Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Haje_Korth_102504_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 19 2003 |
Start Time | | 2003/08/19 6:00 |
End Time | | 2003/08/19 18:00 |
Key Words | | Magnetic Cloud |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 2.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Haje_Korth_102504_3 |
Minimum Dst Value | | -76 |
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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uvqsPjSeQAwAAQJd619sPGEZSzri4uDfffFN5v5FBgwY1NzdzwzSgvFu7tvEaoX0AAADwi50O1BjKGRAQ8Nprr0VGRirHPIE9WL3YXgAAAEax04EO+HJeunTplVdeiYmJUR3Z18dgsdM+AAAAeMROBzqwy7l3797XXnstPT1dbbynp6fGswW1jW/v5lvOTvsAAIABKj4+fsmSJUOHDu3jQ6p+YWJi8s9//vOHH37QvVXsdKADu5yd3+CGhoZ2xfWu3NzcTBTc3d1Vr4OlcXw7AhYAABiXv/71r99++21NTc2TWR2t6NatW//7v//r5+enYzJ2OlBWyskvdtoHAAAMUNRVtbS0POGVZmdnv/HGGzomYKcDZaWcvae2q6y/NwcAAECX/uqqdK+XnQ6UlXLyi532AQAAAxQCVv9ipZz8Yqd9AADAAIWA1b9YKSe/2GkfAAAwQCFg9S9WyskvdtoHAAAMUL3vqpSHHT/99NPDhg1zdXUtKirq5XrZ6UBZKSe/2GkfAAAwQPESsLiBx48fl5SUrFu3ztraupfrZacDZaWcvYezCAEAYADR0VVVxcbWpqV1dwm1tbXPP/88DSxfvvzUqVPK8SdPnqQx+qy3y1eNCSvl5Bc77QMAAAYobV1VqUzmJRDQo8uMpboHq6yszN3d3c7Ojp42NTXZ2tpevny5XXHDOhpubm7ucr36vGpMWCknv9hpHwAAMEBp66qKhEIuYFVGRXW5BFWmpqYpKSncS+Xl5W+++aaHhwf9pWF91qvPq8aElXLyi532AQAAA5S2rqqttZUyVqlM1q0lyOXyjRs3Ojg4KMds2bKFJvj222/1XK8+rxoTVsrJL3baBwAADFA8HuTOqa+v547BIgkJCa+++uqNGzf+/Oc/Z2dn679edjpQVsrJL3baBwAADFD8BqyqqqrNmzebm5vT8P379999992goCAa/vnnn99///3GxkY918tOB8pKOXsPZxECAMAAwuN1sMiLL77o4uKSk5ND4+fNm3fs2DHlZPv27Vu4cKGe62WnA2WlnPxip30AAMAAhSu59y9WyskvdtoHAAAMUAhY/YuVcvKLnfYBAAADFAJW/2KlnPxip30AAMAAhYDVv1gpJ7/YaR8AADBAIWD1L1bK2Xs4ixAAAAYQBKz+xUo5+cVO+wAAgAEKAat/DfhyatylpG1vU1tb2/r1601MTExNTT08POhpj1faq40GAADoYwhY/ctIytk5YGmc7MiRI8OHD89ToIHjx4/zsjoAAABDw+OFRp9++ulhw4a5uroWFRX1cr3sdKBGUk49A5aFhYVYLOaGacDKyoqX1QEAABgaHm+V8/jx45KSknXr1llbW/dyvex0oEZSzs4Ba+jQoS+88MI//vGP/fv3t7a2cuOHDBlSWVnJDcvlchMTE15WBwAAYGh0dFVVVbG1tWndXUJtbS13s2cbG5uLFy8qxxcWFr788sv0apfr7fJVY2Ik5dT4hj169Cg6OtrKymrt2rXcmEGDBjU3N3PDNDB48GDdy9SB9yIAAADwSFtXVVoq8/IS0KPLjKW6B6usrMzd3d3Ozo6eent7/+1vf6OR3KuLFy/es2dPl+vV51VjYiTl1PGGUbJW7qnCHiwAAGCEtq6qqEjIBazKyqgul6DK1NQ0JSWFe+n//u//fvrpJxrIysp69dVXHzx40OV69XnVmBhJOXW8YUVFRcOGDeOGcQwWAAAwQltX1dbWShmrtFTWrSXI5fKNGzc6ODhwT2/duvXOO++0trbOnDnzwIED+qxXn1eNiZGUU+0Nc3V1TU5ObmpqSktLc3JyWr16NTfe09NT21mE3XrL2WkfAAAwQPF4kDunvr6eOwarXXHZo3fffdfNze2NN96g3lb/9bLTgQ74cmo8NOrKlSvvvffes88++9Zbb1HifvjwITeeGgS1BhMFd3d31etgIWABAIAx4TdgVVVVbd682dzcXDnm0qVLNMGJEye6tV52OlBWyskvdtoHAAAMUDxeB4u8+OKLLi4uOTk5ylevXr369ttvt7S0dGu97HSgrJSz93AWIQAADCB93VVNmDDhwoUL3V0vOx0oK+XkFzvtAwAABqi+66oeP3589OjRd999V3mlBv3Xy04Hyko5+cVO+wAAgAGKl66qrb0ttz43+V5yY2uj6pLfeOON6OjolsctEfKIqwVXbxTekJZIM2oz8hvyEbA4rJSTX+y0DwAAGKB46aqCy4OPZx6nx5mcM2m1aZS3VF8NLAvkXlV90HoTqhP6dKsGBFbKyS922gcAAAxQvHRVwrtC1fB0LudcSEXI/Zb7ZY1l1wqudU5XXMBaGra06XHHtRvqm+u55URXRu9N2UvzstOBslJOfrHTPgAAYIDqfVeVXZ99IuvE2Zyz53POa8xS3CO5JpnyVnRVtKhYdCHvAq1X4CUYJR1lJ7Yz8zKzFlqPkY6hMdyDnQ6UlXLyi532AQAAA1Tvu6qg8iAuQtU116XVpp3LPqcWrU5mnUytSVWdpfJRJRewtD3Y6UBZKWfv4TINAAAwgPSyq6ppqrlWcO3H3B/jq+OVI4sfFIuLxScyT9D4yMrIljb1