWlqVLl7J7XC1fvlx8HywhZ19++WV+fn54q/Hjxzt0u0hXJn7btm0pKSkBAQHcCcG1a9e6rA3QpmnTprFfFeCp2AAAHYcCi6OVcLgm8eXl5T179uTqKh8fn9jY2OPHj7ugAeCQ5ORkdsYWT4AGAOggFFgcrYTD2Ymvr6/PyckR/zxQp9P169evsLCwqakJt19Xp3HjxrGDWLjTGABAB6HA4mglHE5N/KlTpwwGg1BaGY3GkpISFFXqV11dTfkKDQ11d0MAADweCiyOVsLhvMTv2rVLr9ez0srPz++ee+5x0orAGVJSUihxkyZNQkEMANARKLA4WgmH4okvLS2dNWtWSEiIcOAqNTUVt7PyOFdffTVL35EjR9zdFgAAD4YCi6OVcCiS+IKCgujo6MDAQJ1Ox13JPmHCBFzH44n27dvHrpx74YUX3N0WAAAPhgKLo5VwdDDxly9f7t69eycr1DcnJCSI79oFHueBBx5gqdy9e3dZWRnOFQIAtAMKLI5WwtHuxJvN5lOnTl111VVCReXr6xsSEtKzZ8+nnnqqsbFR2XaC67311lviojkuLu7xxx+vra395JNPnnnmGcoybpQFANAmFFgcrYSjHYnfvXs39bXiOy/4+/ufOHHCGc0DN7JYLLNnz7Y+Nil+qdPp/Pz8jEZjUlJSt27doqOjDa0yMjI++ugjd28BAID7ocDiaCUcDiWeetypU6dyPW5gYGB5ebnzWgjuNW/evNjY2MjISOsTwfZRKbZw4ULcqhQANA4FFkcr4ZCTeLPZ/NFHH91+++3+/v5C9xkaGpqcnLxu3TpcmqMFlOUdO3bk5uYmJSX16NGDBm655RYaDgkJCQgIEP+4wbeV8NLPzy87O/v06dPu3gIAAPdAgcXRSjjsJ76ioiIzM5P7bSC9fPrpp13WQlC/5ubmpqamuro6Gvi9tSK/++67uZOJN998Mx7mDQAahAKLo5VwSCWe+sLZs2dzfSRJS0ujqsvFjQRPVF9fP3LkSHF13r17d43fs+Po0aNDhw6Nj4/Pzc29cOGCu5sDAK6AAoujlXDYTPyHH34YFhYm9IsBAQEpKSlr1qzBbwPBUVRRPfDAA0KZFRIScv78eXc3yhVqamoWLFiQlJQUHh5OFVVsbKz47rvs5Glpaam7mwkATocCi6OVcHCJb25unjBhgvg65Xnz5rHzPgDtdujQIfGFWampqddee+3MmTN37drV0NDg7tYpb8+ePcJzouyg/6+pU6e+++67Fy9edF5j6urqCgsLH3vsMZyiBXALFFgcbw4Ht5cXxpeXlwcHBwvjaRhnA0EpJ06cCAgIsFlkhIaG3nzzzZ77e0MqXGpra2tqahobG0tLS/v06SPeQHb0jjaTSq7IyMj169dXV1dTfcnFISwsLDMz84UXXqA4mEym999/f8eOHR35B7RYLKtXrxb/R3fp0sUry1kAlUOBxdFKOITEHzlyxM/PT+jz8vLycEIQlHXhwoXc3FzxoSyxoKAgz7rfx+nTp2+66abk5GSpLRo0aBBtERU6VHs1NzeLf29Lw/fff7/1NY7sv088vnv37sePH5fZJCr1lixZEhERQbWs8O8sRm/V19eziekffPny5X379h06dOjnn3+ufIAAoBUKLI5WwkGJp339E088IVwlEx0djbuGgvNcvnyZPmCFhYWLFy+mEoQ+b+La4rnnnnN3A3kmk6msrIxKpaampoaGhgMHDtDXj9jYWJtFFcN+advmHUyoxNmwYQOVOEaj0WaxJYSlc+fOVDnZvC7+zJkzkydPzszM7Nq1q3VRRfPGxMRcd911wj841V7p6elhYWHiNdKML774onPiB6B1KLA4WglHp9b7sAv72SFDhuCKK3Cxc+fOJScnCx/C+++/390t+n9KSkqSkpLExYrNAsjX15eKm8TExISEBKpdHn300XYc/aW6c/v27RkZGTGtqOqaMGFCeHg4ty6qtKgmY1dTffLJJ9nZ2TabxI5gpaWlHTt2jC2/trY2NDRUqoYjer3+2WefVTaAAPA7CiwrWgmHeA87a9Ys3DUU3OWOO+4QPopTpkxxd3N+X7x4sZ2jSsRoNC5YsOCzzz5z3sXj9P+4YsUK7ueHrKSzeW99KqpGjRolVd5dvHhx4MCBbEqdThcRETFixIjjx4/fcMMNbCRt7yOPPOKkbZFv//79OTk57733nrsbAqAMFFgcrYSD7azp6/LBgwfd3RbQuieeeEKoabp27equpxnW1taOHj1aqFqovunVq1daWlpiYmJycvKgQYPWrFlz6tQpVzaJaqNFixbZLKr0ev3dd99NRYnMG2tRRVhSUsIVYffee6+wwLKyMudshFzCiU4KOy5XAC+AAoujlXBQ4vHjbVCPoqIi8b1JO3fu3L9//wkTJpw8edIFa6+vr8/NzRWKPBpYuXKlC9Yr37vvvktfh9hl9f7+/tdff71SP0ahqlGo2D7++GNFltkOFotFfCUZbSkuWgBPhwKLo5VwIPGgNmVlZdbXHhGqtJx6v6jS0lLxjSSofHnnnXect7oOqqurU/yr0X333ce2fdy4ccouWSaqrlJSUjq1PupUuMHE4sWLcekCeDT0sxythAOJBxWiDnX58uXUxXJXQVHRo/i5OSpTbrzxRoPBID7pdtddd2nwyK7JZJo8eTILwu7du13fgMrKSrb2AQMG0Gega9eu7GVCQoJTa2sAp0I/y9FKOJB4ULOmpqaSkpL77rtPfGP0HTt2KLX8vXv3ckfLevXqVVVVpdTyPc7p06dZHHJyctzSgPj4eFo7u1vHgQMHhAp79OjRbmkPQMehn+VoJRxIPHiEc+fOsa6XGTlypPVzo8+cOZOXl5eZmZmfn3/06FH7C3z//fe7d+8uLJA68oSEBDxPhixcuJAFRMFCVj72k0khuRUVFcKd0oqLi13fHoCOQz/L0Uo4kHjwFFT6zJgxQyiJ/Pz8CgoKWE9ssVgefPBB7nxi165dP/jgA/ESaLKDBw9eddVV4meZszNQ1dXVbtosNWJhSU1NdfF633zzTev1fv7550LG1XxVHIAU9LMcrYQDiQfPsn79evHpQhoODAy082Tlfv36vfvuu1999dUtt9xCU3LvBgcHb9261d3bpDp33303K2gOHz7sspWePXuWJeWaa67h3rrnnnvYW126dHFZewCUgn6Wo5VwIPHgcT799FPqg61rKR8fn7lz57711luPPvpoVFSUVMnV6d8PkNm4cSN+niYlKCiIAhUZGemyNZaVlbHsTJs2zfrdvLw89q67fuEI0G7oZzlaCQcSDx7q/fffHzhwINUB/v7+9LdPnz6nT58WT7BhwwbrQ1Zdu3bdvn279fVbwBk5ciSrRFetWuWaNdbU1Oj1ej8/P6kfDLKfI1CT1q9f75omASgC/SxHK+FA4sGLmc3mRx55pFu3bnFxcVOnTsVtwR0SERHBqtJnnnnGBaubM2cOrWvJkiVSE+zdu1c4F+yWC/AB2gf9LEct4WhpaVm2bJnRaKSdXUFBAb20Odlnn32Wl5cXHBwcHx/v0G9tkHgAsGnjxo3CkT/a/2RlZb388stOOql64cIFKp78/f3t35j+scceE5qUm5srPhJJxfR1110XGxs7fPjwuro6ZzQSoH3Qz3KUDwf9/69atSolJcVgMNDfNWvW/POf/2xzrqKiokGDBn3digZ27txpPU11dXViYuKuXbt+/PHHb775Zvr06fJbhcQDgJR169Zx51htXiDVcWPHjmXLr6ystD/l6tWrhcaEh4efP3+eRpaXl4uvuhs4cKAzGgnQPuhnOcqHY/HixaNGjaLdB1Va9HfkyJH33ntvm3NlZ2eXlpayYRqwefc/qqjafQwfiQcAO1599dXIyEjxLTBuuukmxdci3LT97Nmz9qe0WCybNm0SGhMSEjJnzhzx8yvZdVrbt29XvJEA7YN+lqN8OLp06SK+eJOG5fzkOCwsTHjW6aVLl4xGo80l07e6uLg42g/Onj3boQt4kXgAsI9qGtoLbd68mdUxVNMoeztW2mXRYg0Gw6FDh2TO8tFHH1k/sDIxMbG+vp41MioqCj8RBZVAP8tRS4FFO4srV66wYRrQ6/XW09DIWbNmfddq2rRp9H2Om6CTXR3YJgDQkKKiIrbTSEpKUrB8Wbt2bafW2706NBcVecJxLx8fH+G42ty5c9nIAQMGfPPNN6NHj05LS/v888+Vai2Ao9DPcpxyinDMmDHnz5+n/QL9pWE5pwjlHMGiaegtNkw1VnR0tPxWIfEAIF9cXFyn1vu7Knjv+8TERFYSOXpxuslkeuqpp2677bYPP/xQPD4yMpL7GhkSElJRUaFUgwEcgn6W45SL3B966KEePXoYDAb6u3r1ajkXucu5BmvYsGFUV7HhpqYmFFgA4CRvv/02K1mCg4O5X/zRLm7JkiXp6ekjR46sr6+XuUCqe3Q6nY+Pz9SpUxVspK+vL1dj9e7dW6nlAzgE/SxHLeEoLCyU+hWhkLPi4uKZM2cKpwjnzp0rf/lIPAA4JC0tjZUskZGRx48fZ7/7Ky8vp++NQjXj7+8v87mB7JHbnTt3VraRJ06cGDhwYHJy8rx589hRt052b7IF4DzoZzlqCUdLS8vSpUuNrZYvXy6+D5Y4Z2vWrImOjo6IiLj11ltxkTsAOE91dXVsbKz44BCVU9YXd1JxI2dpwcHBnVrvsO+8BlssFnZAy6lrAZCCfpajfDjoe15OTg737A7F1+IoNbQBADxLY2NjamqqdVFF+7eTJ0/Sjo6GqaZ57bXX7C+H/X4wICDA2Reh33vvvbQim5dYADgb+lmO8uHIyspat27d3//+d8WX3BFIPAC0z6JFi5KTk2NiYvz8/IxG4/z584XD5yEhIbRvCQsLs7+EoUOHuubqKKoIaUU2fyQE4GzoZznKh8NgMPz666+KL7aDkHgAUNzw4cNp3xIXF2d/MnbmTubJxA6itdC6tm3b5oJ1AYihn+UoH45u3bqp8AlZSDwAKE7mESN2I6unn37aBU1i140FBgYqe5dUgDahn+UoH47t27ffeOON9h9l