i2Bx6x0hGcHFKRuxjZnQjAbMvcxXha+yFFqy04GyUk5+sdM+AABggOpNV1XfXE/pSrlP4emnnx42bJirq2tRURG92trWqnu9NLuwSJhVl0VPG1saM+oyKK7RcJfnGBoTVsrJL3baBwAADFDd7aoamhsoFZ3KOnU861+Hq1/Mu9jyuOXx48clJSXr1q2ztrbu5XrZ6UBZKSe/2GkfAAAwQOnoqmKrYtNq01THlDWWnc4+3fl8QG7PE6e2tlZ5s2cdh80gYHFYKSe/2GkfAAAwQGnrqmSlMu4AKWXGohR1IusEF6pOZJ44k33mZNZJeiiX8Pjx47KyMnd3dzs7O7WlHTt2bPz48fqsV59XjQkr5eQXO+0DAAAGKG1dlbBIyAWsqMoobkx+Qz6Xri7nXeauX9XW3kYDarupTE1NU1JSVBfl6+v7/vvv19fX67NefV41JqyUs/dwFiEAAAwg1FVFyiN/vvvzjYIboiKRtEQaUBYQURkRVxV3KOPQdynfXc2/+mPuj2dzznL7q/xK/bh0pboE5bBcLt+4caODg4NyTGpq6ttvv11QUNB5vbq3io/CDQCslJNf7LQPAAAYcEIrQucEz6GuSsfVQTs/wuXhastR6+zq6+uVx2BVVFS88847oaGhndeOgMVhpZz8Yqd9AADAACIrk030m6i8pKee0epk1snrBddVj2fnqHZ2VVVVmzdvNjc3557SwJkzZzRuAwIWh5Vy8oud9gEAAAausaUxuDz4m+RvJvlPUrtmuneJd159XnljeU59TmpNamJ14h35HVmpjHJYQnWC/KG86XGT2s+CqlQPjHnxxRddXFxycnI6v4SzCDVipZz8Yqd9AACAQaE4RdnoVNYpt2i3yf6T7SQd9/tTux2Nrdj2u5Tv+qurQsDisFJOfrHTPgAAoE81PW7yK/U7nnl8R/yOjTEbl4Utmx4wfax07BjpmGkB0z4M+/CzmM88YjwWhSwa6TPSSmjVOU6pPqxF1scyj3FXWkfA6l+slLP3cBYhAAD00u27t1dHrJ4VNGt+8HzKTNNk08yF5joCU5cPylu2YtuZgTP3pe4LKAtQvYkNAlb/YqWc/GKnfQAAAC/8S/xH+YzqVnLqPNLCy8JObDdVNnVz3OYrBVdSa1IbWxq1rREBq38N+HJq3KXU1ta2fv16ExMTU1NTDw8Peqp7fA9W2tvtBgAA40W5J6oy6lD6oVXhq1x8XWzENtqClIXQYlbgrB0JO2ji8znnvUu802vTafaGlgbKT74lvlfyr9AjoCyg4mFFt7ahX7qqysrK//iP/9AxATsdqJGUU+0NO3LkyPDhw/MUaOD48eO6x/dydQAAwILaptrSB6VVj6oo+vgU+fiX+EdXRp/MOrkuat3CkIWT/Sc7eTvZie2sRFZmQs1HSjn7OF/Kv5RamxouDw+tCA2vDNdxEl8vUdBJT0/vo4Vrs3bt2qlTp+qYgJ0O1EjKqfaGWVhYiMVibpgGrKysdI/v5eoAAMCgcFcfoCQUVx0nLZb+fPfnszln96bsPZR+KLs+u7G1seh+EQ0UNhRGVUaJikXiYrG4SHw+9/yprFPfpnz7WfRnFJiW31m+KnzVjMAZo3xGWYuszbzMdB9gruNh7mXu6O3omeH5JCthwYIFc+bMaWhoeDKrq6mp2bZt29ChQ5OTk3VMxk4HaiTlVHvDhgwZUllZyQ3L5XITExPd43u5OgAAePJa21pzG3IDywIv5F34PvV7j2iPxaGLXYNcHSWOFGh0JR5hzw8q1ydLmYvMR4hHTA2YuiNhx627tzJqM/puN5UO1N/Z29s/9aQ888wz1tbW8fHxureKnQ7USMqp9oYNGjSoubmZG6aBwYMH6x6vbZk69EEhAABAl8aWRuFdoUesx2T/ybZi2x7vT+pJbBKa20vsR3qPHO87fpzvuGkB01ZGrPzwzodLwpZ8Hvv55bzLUZVRefV5/RKkBhZ2OlAjKedT2IMFAGAsqh5V+Zf4H0w76BbltiR0yeyg2ZP8J9mL7fVPVFZiK0eJIyUhmnd15OpPIj+hGPRd2nebYzdP8ps0ymfUBN8Jk/0mfyD7YH7I/I8jPl4bsZYm84j22JGw49vkb6/lX4uQR0hLpV53vWKrYmubavu7SowHOx2okZTzKRyDBQAw0LS2tTa2NFKcSqlJuZx3eU3kmlHSUZZCSz13KdmJ7SgtLQlb4hbt9lXSVz/l/hRRGUGLKn1Q2t8lA63Y6UCNpJxqb5inp6fGswW1je+8hG6tDgAANKp+WH2j8MbOxJ0rI1YuDF04XTbdxc9ljM8Ye4k9BSkKSfrvlKIp7SR2i0IWHc44nFGX0d8lgx5ipwMd8OXUeGhUW1ubm5ubiYK7u7vqdbA0jm9HwAIA6L7WttaChoK4yjjhXeGZ7DMnsk58k/LNnOA5Lr4u43zH2Ypte3C0k4XIYrTP6EWhi75M/PJq/tWg8qCYqpi8+jzVa5TDwMVOB8pKOfnFTvsAAODUNNVQ1vHM8NwQu2HZnWWT/Sc7ejtqu9pT17ujhGYUpOzEdg4Sh/G+410DXT+N/JQiWtH9ov4uKPQtdjpQVsrZeziLEACMT31zPT0o1kRVRl3Ku3Qw7eCe5D17Evd8kfjFlwlffpHwhVuUm4ufS8/ul0dzOUocPwr/6FDaIeFdYXRldHZddtWjKlojzrZjFjsdKCvl5Bc77QMABqLaplp5o7yssSy1JvVa/rUDqQfWR62noLModNGsoFmT/SY7+zo7SBysRda9vHiBlchqgt+EeUHzVoav3B6/fVvCtr0pe/1L/QsbCovvF+NHPeiMnQ6UlXLyi532AQADQvGD4iOZR+aFzHP0drQQWvB+gSha5hjpmHnB83Ym7jyTfUZaKi1oKNBxm2EAbdjpQFkpJ7/YaR8AYGha21orHlaEy8OPZBz5LOqzKbIpIyQjepCoaBaKTTTvON9xk/0nU3haF7Xu6+Sv96fuP5h+8FjGMc8MzxOZJ37K+ynxXiL2RQFf2OlAWSknv9hpH8x63NSUf/Vq0p49xRJJf28L9I+suix6ZNRmSO5KtsVvc/FzsRZbUyKxFFk6+zgvDFm4M2HnudxzKTUpjS2Nja2NOfU5weXBXne9LuRe8Cny0fPSlA3NDbSKgNKAi3kXv0/7flPspnWR6+YEznH0drQWWVP6Ge0zeoLfBGep82jpaOUd8br82Y5mH+87nmacETjjk8hPvkn+hrbKu8Q7vDKcNrjoflFNUw1tNmITPHnsdKCslJNf7LQPNjUUFAROn67ssCT29vLw8P7eKOhzTY+boiujD6UfWhSyiDJKt3YFaRzvJHFaE7HmVNapG4U3aLFrI9YuD1++OHTxtIBpDt4O3FWgeLkpHm2Ardh2ZfhKilAU9fq7IgF0YacDZaWcvYezCI1eW2trdUxM4LRpnbswoaVl3ObNjWVl/b2NrKCsU/WoKr02PaYqJqwiTFQkood3sffPd3+mx6W8S+dzz5/OOn04/fC+1H07Enasj12/MmLl/OD5s4Nmfxj64drItR/e+XCS3yRHiaON2GaEeMQU2ZQtcVtoCSEVIZtjN88MnDnRb6Kz1Hmkz0jKOnZiOxuRTZc5xtzLnFJRjy9M0N2HxhP3aCSVaIx0zNzgudvjtl/Iu5BVl4V9UTCAsNOBslJOfqm1D/lD+dmcs0vClnC3/1x2Z9kE3wnzgucdzzwub5Tjg8/APaqqKvX3zzx+XGRpqdqXiaysEr74Qjp27L9GmpmVSKX9vb2GrqapJvFe4rmcc+ui1i0IXjA9cPp43/GUZkZ4j7ASW1mILCij2Ipt7cX2FBQo1thL7J19nV18XSjuOHk7WYutO0LME7yJr7Z9QuOk42YEzJgVOGtV+KrvUr9LrUlVlpHCX0BZwNGMo+4x7jSNo7fjCMkIFz+XpWFLP478eGP8xjnBc2xFXVxjk6qCik8R8AP/D+hDgxa1L2Xfuexz1/KvRVVGcTui6NOj+mF1QUMBd2kDevTfGwvADwQs0EXZPpLvJdMnqe6PUSuh1aLQRdJSdMwGpzIy0mf06M5vmtjKKtrNjYJXu2K3Vvjy5f/alWVuzo0foHoZ91Vn5y5llFWX5XXX6+ukr+cGz6Wo1LOrJfXhQyjQfTOWjpeEHZOZCc0cJA6UljbGbhTeFfISZQobCilobkvYRllzW/w2Sk7SEql/iX92XTbOvwNmIWCBLtQ+psqm0vfvbn3WU/ezJW6Lb6mvge/Toq4lpz6HOgDuSoA0TH9LG0vpW7X8oZyG6av8scxjJ7NPUj8UXx1PXSx9va5tqr199/YnkZ98Fv3ZmewzwiLhz3d/PpF54mTmyXB5OE1TfL+YOhj6mv55zOc38m/QwumRWZfJrYW6Iv9S//DKXw51Kn1QSmP6row5588Hurp6mZmpvUt+EyfGbtp0v0j9WtJ12dkhCxZw0/iMHJn6/ffN9Qa6L4GqtPpRNb0vMfLo8triFHlCRHHY7tgvZ14f53zJ2uqWuc0tixHXLSxvm489Zz79kLnrEavZJ+xn/zT6Q5+5q0NXUBSgx7I7yyhqjJGOoYed2M5KZGUrtrUR2ZiLzK1F1g5iBwuhRc92C1kKLTsuIqD4lY2emnuZq/3iRk9pdfTPMsF3gmuA67zgeUvDlq64s2Jl+Ep6cJvnEeOxMWbj1rite5L2fJ/6/ens01cKroiKRHGVcdQ4w8rDbhfepihDOYY70pzaGA1/l/odLWp+yPy9KXtpMmpjNU01NAG9auD/kgDGBAELdKH2odolWIosV0aspO/x1Lddzb96veA6BQ5pqXR1xOqRPiM17NMSWY2Wjp4eMH1/2v6cuhz6lFdbPi1qd9LuH9J+oEC2I37H8czjl3Iv0ZSJ9xKDy4MLGgoqHlYoJ6anlGBSalLaFdlI3ijPa8g7kXWC5gotD9WnOA3NDcUPiv3K/DzTPWcGzVR2ePTVn+tHlWPMOiIJb7/dcIvq6GVVdntw540rK9bR25E6eBdflymyKcvvLD+bczakPIS6z4DSgIaWBiovVcjZ7LNHM45+m/T1V8lfUb35FPtQcShhiIpF1JVujN1IcwUXyXziLwUne316c96co3artghWbRYs3y5Y8LXgg6Pmk85Zj7lgOf+qy86EnavCV30Y9uHi0MVLQ5eujVy7OXbzpbxL9Ia2tbYGqBz5LpsypT47O/PkyYg1a0KXLEnZu7c8mLYl+MkHL8oH1ISy67Pp7aNc0od7g/TYXUTxa7TP6NlBsylnX8i9EFfVkXiogXGRXXWzKdNwsYa2n7uSOE3W42OJmhsaMjw9Iz7+OHjePG8nJwrBwXPnhi5cSE9Dly6lgfht2zrnZj3RlpbKZJSqk7/5JuPo0bKgoJZG7H8C6CEELNBFGbCcvJ2+SPhC9z0fqPM7l3OOvo7ryBlOEifKW+N9x1OesJHotWPMQtQRRP4tmogUOwb+/aQkCy8LB4mDs69zx5JFNi5+LtT5zQyc6eLvQuMpwVDa6/fjXXr2eJKbTeui7OIoGjHxjOVnboLr1oLvZwp2Lza70flUMzMz6ZgxUZ98knboUN6lS/nXrpVKpQ9KS5tqaqifpo75cZPW1kIv1efkcMNcHOH289GD0mRpY6l/qT/F7l2Ju+YGz6XsbiuypXewZ8dcm/3cjSnN6XG746/lLYHZ7Y6R5l4dt0Ch9j/JbxJ9u9iXvE9SLOnlz2pUORRPG+XyEh+fghs3KL8+rKioy8ury86WR0Sk7t8ft2FD5rFjeRcvxmzcGLZkSdCsWQHTpknHjpXY2elTFN8JE+iN0HNj6M0qvHEjbvNmCmpie/vOSxNZWdECaUvu3r5dl5XVm4IDMAUBC9SpnUWYWZuZ35DfrSVk1GbsTdk7znccdU79mEu6fFgIOzKZnciO0hv1304+TtxuiemB00f5jKKcMcl/0sa4jdvit60MX0lZbZpsGkXDsdKxC0MXns46fTT96IaYDeui1q2NWLslfsvGmI1zguZMDZhKCXJVxKpTWafOZJ9ZHLqYVkHdM81oJ7GzElvRkml2mowSIW2DJW3Dre79AvskH2YqA5Y3BTbXOpKH7TXBqPOCCScFY08LnM8Kxp8STPEUzPpOMOOgwPmMwOlHgdOFjmlsrgpGXBLY3DC3vG1ucduMHtbXBPaXzewuC0b9KBj5o8D6lpml4krcPdtxaHdV4PSTYPzpjqXZXRGMPm824ZTZR9sFB1eNCr1x7OqCiT8tmxgjPJ9+7pRf3FXvIsntlEvXQg6fPLF2n/u4r1c77FhluXWV+TfzBUcmCa7YCS46CG5aqq/kqq3gtnlHwuj4RZUShpdXXU5Oc0MDhRKNLZ+iUs65c0lffRX16afRn30WuWZN4KxZ/i4u0tGjpc7O0lGjaEDya4jh4aoFnX75VT68HRxkU6dKHB3Ftra+48eHLlyYe+6c2mZTzss5c4am7NZKRRYWvs7O/hMnhi1bln74cHlISCv2cgFogoAFuvSyfXAXYr4jv+MR4/GB7AOKF2qf1s5S593Ju7fGbf0h7QfPDM/t8dspmkzymzRFNoVSCP2lOMIFESuh1VjfsQtDFlJusxRaUhIa4ztmnHTcmog1OxJ2UBJSPSGrc7CjLEUjKeJQPFoUuohmuVF4Q7lD7ondjZXr4ahjC1+5krbrsr3gpl3HCX3Ui1NfTh38yfGC4xMF25YL5n8tmHpY4HqgI8dQrLG9Khh/smPk0i8FH28SrP1csGZDxwRjzgkmHBdM/0Gw9AvB+nWC+d90jPzglNXk09ZrDo89cHndVwl79qXuO5xxmNJemDwsVB6aWZd5Lucc1baoWCQtlkZVRgWVBd26e+vH3B8/uvNRx9Udn9TJ+fo+uL1KtzvqweGiYPRZget+wVcLf00STk7KA8WoemvT0rSlH40qIyPjNm2iLBKyYEHUunVxW7bcWb6c0oPP6NFCLfFFqDgDQGRt7TNypHTMGEowQgsLkaUljXwClUGrC/voo/xr18oCAqjUTTU1NECP6vh4yjryO3ck2gOT0No6YNo02ZQpVF7pyJEaN9hnzJik3bvTDx1K2LEjaNYsiZ2dtnr4V+Sysso4erRb1Q7AAgQs0IX39kF5K1IeWdhQSNlLzx1jNKW2X2TuJSdTB8Od7EaTNbY2lj4o5c76zqjLuFNxJ746XnkfsSd/NlOZTJa4c2fIwoWhixaFLlniN3Ei9XAiRd+sra+ifp2mDF6wgCamjlA6dqzfpEnZp0/nX70qmzzZe+RI6vbqsrKyz5xJ2bs34YsvIlatCpw9mzJB5rFj6YcPx23e3PvLK1AFUoVTpz09YLqlyHKSbNKsoFm2YlvuV9qOg7X12Mmk2if/8tNbp5/qOsbfElhf79jX1REir3X8tb/UsV9qymHBR9sE69Z3BKkrdhp69OBZs6jglAN4eac0etzUlHvhAr0ROnYUdeOhshCxvb23IpyFzJ9PaUk2bRpFuoAZMyj3BM2ZQ28xveMU9WLc3TNPniwLDLyXlFSTmtra2KjPEVH07+A7bpwyC3rpEfv8JkzIPnVKHh6u8bxRqgdaO7WuyNWrfceO1bZAatvUDkv9/fvgrQAYkBCwQBcDbB+UqBoKCorEYt/x4//VYzk6UjShfiV85cpiH5+CmzeLfHx6dpWB5vr6ewkJFGgKrl/POXs27cCBpF274jZsyPD0pG6msays48jfhoaOLamtLfHzyzl/PmHXrmg3t0BX17APP8y9eDHl22/D16wRd3W4jNDSUqq4dILQzIw2mBar/3EzT4zagdjK46VSalJiqmKy6rKKHhQl3UsKLg++UXjD665XRm0GhbOqR1UdWaClsayxrDo9lXruEl/fe4mJVeWFtU21NAGNTy2Iitm2heILJcigWbMoWAS4ugZOm0Zpg6Kkj5MTt39FZGkpsbPzdnDw/+CDiI8/Tt69+8l34VSUuoyM9B9+CF+xomPnlpNTR0SmzeMyk5kZtwdLZGNDbZJaQubRo/lXrhRQE7pxg9rMw4qK5oYGao3UYKj1Ppkf1GpSUiqjorjD4KjR3vXy8p80ST2nWlsHzZ1bHhTUrSXTMhsKCx+UlRWJRIlffklvVud9bJQUKfqn7NtH7zt9H8CR8sAmA+xA+wgr5eRX/7aPttZWLiRR35ywbVvokiWSESP032dAwSXz2LGG/PwuV1QeEpL6/fchCxaI7e27/EGE2zFA8agnOzaoM7ay8lLsqeI2jP5SB9zHFTlQ6ThMvt9xB/JzR/T397boixobBa/G0lIKPTym+RKp1G/CBN3NXmxjEzBtWtzmzRT1cJ8AYAQCVl+ucuBX7hMrQnlgoP/EiX4uLpGffkp/KUgJLSx++UKsfVeQyNbWZ8yYX35x0x536NM//eDB6oQE5eqoa6R+MeqTT7ydnGRTpnQ7J+n3kDo701f80sDA8uDggps36/LyuLxI/dwA6pUB9NFUW5tz9iy1eb2+eJibixU7Jv3Gjw+eMyfms89KpdJWCqy1tfjXAKNhBBlATwhY+nqS9yKk79MRH38sHTNG/71BFIkoioXMn5955Ai3h4M+kTuuDlBb21BYmHbw4J3lyyM/+SRAU2wKmjVL9sEHv5zGpfFQEjMzkeJA4IhVq2gh9IU7+euv0374Ief8eRoOmDqVwp9s8mSRjQ3lP4mDQ/DcuTHu7mkHDlDXUhUVRZOFr1yZuGdPwY0bldHRfVp1AIapVfGLapFQmLRnT/iKFfTfpOeOYcUppGbcT65iGxvKaqELFsRt2pR9+nSZTFYWEFBw7Vrhzz/XJCcXXL+eevBg9tmzhTdv5l26VOzr+wB7xcDwDNAM0AMIWD3BVxEo/USuXevj6Bjj4ZF7+XLMhg2UkCgq6fopzdJS4uio/E2QZqeP7Ea9f9eg7JWyd2+Aq6tyT5juR4ybW5FIpP/xMfieDaA/+n+sjonJOHw4XHGkvMjKquMbDr/nXSpOH+nYMTZypHTcOL+JEwNnzAhbtow+c+hrUvrBg/nXr9ekpnKnXhryr89gNIwgA+ipfwKWNn20CuX4tra29evXm5iYmJqaenh40NMeL7/LaejTqiIkJHD6dPqqmvL99/KIiKTduzvOmLOxoZBEH3Y+I0d2+eFIH7ipBw4U3LwZt3Wr/NeDczkN+fmVUVE92/52xSd7xZ07EatWKdclVOymEtnYyD74gL77Znh6Ft6+3ePlA0AP0FcU+j7zoLT0XlJS5smT9AHCXZieEhJ9Ggi5vVm8/mSv+qDlezs6yqZNu7N8OX1elQcH0+dYs+LkFQC+IGD15Sr7vnK1reLIkSPDhw/PU6CB48eP87t8Tv7ly9066lzjl87YTZvq7959AjuEqhMSMo4cqfz39AYAhulhdXV5SEjm0aNxmzZFrFwZtnx59Pr14StXBihO103atSvGw6Pjaq6ffRa6eHHHZe5tbUUWFl69SWY0o7k5LURibx84c2bUJ58k7NiRc+aMPCysOj6+LiursbQUZ0SC/hCw+nKV/RewLCwsxGIxN0wDVlZWfC2/xNfXb8IEoaVlx2l0XX1HFP06DX0rjfj4Y3lERMetPz78MOf06RKp9FFVFT6tAIBfTbW1jXJ5Y1lZbUZGqb9/3k8/pX33XeKuXRGrVwfMmEEfXz6jR+u4Fl2XIUxsbe0zalTw3LmxGzZkHD2af+lS7vnzhbduUQjr76KDYUHA6stVPpGANXTo0BdeeOEf//jH/v37W3/dDzRkyJDKykpuWC6Xm5iY9Hj53EBDQQF9n5NovFWZ4qMqfts2ykwxGzYEzZ5NXzTrsrO5HUXy8HD6mOt1QQEA+NRUU0MfTcUSSdqBA8Hz50udnSWOjiJb2x5egeXXXfL0rdLb0VE6fnzgjBn0rTJl374ioZCy1/3iYhy4yRoELGPw6NGj6OhoKyurtWvXcmMGDRrU3NzMDdPA4MGDdcyu41gxQh9DBVevqh0qzj2lv1knT7YrLh7d12UEAHgyKAlVhocXXLuW9sMP0e7uoYsWhSxYEOjqKh07tuOqMT09Np8+ML1HjvSbMEE2ZUrY0qUxHh60/LtCYam//72kJOzONz4IWH0uOTmZos/zzz/f19c+KCwsVO6p4nEPltpPgT6jR+ecP9+uCFWUvXjZcgAAw/f4cVNLS0PTw9rmBw2VUVG5Fy/Gbd4c6bYmesvnEZ+tkblOETrYCK3Ne7IDzErgZaG4JcAIG+/xowOmTqUEJpsxRTp5Qviq5fmXLxeJRPLwcHzkDiwIWH3O3Nx8+/btDx486OsVFRUVDRs2jBvm8Rgs5UdA8Lx5TbW1/GwrAEDfaG1tvH+/6NGjKhqgSNTcXN/UVEPBqLm5gQboaV1dXllZYHb2maSkr6Kj3SMiPo6MXBsTsykz8yiNzMo6np19Pj39UHz81vDwFUFBs6XScRKJvVBo5uUl8PIyEwoF3IBi2FwxnntJ8OsE5kIvGm/RMUwv3VZM8LPA67bicUvgdfPXv9cFXjcEHS9xj9uKv14qY37+dbHK6a+ZCW+YeV03F121lty09/Ya4S129PUd5+8/2c9vkkw2LSRkfljYkuhot5ycs1QPLS2NzVru5Qp9DQGrzz333HP379/vo4W7uromJyc3NTWlpaU5OTmtXr2aG+/p6antLMJuveVcwJJNnpy8Z09zPf5LAaCf3buXmJl5LC5uU3DwXD+/CVKpM8ULicRRLLZWxB3zf487gl+fKoMRgw+qAQuRyIZqSSodHxDgGhKyKC5uc2Hhzbq6bMqg/f2WGorc3J9CQxcXFNzga4EIWH3u9ddfz9fjdng9c+XKlffee+/ZZ5996623Nm7c+PDhQ258W1ubm5ubiYK7u7vqdbC6G7DqsrN53mgAgH9H3XxdXV5DQ0FlZXRVVUxdXU51dXxh4e20tIMJCTsjItYGBEz19nYSiaz7K6NQgPP2dlA8HL29R0gkdiKRLY0Ui+0lEgcfn1E+PmN8fEZKJPZisS1tp0hkKRbbUKwRCi1FIisaVgxYcilQKLTgsqBQaEbT0AIVs1jT7N4SBxojEloJhTZika3oZyvhLYuO3WCq+7R+5rN0tFIfn9FS6RiplP46+/lNpL+0SVRYRXK1EYtH0Kve3qNoAn//KUFBs4OCXGWyqQEB02ggJGRBTMz6lJS9OTnniou9q6sTyspkycnfRESsSUzcWVYWoHyX29paDTbPpabu52qD3pfa2nRelomA1ecOHz48adKksoF5Jwd22gcAqGlpaaDEQ4+KivC8vCu5uRep+6yqiqUAVFkZkZd3OTl5T0bGkYKC65WVUbo7Tnq1oaGwvDw4L+8idcMZGUfj47eHh6+SyaZTKBGLrXq3e4Y6xY5+keILZRQKQL6+Lr6+Y2nJPj5OitwzSpGKnLjdXTLZB2Fhi2NjN6anH8zLu1BU5F1a6puVdYI2KS5ua0LCl3Fxm5OS9mRlnbx716uyMu7RoypKBjxWrHJpLS3dO7CdZmxurG2qq7mXHJ/vczX5yJ7wT1f4Tp8gnmDj5Wzu5STwchZ4zRB4zRF4rRZ47RV4/SjwuiTwuqby42N/PChNUuikfMn9zKpIpXaK9PnLD6wUQGWyafHxm7OyTuXmXsjN/Sk7+0xh4U2q/5ISKbU3aoRUVx3Fb25obeX/bID09EOqOz4DAqbzslh2OtB+K2efXsm9LwygTQUAHjU11dL3eH9/lx6FHjNv7xEy2ZTAwBn+/pN9fcdQJ6roUzseXl7mPHXV5pSWYmLW5+aep1TX1FRD6efBg1LKgv1def3vcVPTo6oqetRlZ1dGRGQcPRqyYIH3yJFiW1shd+ajpcDLXuD1gcBrtsDLQ+B1QOB1TnFol/bsJfwlwprx8vb1+vHL77yKME2JzUIk6ngontpQhpNI7Ly9xwQHz0tN3UvNg9qGxtxfV5dH3w1oMh+f0YpQbqlchZ/fRG5F6emHe/+OsNOBslJOfrHTPgAYRImKvrv7+0+RSkdTPOIrBvUgNkkk9n5+E2SyDwIDXYODFwQETA8OnhMRsSYh4Yu0tIMFBVfv3Uvk9mH0d50NSG2trc319ZWKG9LHbdjAXXJCOnq0yNb2l+Blp8heIwRetgKvkYphGmkt8LL59TxHGuNADzOhi6XY1cZ3kXPQRzODPeZFfbsu6cY3ib67YgLco4I+CQ1eQsElLGxpXNjG2Gubw69/5CNxpgykaFoWYrG94qfSjh1XioelRGKrGNN3Ac6MUpev77iQkHnx8duLisRlZYHaVpeQsIMCmfLVlJS9vWxv7HSgrJSTX+y0D4CBoqWlIS/vcnz81pycs1VVMfS3tNS3qio2Le1AWtoP9+8Xqp01Rp2EWj9BvUhOzk+BgTN17Jmgbsbb24G