6npIPAA4Ayue7DxXh12AFRIS4ppbro8aNYpWFxMT44J1AYihn+UoEw7ri0A5iqylgy10dxMAwAux+y8Q4VbJnDvvvJPeHTFihGva8+mnn9Lq+vbt65rVAQjQz3K0Eg4kHgCcYdGiRbR7SU1NtfluVVUVK7+uueYa17THYrEYDAZaY0NDg2vWCMCgn+UoHw4fHx/Fl9lxSDwAOAM7YtSvXz+b75rNZnaF++rVq13WJPZMnpCQkMuXL7tspQDoZznKhyMhIeG//uu/FF9sByHxAOAMwhGj2tpa63fZBVhBQUGuuQCL6d+/PztspsLfG4EXQz/LUT4cW7ZsmTJlSn19vfhu7G6HxAOAk7CH5/j7+3M/7mlubmbP23HZBVjM3r17O7U+4ceVVR0A+lmO8uHARe4AoClDhgxhO7qjR4+Kx+/bt4+Nv/76613cJHY3rIMHD7p4vaBl6Gc5WgkHEg8ATnLu3Dl2S/d+/fqJL3s6c+aMj4+PTqejARc36fHHH6f2TJgwwcXrBS1DP8vRSjiQeABwnl27drGDVdHR0cLFWJMnT6YxS5YscX17jhw5wtrj+toONAv9LEcr4UDiAcB5hIKGZGVl0ZitW7eyl+Xl5a5vj7D26dOnu37toE3oZzlaCQcSDwBO9dJLL/n7+9OuRqfT0bBwYdaJEydc35jm5mZ2S/f+/fu7fu2gTehnOVoJBxIPAM5mMpl8fHxob5OYmBgWFkYDBQUF7mqM2WxmBR/OEoJroJ/leHM41PZLRgDwetOmTRP2OXq93o1PXC4rK2PNmDhxokMz1tXVXX311ZGRkVQjxsXFjR49Wm3PlgV1Qj/L0Uo4kHgAcA127Ir4+vpKPaDQBagqCg4ObsdTelJSUrhvpzjPCHKgn+VoJRxIPAC4xowZM2iH07lz57feesu9LamtraWWhIaGyp9+3LhxrKjS6XR6vZ6d8aRK8fz5805tKngB9LMcrYQDiQcAl6msrHR3E/6XxWJhT0K855577E/50ksvhYeHC4eshGNvDQ0NQUFBNCYpKcklTQYPhn6Wo5VwIPEAoDWNjY06nY4dxLL5qETmrbfeEp8Q1Ov1L7/8svAuuyl8TEyMS5oMHgz9LEcr4UDiAUCDtm7dymosqpPE40+ePDlixIgBAwZERkay84CsisrOzj516pR4ymPHjtFb6enprm04eB70sxythAOJBwBtYhet6/V6ceXErn8Xy8nJsTm7xWIxGAw0gfgpQADW0M9ytBIOJB4AtKmxsdFoNNI+MCQkhKolGpOfny/UVT4+PjR+woQJduqn7t2705Tjx493YavB86Cf5WglHEg8AGjWmDFjWDmVkZFx+vRpNhwfH//666/X19e3OXtCQgKbBQexwA70sxythAOJBwDNMplM0dHR4hOCPj4+VF3JnP3OO++kWQYPHtzBZrzzzjtDhw7t06fPjBkzqEkdXBqoDfpZjlbCgcQDgJaVlZWJr7saNmyY/HkPHjxIs+Tn53ekAS+++KK4wtPpdOvXr+/IAkFt0M9ytBIOJB4ANM5kMk2aNKlbt255eXlNTU3yZ6yqqqJdaGpqartX/corrwi/VRTfD+LcuXPtXiaoDfpZjlbCgcQDALSPxWJhJRG7Rl4Ocys2XFRUJFRXS5cuLSsrGzNmDBtDf2+66Sb5iwU1Qz/L0Uo4kHgAgHZLTU2lvWhVVZX9yU6ePNmjR4/g4GB9q6SkpNLS0ri4OFZd3X777cKU4qdiJyQklJeXO3kLwOnQz3K0Eg4kHgCg3a699lrai1JVZGcai8XSuXPnTrb4+PgsXLhQPLHJZLrzzjvZk3zYBFu2bHHyRoBzoZ/laCUcSDwAQLsNGDCAVUJnz56VmoYVYZ1aH2UYGhoaGBgoFFjBwcE2Z7l48WJ8fLww2YQJE8S/LqyoqLjmmmsiIiLS0tIOHDig/FaBotDPctQSjpaWlmXLlhmNRvpfKigooJdSUzY3NycmJjqaSCQeAKDdHnzwQdqLGgwG4coqDo2nooqmCQ8PF0Zu3ry5W7dutMd+5ZVX7Cz89ttvF5diCxcunDJlSmRkJHcYLCsrS2rtoAboZzlqCUdRUdGgQYO+bkUDO3fulJpywYIFGzduRIEFAOAyJpPJt5XUvUZ79OjBbr5w5MiRdiyfugD2zESbpxeF4fYtHFwD/SxHLeHIzs4uLS1lwzQg9VSsL774IiUlhb7EoMACAHClYcOG0Y70tddes36rubmZlUfdu3dv9/JPnDiRlpYmrqvCwsIWLlxIC9+0aRMrs959990ObAE4F/pZjlrCQf9I9F/Ehi9dumQ0Gm1ONmHChN27d//ueCKReACAjnj00Uc7/d9fAjK06w4KCmKHr6hI6uBaPvjgg+nTpz/11FPcrd6feOIJWgX1FA0NDR1cBTgJ+lmOWsJB/5lXrlxhwzSg1+utp3nvvfeGDBnCLs+ymUibh5cFTm0/AIB3O3v2LO1Iu3btKh5pNpvnzZvH9rG0f3be2l9//XW2lltuucV5a4GOQD/LUUs45BzBysjIEL4e4QgWAICLsQvPKysr2UuTyZSZmcnqntDQ0NraWuetuqamxs/Pj1Y0depU560FOgL9LEct4ZBzDVZHDkoh8QAAHcGeSEgWLFjAxgwcOFDYG9O7zm7A/v37O3X4kYjgPOhnOWoJR2FhodSvCKXOBjq0fCQeAKAjXnvtNVZLZWVl0cuCggKhuur4pVdydPyRiOBU6Gc5aglHS0vL0qVLja2WL18uvg8WCiwAALezWCxFRUW0L2WXcLD7Efr4+Bw+fNhlDWD1HJ5dqE7oZzlaCQcSDwDQccnJybQ7/etf/xoWFkYDa9eudeXaZT4SEdwC/SxHK+FA4gEAOqiurk64pL3T/71pu2ukp6fTeouLi128XpAD/SxHK+FA4gEAOohdBSWQumGhs9fOLgIDtUE/y9FKOJB4AICOO3HiBLupuq+vr4sfwGw2m8PDw2nV11xzjSvXCzKhn+VoJRxIPACAIth5unXr1rl+1R9//DGtul+/fq5fNbQJ/SxHK+FA4gEAFGGxWOrq6ty1aoPBQPtzqWdOgxuhn+VoJRxIPACAF+jZsyftz1966SV3NwT+j8rKSvSzHK2EA4kHAPACAQEBtD9PTEx0d0Pgf5nN5kcffTQ6OhrP/LWmlXAg8QAAXqBPnz60P9fr9R9++KG726J158+f79atW/ueX6cFWgkHEg8A4AUsFovRaHTLXbhArKyszNfXVyitoqKi0M9ytBIOJB4AwDsMHTqUdulBQUHuboh2LV68mN2tg5VWf/nLX35HP2tFK+FA4gEAvIPJZGJXYrn4QT3we2vwBw8eLBy4GjFiRGNjI3sL/SxHK+FA4gEAvAZ7JCLZsGHDBx98UFxc/MQTT4SHh0dHRz/44IPubp03GzZsGIu8j4/PwoULzWaz8Bb6WY5WwoHEAwB4jUceeaSTtCeffNLdDfROu3btEs4MHjp0iHsX/SxHK+FA4gEAvMmGDRu4ukro+8mOHTvc3UBvc+LECX9/fxbeffv2WU+AfpajlXAg8QAAXubkyZM33nhjZmZmbm5uWlranj17Nm3aJNRYb775prsb6D1ef/114TeDY8eOtTkN+lmON4eD+3Lj7uYAAIDTrVixgu3zDQbD0aNH3d0cj3fx4sUZM2YIRwd79+4tNSX6WY5WwoHEAwBoxPz581k1EBQUdO7cOXc3x1NVVlayu1uJfzMovqqdg36Wo5VwIPEAANoxZMgQVhP4+fkVFxe7uzkeKTc3V3x928qVK+1Pj36Wo5VwIPEAAJrSr18/oT7o1atXXV0dG3/48OEpU6ZMmjTp+PHjbm2g2rGnEkVERIwdO7a6urrN6dHPcrQSDiQeAEBTzGZzfn6++BhMly5d2B1KBX379j158uQbb7zx5ptvbty4cceOHU899dTmzZvtnAjTCJPJRPEJCQmxWCwyZ0E/y9FKOJB4AAAN2r59u/iReTIlJCQcPHhQfm3hfdjvMZOTk+XPgn6Wo5VwIPEAANp0/vz54cOH63Q66gj0en1SUtKiRYuWLFkSFBRkv8zy8fGJj4/fu3evu7fADdLS0lgQampqZM6CfpajlXAg8QAAWtbc3FxXVyc+92exWGbPnp2SkpLZiobHjx8/a9Ys60qLqo3ly5dr6rzh1VdfTRver18/+bOgn+VoJRxIPAAAyFFZWbls2TIqqoKDg8VlVkBAwKhRo+rr693dQFfo3bs3bTKFQv4s6Gc5WgkHEg8AAI564okn/Pz8uPOG6enpb7/9tndfocUuXHPooB36WY5WwoHEAwBAO1CR8dxzzyUlJYmfdUj8/f2vuuqq22677fDhw0eOHGlubnZ3SxVTU1NDG9i1a1eH5kI/y9FKOJB4AADoiMbGxnnz5gUGBkpdEU8lV2RkZGZm5oIFCzz6gi2qF2mLxowZ49Bc6Gc5WgkHEg8AAB1HldOmTZt69OjBHdDihIaGeu5TetauXUubMHnyZIfmQj/L0Uo4kHgAAFBQY2Pjnj175syZM2jQoPT09M6dOwcEBIirLl9f3+eee87dzWyP+Ph4ViM6NBf6WY5WwoHEAwCAs7Gqi4otVmPp9foXX3zR3Y1yGGu/Q3cZ/R39rBWthAOJBwAA17BYLH/4wx+Ea7NiYmKGDx9eUVHh7nbJFRISQi1vaGhwaC70sxy1hKOlpWXZsmVGozEiIqKgoIBeWk9z+PDhUaNGGQyGuLi422677fvvv5e/fCQeAABcaf78+dyFWb169dq2bdvx48fVfAl8ZWUlNTU1NdXRGdHPctQSjqKiokGDBn3digZ27txpPc3YsWNLS0svX7783Xff3XXXXRMnTpS/fCQeAABc7E9/+pOfn5/15fC+vr433HADdWfClFTWNDQ0qOHeWtS3UgupI3Z0RvSzHLWEIzs7m4onNkwDOTk59qf/5ZdfgoOD5S8fiQcAANejKspkMt1///0Gg4ErswICAoqKih588EEaYCcTdTpdaGhoVlbWyy+/7K5iS6/XU2Pi4+MdnRH9LEct4QgLCxPu0nbp0iWj0Wh/+