+0FPoCQ6eHR3tFhv7+Z07y0NCFioei6Oj16el7U9K2hkZ+THlIbFY7ego7ugi7qgjS0UnNyE0dFFMzOcJCduTk/dkZZ24e/c2bT92PvWvlsbGhsLC7NOnA2fOVN4Lslc3gjQ3V7u4j9jWWjzCznfcuJB584Jnzw5btCj+y215F358WFHBXXy19VFjeVFwetrB+Pgv4+I2xcdvoeYdGflpZOTq8PCVlNj8/CYpjnsbwR0AJxJZKRqYtWL3lYViLykX2gTdPZXh16PiLPLyLnIVkpl5XPlqaup3yoqqrIyKiFgdEDAtIGBGePgq+h+sr8/RXbfsdKCslJNf7LQPAANHISkr66S//0TFwdFdfGsXiaz9/FyoQ1LsPBAofkyxVgQdB19fFy17qjp6rLCwJdXVCT3bV0S5rbY2o7o68f79ogcPBuRRp6DUUFBQ7Oubefx4wvbtkR9/HDxrlu/YsRIHh15d6V7TrYd+WZriRpBie/ugWbOi3Nzit29P3b+/xNe3Vcv1V5WHr6k11MZGeXGxN4X44OA5Uuk4xUkGGr5FhITMlcvv0MTqS2ttrYqJifZdr5LArOi/Rts/HX1toNaurQ7Z6UBZKSe/2GkfAIaprCxYcUGmlSKRbR/8NmcWErKwqiqGu15Uf5cVBgZKIQ+Ki+WRkSVSadoPP0R88kn4smXBCxYETJni7egotLYWWVr6jBwZ8emn9KAxHde+70UmE1pYUPDyGTXKb9Kk0Pnzoz79NGbDBkpgQTNnimhdVlb+kybFbt2atn9/kUjU+bYi1LYbG8vk8vD09EN37iz3959M/03aUlH4ypW/rHej/v9E5t7eTmKxrbe3Y1DQzMTEPWVlgfX1ee0sdaCslJNf7LQPgH5EfQB9Ea+qis3N/am4WJydfS4kZD59XisOD+/8gW4RGDgrPf1wRMRqGoiMXBcSsjggYHps7OfR0W5+fhMkkhHKicViq18PNjdXWZpZcPC8u3dvd/csNoAeoEBGj4aCgsqYmJrU1FJ///RDhyJWr5aOGSOxt5fY2no7ONBDaGXV+11iQoFAbG0tcXDwGz/e/4MPpGPH+oweLfvgg8CZM4PmzIlxd8+/fr1YKg1fsSL8o4/yr1xRvb5j5rFjKj90CrxWKE7D9PrlGrDCi5S6zLwmCDoeqwWig2YdF4nVFbws2OlAWSln7+EsQoA+Rd+e8/Iuh4UtDQiYIpNNoQDEhZ4uvyvTl++ysgB9frxraMivrc1QPYWKG1ZcxzwTh4qDYWpuaJBHRhbevJlz+nTirl3B8+f7ODnp+lHS3LzHt4bkHiIrq7iNG+O3b/edMOGXiGZuHjR7tr+Lyy8rdVAc769xdieB1xFdVyZjpwNlpZz8Yqd9APSFhw8r8vOvhYd/5Oc30dvbUSKxU9xBpRu/Pvj5uaSk7CsultTUpPZ3aQD6R1tra0tDw/2iovKwsCKhMPfChezTp4u9vVsbG+ml8tDQrFOnUvbtC124UDJihLB3kSvz5ElupR0XvMjJSfzyS5Fi15rIwkJiZxcwY0bIvHk+I0cKLSwogYm4w/kdFPNaKq5/sV2Run7s2OnFTgfKSjn5xU77AODF/fvFFIbS0g4FBrrqn6XE4o6T1WWyKVFR66Ki1sTFfX737u3WVlyVAKAnHjc1URqjR1NNzcPq6rrs7JqUlOr4+KyzZ6PWrg1dtCh5716KaAHTp6tGK7G1ddoPP2hc4MOKis4jWxQH4BfeuHFn2bLAmTMjPv5YOm6c6gLZ6UBZKSe/2GkfAL3x4EFxVtYJClU6gxR3zXFLP7/xkZEf5+Scra/PqalJwYFQAP2FgleGpyflqorgYF4W2JCfLw8Nrc/OvpeYyE4Hyko5+cVO+wDogZqa1OTkb7TlKqHQQip1Dg9fVVBwlRJYc3O9wd6IDQB4x04Hyko5+cVO+wDQ0717SUlJewICpimudqgeqkQi69DQD2NjNxcVeSNOAbCMnQ6UlXL2Hs4iBFDT3FyfmXk8LGypWGyj7ee/O3eW3b17G6EKADjsdKCslJNf7LQPAM6jR1UVFcFZWWfi47f4+k4QCrmbvWi8jrO5n9/4xMQvS0v9aa7+3nAAMCzsdKCslJNf7LQPYFllZVRGxtHk5K8CAqZ2eT0qHx/n+PitNAtO8QMAHdjpQFkpJ7/YaR/AjoqKMIpT8fHbfXxGKq6koOvWfopbyVqIRJYhIQuLisSNjaX9vfkAMDCw04GyUk5+sdM+wFg9eFCan3+1oiIkJGSRt7eT6m1kND4oSwUHz4mL20QhrKwssK2tFYdVAUAPsNOBslJOfrHTPsA41NamZWWdun+/qKDgemTkJwkJ2ykw6dxBZSUS2fj7fxAXtzU5eW9Bwc3WVlyVCgB4wE4Hyko5ew9nEcLA8uBBWWLirvj47XL5He6+fhovoKB8SCQOsbGbUlMPlJbKcBwVAPQRdjpQVsrJL3baBwwUjx831dSkPnpUVVUVGxQ0Vyod1+Vh6YGBrn5+LiEh8+vqshsbSxGqAOAJYKcDZaWcnLa2tvXr15uYmJiamnp4eNDTni2HnfYBhuz+/aLSUmla2kHFdRO4OGUmFGr+7U8stuYGoqPd/f0nJSXt6e/NBwAWsdOBslJOzpEjR4YPH56nQAPHjx/v2XLYaR/QvxR7pGJKSnzz8i4nJX0dHr4qIMDV19dZInHQ/Xsf9wgNXRQZ+Zm398ioqHWPHzc9fFjR0JDf32UCAKax04GyUk6OhYWFWCzmhmnAysqqZ8thp33Ak9TcXF9U5B0XtzkwcIa3t+OvO6X0eojFNn5+E0SijmsrBATMePiwur4+p78LBACgjp0OlJVycoYMGVJZWckNy+VyExOTni2HnfYBfa2pqbag4HpCwnaZbJr+cUrxU6CFt7dDaOiSxMRdxcXe3BFULS2NDx9W4GgqADBY7HSgrJSTM2jQoObmZm6YBgYPHqxj4qd0eiLbC8bp3r3k4mIfClWUkIRCrRFKJLKWSp2DguaEh6+IilqXnLyXglRNTWpzcz2uQQUAAxQ7HSgr5eRgDxY8eZSHGhoKKRvFxq6XSsfoOHaKXgoJWZCauq+6OrG5uaG/NxwAgH/sdKCslJODY7Dgybh/vyg396fg4PkikY3uyyVIJCNCQ5empOwtLfXDT3sAYPTY6UBZKSfH09NT21mE3XrL2WkfoENjY1lxsW9pqSwz80R0tIdMNkUsthWJLITCLu7iJ5WOCQ9fmZz8bU1Nan8XAgDgiWKnA2WlnJy2tjY3NzcTBXd3d9XrYCFggT5qa9Ojotb7+o4Xiaz1PBpdIhkhk30QHr4iPf3w/ftF2E0FACxjpwNlpZz8Yqd9sKm5uYFi0IMHpdnZp+PiNt25s8zHZyQlKqHQQnecEgrNRSILmpISWGTk2vz8aziUCgBAFTsdKCvl7D2cRWis6utzKirCuBshx8fvEIttFRdB0PUznyJLmUkkDiEhC8LCPoyN3ZCbe6mi4g72TgEA6MZOB8pKOfnFTvsY6B4/bqLQ09RUk5p6gJJQaOiSiIiVwcFz/f0nS6XO0dFuAQEzfg1MXV53ylwotPT2dkpI+PLBg+KWlsb+LhwAwMDDTgfKSjn5xU77GHAoUVH0KSi4FhX1aWDgDJHISnHUeRc/7XU6s89OLLaSSEZERHycnX26sPDagwdl/V0yAABjwE4Hyko5+cVO+zBkDx4UJybuysk5/ehRVVbWKZlsire3k+KnvW7cYebX0/rGKXKVfWLil9XV8f1dMgAAo8VOB8pKOfnFTvt4YlSPXmpslDc2ljU05BYUXL93L+nu3Z8LCq7l5JzNz79WXZ1QXCyOjPw0KMhVJLLU75YylhShgoJml5RIs7PPpKcfKi31oxRFi0pI+KKw8BZ3HHpdXSZ+9QMA6GvsdKCslJNf7LQPvtTX5yjv7tLa2kjDDx9WZ2Wdjo52Cwtb4u8/SSSy8vYeIZNN0XGhc/0e5t7ejiEh8ymQVVSE4SQ+AACDwk4Hyko5ew9nEeqjujqBu1leu+JwqIqK0MBAV+6MPJHIQiy2EYuthUIzxa943fshT+NDJpseEDBVKh0bGrqkuNi3qakWN+kDADBk7HSgrJSTX+y0D320tDTm5V0ODV0oFtsro49IZNPVeXnqVz1Q/qjn7T2SMpOv7wQKZxTIgoPnxMRsiInxCA//OCRkfljY0uzsU+XlQXJ5eH8XHQAAuoedDpSVcvLLyNrHo0dVDQ2F1dUx4eErQkOXBARM9/efWFh4s6IilNtFFBq6OClpV1bWyYSEXWFhy2SyqYmJu/LyLvn5uUilY8Rimy6PIvf2dlSmKLHYjp5KpaPCw1fm5V0sKZHW1WU/ftzU2FhaU5PS2ooDoQAAjJaRdaA6sFJOfhlH+8jIOOzjM1J1t1OnYNTFxTY7H1EuEln5+k7glikW21I+y8g4xB08zl2Sivv1EAAA2GQcHag+WCknvwZo+6Bwc/euV1ra/oSE3VKpc+8PgVI+/PwmZmefamqqUR4C9eBBaf8WFgAADNAA7UB7gJVy8stw2ocy0LS1tRYU3CoouKF6rQEaWVubXloqvXcvubw8WHETGA3xSCy28vUdR4/ExC9LS/3z8y9nZBz38RmjOJTKurw8lOZNSfk2Pn5rZuaRoiJRVVVMXNyW8PAVOTnn6+qykKUAAEBPhtOB9jVWytl7T/gsQspJXHiqr8/JyTn78GEFN55GUqBpbW2sqopLSvpKLLYTiSzF4hHKg8SjotYlJ++Ji9saEDDby0vXb3ze3g6lpbKmphqNG0DhTC4PR3gCAAAeIWCBLn3aPihLJSd/LRJZC4UWoaGLhUJLxeFQViKRDY3s5dUN/PwmJCbujI/flpd3qe+KAAAAoBECFujCe/t4/LippESan381ImKNygUL9LzAgYXir6W//2S1l0QiKz+/ySEhi2Sy6UFBMzMzj6teMB0AAOAJQ8ACXXrTPh49qgoKmkV5SCKxj43dWFLiLZNN1XKlg1+SlkTiKBR2nNOneFhJpWOk0tG0kOho97KywHbF0evcwiml3bmzMibGIyfnXF7eBW0//wEAAPQLBCzQRZ/2UVOTWlUVyx3JFBW1PiRkoeKqUeMkEocu90hFR68rLfUtKLhOw2FhS9oVu7jo0dLSiF1QAAAwcCFggS5q7ePRo6qsrDNpaQciItYoUtRY7sApxY90mm9IzP2up/JUIBZbh4evjovbUleXqVwyrhoFAADGBAELdKH20dBQUF+fm5PzY3j4yi4vZa72kEqd798vun+/OCzsQ4nEJinpq6amGtXLKwAAABglBCxQp3aZhq5+5jP39XXx9nby8jIXi+1SUr4pLw9paMitqAjNzDyOQ6MAAIBNCFigS+eAJZNNSUr6OifnfH19XkNDofL6n8oBAAAAQMAa2LRdFLStrW39+vUmJiampqYeHh70tMfLl8mmUqgKD1+Vn3+1sVHO04YDAAAYMwSsgU3b+3fkyJHhw4fnKdDA8ePH+V0+AAAA6MBOB2qc5dT2/llYWIjFYm6YBqysrPhdPgAAAOjATgdqnOWk92/o0KEvvPDCP/7xj/3797e2/nLtqCFDhlRWVnLDcrncxMSkx8vnZ0MBAABYwk4HaszlfPToUXR0tJWV1dq1a7kxgwYNam5u5oZpYPDgwTpmf0qnPt96AAAAo8NOB2ok5dSRewoLC5V7qrAHCwAAoB+x04EafzmLioqGDRvGDeMYLAAAgH7ETgdqnOV0dXVNTk5uampKS0tzcnJavXo1N97T01PbWYTdesvZaR8AAAA8YqcDNc5yXrly5b333nv22WffeuutjRs3Pnz4kBvf1tbm5uZmouDu7q56HSwELAAAgL7GTgfKSjn5xU77AAAA4BE7HSgr5ew9nEUIAADQS+x0oKyUk1/stA8AAAAesdOBslJOfrHTPgAAAHjETgfKSjn5xU77AAAA4BE7HSgr5eQXO+0DAACAR+x0oKyUk1/stA8AAAAesdOBslLO3sNZhAAAAL3ETgfKSjn5xU77AAAA4BE7HSgr5eQXO+0DAACAR+x0oKyUk1/stA8AAAAesdOBslJOfrHTPgAAAHjETgfKSjn5xU77AAAA4BE7HSgr5ew9nEUIAADQS+x0oKyUk1/stA8AAAAesdOBslJOfrHTPgAAAHjETgfKSjn5xU