pKSktzcXPnLR+IBAMCN2A1Ls7Oze/Xqxe6Tbh8VWwkJCVSZVVVVuaaFVAtmZmayUo8qP0dnRz/LUUs46JN05coVNkwDVEHbmbi8vLx79+7V1dXcePsfVmc1HQAAwBEmk2nEiBFC90QFTVxcHJVTYWFhNm+vZTQaMzIyJk+efPLkSWe05+WXX05PT2fHrkjv3r3bsRD0sxy1hEP+Eaxjx44lJSV9/PHHDi0fiQcAAFXZvn07lU2ZmZkffvihMJJqr61bt/bq1UvqlvHUP65fv16Ry+RpXXfccQc7QSnw8/OjfrYdS0M/y1FLOGReg7Vv3774+PhPPvnE0eUj8QAA4FmOHj2al5cXERFhfViLyqz6+vqOLHz37t3sdgzi0qpPnz7WZ4dkQj/LUUs4CgsLpX5FKORs8+bNSUlJ7TsbjcQDAICHam5uPnLkyJIlS2JjY4V6yNfXd8uWLRUVFStXrnznnXcuXLgg84HTNFmvXr3EJyh79Ojx/PPPd/CyevSzHLWEo6WlZenSpcZWy5cvF98HS8iZ9ZFS8W9c7UPiAQDAC5SUlERFRdk8e6jT6TIyMt544w07s585cyYyMlKYhSqt8vJyRRqGfpajlXAg8QAA4B3MZjO7W5WUq666irsc/ty5c1OmTBk6dCgVYWyasLCw559/XsFWoZ/laCUcSDwAAHiTXbt2paSkhIeHX3fddf369evRo4efn5+4zAoJCUlISIiNjbW+iistLU3+KSCZ0M9ytBIOJB4AALyb2Wx+9tln/f397Rzc0ul006ZNc8ba0c9ytBIOJB4AALSgpqbm7rvvjouLYxewsxvEBwYG3n777X/605/oXSetF/0sRyvhQOIBAEBT6urqTK0UPxtoE/pZjlbCgcQDAAA4D/pZjlbCgcQDAAA4D/pZjlbCgcQDAAA4D/pZjlbCgcQDAAA4D/pZjlbCgcQDAAA4D/pZjlbCgcQDAAA4D/pZjlbCYeeuawAAANBx7u7q1UVD4fC+3GOL1A9bpH7YIvXDFnkEr9yojtBQOLwv99gi9cMWqR+2SP2wRR7BKzeqIzQUDu/LPbZI/bBF6octUj9skUfwyo3qCA2Fw/tyjy1SP2yR+mGL1A9b5BG8cqM6AuHwYPg0qx9ypH7IkfohRx4BaeIgHB4Mn2b1Q47UDzlSP+TIIyBNHITDg+HTrH7IkfohR+qHHHkEpImDcHgwfJrVDzlSP+RI/ZAjj4A0cRAOD4ZPs/ohR+qHHKkfcuQRkCYOwgEAAACgMBRYAAAAAApDgQUAAACgMBRYAAAAAApDgQUAAACgMBRYAAAAAApDgQUAAACgMBRYatHS0rJs2TKj0RgREVFQUEAv2fjDhw+PGjXKYDDExcXddttt33//vfx5pcZD+9iPZ3Nzc2JiotSdYJAj17ATz88++ywvLy84ODg+Pr64uFj+vMiRsqTi+dVXX1133XXGVjRAL+XPixw5Q6d/E4+UE2qkiUGBpRZFRUWDBg36uhUN7Ny5k40fO3ZsaWnp5cuXv/vuu7vuumvixIny55UaD+1jP54LFizYuHGjVIGFHLmGVDyrq6up/N21a9ePP/74zTffTJ8+Xf68yJGypOKZnZ390EMPmVqtWLGCXsqfFzlyHm6fJifUSBODAkstaG9ChRQbpoGcnBzraX755Rf6/i28FD73UvPKWSbIZyeeX3zxRUpKitls5nZGyJGLScWTKqpnnnnG5izIkYtJxTMoKIh2cWz4559/ppfCLMiRG3H7NDuhRpo4KLDUIiwsrLm5mQ1funTJaDRaT1NSUpKbmyu8FD7NUvPKWSbIZyeeEyZM2L179+9WOyPkyMWk4tmlS5fVq1fHxcVFRkbOnj3bZDIJsyBHLiYVz5tuumnNmjU//fQTZWfVqlX0UpgFOXIjbp9mJ9RIEwcFllrodLorV66wYRrQ6/XcBOXl5d27d6+urpY/b5vLBIdIxfO9994bMmQIu55A6hQhcuQaUvGkgVmzZn3Xatq0aXPmzJE/L3KkLKl4NjQ0dOvWjV30QwPffvut/HmRI+fh9mlyQo00MSiw1MJ+aX/s2LGkpKSPP/7YoXm19nXB2aTimZGRceLECTYsVWAhR65hJ870kg1TjRUdHe3QvMiRgqTiOWbMmBUrVgjXYNFL+fMiR84j/whWm9NoLU0osNTCzsnpffv2xcfHf/LJJ47Oq7UT3s4mFc9OVuTPixwpSyqew4YNo7qKDTc1NdkssJAj15CKZ2BgoNQ1WG3Oixw5j/xrsNqcRmtpQoGlFoWFhTZ/XrF58+akpKSqqirrWYTPvdS8UuOhfeTEU+oaLOTINaTiWVxcPHPmTOEU4dy5c4VZkCMXk4on9b6rVq1iR7BWrlxp8+pp5Mj1uH2anVAjTRwUWGrR0tKydOlSdg+Y5cuXCzcIsT46cvnyZeEt+/NKjYf2kRNPqQILOXINO/Fcs2ZNdHR0RETErbfeavMid+TINaTi+eWXX+bn54e3Gj9+fG1trTALcuQWNg/M2wk10sRBgQUAAACgMBRYAAAAAApDgQUAAACgMBRYAAAAAApDgaUWUg91dvSpmSaTafbs2ZGRkdHR0WvXrpVandTshw4duvbaawMCAqgZf/zjH5uammzObmcyO7cqAAAA0Aj0gmoh9VBnR5+aOWfOnGnTpjW1uuWWW55//nmbq5OafeTIkW+88QZVab/88su6deuo5rM5e5uTocACAAAtQy+oRuKHOjt6x7aoqCjxDRWHDRtmcxVybvhG1Z7Ne/3JmQwFFgAAaBl6QTUSP9TZ0WcOUIElfiSI1LMI2nxkwa+//vrYY48JB9KkSE2GAgsAALQMvaDqcA91dvSpmbfeeqtwx+oZM2b4+vraXIv9h26yi6hiYmJqamrsNNXOZCiwAABAy9ALqov1Q50dPYL1ww8/UF0VERHRpUuXDRs2xMbGsvHctedtHsH6+eef165dO3z4cJuzS00mQIEFAABahl5QRWw+1LkjT8189tlnqdiyuS45s1PxJFwKZofNyVBgAQCAlqEXVAuphzo7+tTMmTNnXrx40WQy7d27NzEx8cKFCzZXJzX7rbfe+sUXX1y5cuU///M/Fy1aJHUNVpuTocACAAAtQy+oFlIPdXb0qZnFxcXx8fFBQUFjx44tLy+XWp3U7AcOHOjfv7+/vz8VZ3fdddcPP/xgc3Y7k9l8PigAAICmoP8DAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACFocACAAAAUBgKLAAAAACF/Q+SGc+8fpYirAAAAABJRU5ErkJggg==)
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