77AAAA4BE7HSgr5eQXO+0DAACAR+x0oKyUk1/stA8AAAAesdOBslLO3sNZhAAAAL3ETgfKSjn5xU77AAAA4BE7HeiAL6fGXUptbW3r1683MTExNTX18PCgp7rH92Clvd1uAAAA9rDTgRpJOdXesCNHjgwfPjxPgQaOHz+ue3wvVwcAAAD6YKcDNZJyqr1hFhYWYrGYG6YBKysr3eN7uToAAADQBzsdqJGUU+0NGzJkSGVlJTcsl8tNTEx0j+/l6gAAAEAf7HSgRlJOtTds0KBBzc3N3DANDB48WPd4bcvUoQ8KAQAAYOTY6UAHWDm15ZsnvwcLAAAAeqBnPe+AYyTlfOrJHoPVeY2Gw2A3rN2At81gN6zdgLfNYDes3YC3zWA3rN2At81gN6zdgLfNYDes3bC3jV9GUk61N8zT01Pj2YLaxndeQnfXaDgMdsPaDXjbDHbD2g142wx2w9oNeNsMdsPaDXjbDHbD2g142wx2w9oNe9v4NeDLqXHHY1tbm5ubm4mCu7u76nWwNI5vR8B6Igx22wx2w9oNeNsMdsPaDXjbDHbD2g142wx2w9oNeNsMdsPaDXvb+MVKOXlnsE3EYDes3YC3zWA3rN2At81gN6zdgLfNYDes3YC3zWA3rN2At81gN6zdsLeNX6yUk3fsNBEeodJ6AJXWA6i0HkCl9QAqrQfYqTRWysk7dpoIj1BpPYBK6wFUWg+g0noAldYD7FQaK+XkHTtNhEeotB5ApfUAKq0HUGk9gErrAXYqjZVy8o6dJsIjVFoPoNJ6AJXWA6i0HkCl9QA7lcZKOXnHThPhESqtB1BpPYBK6wFUWg+g0nqAnUpjpZwAAAAATwwCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYHdra2tavX29iYmJqaurh4UFPlS8lJCSMGjXqd7/73SuvvHLy5En959WxTOOgrYC5ubnjx483UaABeqr/vEZfae2Ka8BwVEfqU3BUmlqlSSQSBweH55577uWXX168eHFVVVXnGVFpGq85VFlZ+Ze//EXb5YhQaZ1rBh2BDhorDR1BOwIW58iRI8OHD89ToIHjx49z4zMzM+lj6Mcff7x3715hYeHMmTP1n1fbeKOhrYAWFhYbN26sUfj888/pqf7zGn2lKal9GOlTcFSaWqWNHDlSLBY3NDRUVFQsW7Zs3LhxnWdBpWlMUStWrNi1a5e2gIVKU6sZdAT6UKs0dATtCFgceu/pk5obpgErKytumP6RfvjhB42zKBuTtnm1jTca2gr4wgsv1NfXc8N1dXX0VDkLKk2p84eRtoKj0pR0XACamtzvfve7zlOi0jpXWlpa2ltvvfXw4UO1l1BpSmo1g45AH2qVho6gHQGLM2TIkMrKSm5YLpebmJhww8OGDdu8efPLL7/84osvzps3j5K4chZlE9E2r7bxRkNbAadOnbply5ba2lqqrk2bNtFT5SyoNCW1DyMdBUelKekIWLdu3bK3t+88JSqtc6WNHTv2p59+6vwSKk1JrWbQEehDrdLQEbQjYHEGDRrU3NzMDdPA4MGDuWEamDNnToWCq6vrggUL9J9X23ijoa2AxcXFr7/+OveTPA2UlJToP6/RV5qS2oeRPgVHpWkLWHFxcW+++WZmZmbnl1BpapUmlUoFAgF3UIu2+kSlqdUMOgJ9qFUaOoJ2BCyOjhxNT7lh+tcaOnRot+Y1jgyujbYCOjk5ff7558qf3ump/vMafaUp6b8Hq8tpmK00TkBAwGuvvRYZGalxFlSaWqW9++67ISEhGl9SQqV1/vdER9AltUpDR9COgMXR9ouvtbU1/Ttxw+Xl5Rr/r4z+V2RttBXw+eef1/bTe5fzGn2lKel/DFaX0zBbaeTSpUuvvPJKTEyMtllQaZ1/B1TTeRZUmlq1oCPQh1qloSNoR8DieHp6ajxn4eTJk7Nnz1buGV64cKFyFmVj0javtvFGQ1sB6X9j06ZN3BeXDRs2aDxem9lKU1L7MNJRcFSaklql7d2797XXXktPT9cxJSpNx4Fr2o7BQqWp1Qw6An10/tKIjgABq0NbW5ubmxt3xQ53d3fVq25s2bKFvq+YmprOnTtX47GN2ubVsUzjoK2AWVlZY8aM+X8Kzs7OOTk5yllQae2ddiFwI3UUHJXWrqXSOu+MaWhoUL7EDaDSdOyp0hawUGmdKw0dgQ4aKw0dQTsCFgAAAADvELAAAAAAeIaABQAAAMAzBCwAAAAAniFgddB219ju3opSJBLZ2to+++yztJz58+eXl5drXF1vbpPM0Xjgak1Nzbx581588cWhQ4du3bq1d1UCAAAAPYeA1UHbXWO7eyvKESNG3Lhxg4JOfX399u3bKbRpXF1vbpOsSi1gLViwwNXVtVxh+vTpp06d6nGFAAAAQG8gYKlTvWtsby6DRnFN46XVdMyu4+6YGqkFrD/84Q+qV8OztrbWPTsAAAD0EQQsdap3je3xhfzv37+/e/du5Z4wNT24TbJGnQOW6v0cBu7tBQAAAAY6BKx/o3bX2J7dipI7Ouqll17Kzs7WuJbe3CZZbUWqT+fOnau83PCsWbOeeeYZPUsNAAAA/ELA+pfOd43t8R6surq6rVu32tjYcE/Vjknv7m2StV2LWW1MdXU15SpTU9Nhw4bt3LnzT3/6Uw8rAgAAAHoHAesXGu8a25tjsChjKY/lUtOb2ySr0nj7C86hQ4cobOmeHQAAAPoIAlYHbXeN7e6tKOfOnZuWltbc3Hz37t1Vq1ZpOwarB7dJ1kgtYM2ePbuoqIjmvXjx4l/+8peMjIzu1gMAAADwAgGrg7a7xnb3VpRXrlx57733fvvb31K+WbZsWXV1tcbV9eA2ybo3mBt58uTJV1555YUXXhg5cmRcXBxflQMAAADdhYAFAAAAwDMELAAAAACeIWABAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACe/X+5DIyviqz4vQAAAABJRU5ErkJggg==)
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