Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit371-11-20021125_063400_20021125_111900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/25 |
Start Time | | 2002/11/25 06:34 |
End Time | | 2002/11/25 11:17 |
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 | | 26.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit371-11-20021125_063400_20021125_111900-constBx0 |
Minimum Dst Value | | -60 |
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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6VBIJ+msAAHAmCFi2xZdycsvJ6kdhYGCEq6vIx6e7rc3W2wIAANxAwLItvpSTW05WP/IOH6aAFenp2TlWXzYBAABrG31Tpe+C4eabb7777ruXL1+uVCpHuV4na0DN4Es5ueVk9YNyVVlYmDo729YbAgAAnOEkYLGR3t7eqqqq7du3e3p6jnK9TtaAmsGXcnLLWetHs1yOrxMCADgHM00VfaJuksmGu4Smpqbbb7+dRjZu3Hj69Gn99E8//ZSmWLLeIX/rTPhSTm45Zf0oCQmJcHWN8fXt7ey09bYAAMBomWqqqsVi9izaITOW4RmsmpqaXbt2eXl50Y+dnZ1Tp049c+YMjYeFhdF4V1fXkOu15LfOxBnKWVdXd//99xses76+vp07d7q4uEyYMMHPz49+ND99uJyyfkj376e/N4G7O75OCADgBEw1VUqBgAWsuoyMIZdgiJrOgoIC9qtr165NmjSJWlIa0rgl67Xkt87EGcr5yiuvHDx40PCYBQUFPf7442U6NBIcHGx++nA5Zf2gXCU7fpw+2dh6QwAAgAOmmqq+nh7KWJb8tzdcQm1trb+/v7e3t37KW2+9RTO8//77Fq7Xkt86E4cvp0wme+ihh9rb2w2Pmbu7e1RUFBunEQ8PD/PTh8uJ60dvZyf94TXL5bbeEAAAGBUOb3JnNBoNuweLSKXS++67Lzw8/A9/+MPVq1ctX68TN6ADOHw558yZ89VXX13/+TEbP358XV0dG6fQ7eLiYn76cDlx/ZAdP44uGwAAnAC3AUutVu/Zs8fNzY3GW1paHn300cTERBr//vvvH3vssTaDbhQRsBjHLmdMTIyrqyu7lcrwmI0bN05/wx2N3HLLLeanG3WTWVYpjx1AwAIAcA4c9oNF7rjjjgULFpToHq22atWqU6dO6WcLCAhYs2aNhet14gZ0AMcuJyXo5ORkNo4zWJxgTyfEJUIAAEeHntxty7HLaerEEu7BGqUujUZx7ly9VGrrDQEAgBFCwLIt5ymn4TE7efKk0W8Lmpp+fZiH3OnrR0FAAOuyoUOttvW2AADASCBg2ZbzlHNAP1g7duxw0dm1a5dhP1hGp19HwPq5oqAgdicWOnYHAHBQCFi2xZdycsvp60dfT49KImmx4KGeI9bd3dbb21lTk1hfL21qkmm1CuutCwCAhxCwbIsv5eQWT+qHOjs7xtc3Y9u20S+qo0Pd3a1VKgVVVdE5OXuzsvyFQi+RyDsiwlX/unhxfmLiSqn0nStXAuTy4NLSL6qqLqpUktbWano7pbG+vp7RbwkAAE8gYNkWX8rJLZ7Uj5y9e9njFDS67+UOFwUjrbY0O9s/M/N1gcA9KmqqYZyy/CUQuNFLJPKJjp6dlPS8RLI2J+et3NyDRUUfFxefrqqKqa4Wt7QotVoFJTCEMAAABgHLtvhSTm7xpH7US6Xxy5ZRzBrWu7q6NEVFQXl571I2ioz0GByYaCJFpYyM7fn571VWimpqEktLQ+lFySk5eV1kpKdQ6KWb0224UYwWGxPjm539plS6v7Y2va4uo7e3k7bnev/tdwheAMAvCFi2xZdycos/9eP6jWcUKgUC87M1N8vr6tLj45fFxS35+fmn/jgllb4jl59SqSRNTbLu7jYzcYfyEKUirVbRTitWSWprU+XyYHpvVtau9PTt8fHPJCQsF4m8hcJp7MyW+cgVFeUlFE6lTYqLW5ibezA//4hGc1WjGckJOQAAx8JhR6M333zz3XffvXz5cqUF9+YiYDF8KSe3+FM/SP6RI+xCodF73ikPFRYGXr78ti5LTTE8TUWBprQ01HycGhlKYPSiBEavuroMlSqlrCysuPjTzMydly69KhLNvHEOzOirP5NJJC+mpm5saMinXMjttgEA2AkOH5XT29tbVVW1fft2T0/PUa6XPw0oX8rJLf7UD6I4d47SVfSsWd0Gj5oiWq0iJWV9UtLzA25Uv3Rpi0ZT0tlpsyftUPaiVFddLa6sjMrPfy8nZy+lruTktULhVMMIqHtNpiH9NjNzR21tGmU1W20zAADnzDRVanV2U5NsuEtoampiD3t+4oknvv76a/30ioqKe+65h3475HqH/K0z4Us5ucWf+sFoFYourVYlkdDIdd3VQIlkbULCM/qkQtnlypVjSuUQlxFti1JXR4daoTgnl5+Kj39GJJo5+PxWbOz8mBhfmeyfRUVBNDO7fwsAwBGZaqro8yf7jzdkxjI8g1VTU7Nr1y4vLy/6USQS/elPf6KJ7Lfr1q07fPjwkOu15LfOhC/l5BZ/6odeSUhIf9/uczxyMnZLJOtu5KppSUmrGxsLbHi+asT6+nrKy8Pl8qDY2LlUEGP3b02LjPQsKDhKYYuSFuUzW28yAMAwmGqq6MMw+y835Gn7AQ+jmzBhQkFBAfvV//3f/3311Vc0UlxcfN9997W2tg65Xkt+60z4Uk5u8ad+6Mk+OhHxkmvE4cnsz1Ik8klJWd/b22nr7eIAJS0KTzU1iQrFN5mZO5OTXxj85cfo6FlU5IKCAHo1Nxep1dm23moAgCGYaqronx5lrOpq8bCWUFtb6+/v7+3tzX48f/78I4880tPTs2LFihMnTliyXkt+60z4Uk5u8ad+MPTXeCX/eP9t7LqblqKjZvb0OPPpnM7ORq1WUVQUlJXlJxQO7L5LIHCnYWLicwkJK5TKSPon5RxBEwCcDIc3uTMajYbdg3Vd9+i5Rx99dMeOHQ8++GBnZ6eZd3G+VY6CL+XkFn/qB1GpJCKRz8WLC/rjxfeTIxa6Cp7g0UOgWdjKyzucmrpJKJw+6Epif+JMTn5BIllbXX2xpiYRHW4BgJ3gNmCp1eo9e/a4ubnpp4SFhdEMn3zyybDWy58GlC/l5BZP6gdlC7k8+NKlV1mYKC39KvfTA/13Yrm7t6tUtt46G+jq0rS0KKurxcXFn6an//3ixXmGHXGx8YSE5WLxkrKyswrFOZoft8kDgK1w2A8WueOOOxYsWFBi8GCPc+fOPfzww93d3cNaL08a0OsIWJYbcK+frTdnLOTnH2G5ISnpeRqnKb2dnRUXLtTn5tampVn1UdCOoqEhv7z8u5SUl6KjZ/y819P+M1sxMb6RkZ6Fhf8sLAxkj1O09fYCAI9Yu6maP3/+v/71r+GulycN6HUErJFx+vpRW5sWHT1LLH6K3c8+4At0paGhEa6ukZ6e/LlQaIn6eml5eXhm5o64uEU/73CLha0n2XcSCwoCWlsrW1oQTwHAuqzXVPX29n788cePPvqovqcGy9fr9A2oHl/KyS3nrh9dXZrsbH8WDiorRR0dA1NUYWAg69u9tbraJlto/7RaRU1NYlHRybS0AXduTdZ1b+HFOjhNSVl/7VoSzYmTWwDAOes1VbTkBx98MDMzcwTrde4G1BBfysktJ64fSqVAIHCPi1uclLQqL++w0Xm629rKwsKqxWJ5cDANx3gLHU5nZ2N9vbSoKCg1dUN09MwBz7FmXUIkJCyPjZ139WpIcfFpSrSDQy0AwHDhYc+2xZdycstZ60dXlyYnZy9r+Ie8hqU/j4WbsSzX3d3W3CynFJubeyA5eS2lq59fTHRjfW7RMDt7d1aWn1qdhT63AGBkELBsiy/l5JZT1o/KSmFkpGdi4rOZma8XF58ecn72jELciTUalLeammRlZWFS6duxsfNEIh/9ZUQ2jIqaqusGYk1S0uqKivDy8nAKwbieCACWQMCyLb6Uk1tOWT/09121tlp6Z1WTTFYTHx89a1bS6tW9nWj1R6ujQ11bm1Ze/l1m5o7ExOf0FxBZ2GLjlMMoB+fmHpJK9zc05KnV2eh5CwCMQsCyLb6Uk1tOVj80mhJKV7o7sjfL5cHDem/+kSPsQiGFLSttHm9R3qqryygsDMzI2EmhSij01oct1iUEO7+VmPgspS6aLT//SFNTEUW03t5OpC4AQMCyLb6Uk1tOVj/09121tw+7+1CtQpGyfv3l/fvLw8Nr09KssXnAtLZWK5WC4uJPU1LWJyQs0wWsJwwil7s+csXFLREKvXJzD0il+2tr0/EtRQB+4rCj0Ztvvvnuu+9evny50oKbbhGwGL6Uk1vOVD+am+UKxVlqlePjl434tEfx6dPsPBblLU63DoyjI6XVKurrpYWFgbm5B2Nj5128uEgfsNj5LcPIJRY/RZHrypWjRUVBGk1JZ2ejrUsAAFbH4aNyent7q6qqtm/f7unpOcr1OlMDah5fysktp6kfJSUh7Laetraa0VxUKgsLY4/Q0VZUcLh5YLne3s6mJllDQz5FKHolJKxgd3EJhdP0kSsycoqu59iZul64tqalba6oOF9WFtbSoqS4ZusSAADHzDRV2epsWdPQ93UMWEJTU5P+Yc9mnm6CgMXwpZzccpr6wS4OCgTuo+94qTYt7Yfvvxd6eYmXLMEN73aCYpNGU0IxWi7/hCKXWLxEF7M89ee32I3zItEMGqambsjM3FFdHV9fL8UtXABOwFRTJa4Wu+ouOgyZsQzPYNXU1OzatcvLy2vAPKdOnZo3b54l67Xkt86EL+XklhPUj64ujUJx7tq1pIKCgOpqbjoLlR0/zi4U1kulnCwQuNXb21lbm1ZdHZeRsS09fYvu5KWv7jKip8ElxSd0N86vTEvbrFSKamoS0TEEgIMy1VQJlAIWsDLqMoZcgqEJEyYUFBQYzhAbG/vYY49pNJoB7xrBVjkfvpSTW05QP/LyDrOTGdR8crXMFqXy0pYtuYcOlYSEoId3+0eHnl4Ur69dS87O9s/IeJ09elJXMdz157piYuZS9srM3EGRS6E4U1oa2txcTEGN3tvUJMO5LgC7Zaqp6unroYwltuCjteESamtr/f39vb299VOuXLny8MMPl5eXW7heS37rTBy7nEKhkA72bbfdds8996xbt059o8fLvr6+nTt3uri4UNz28/OjH81PHy4nqB8FBQGsNeX85IT+hvdmuZzbJYO1dXY2NjfLqW7k5OzR9ynPLiOy81us33l24zy7sCgWPx0fv+zKlWP0rrq6dIpreM4PgJ3g8CZ3RqPR6O/BUqlUjzzyiEQiGe56naABtZBjl3PmzJlRUVFarZaO9IYNG+bOncumBwUFPf7442U6NBIcHGx++nA5dP3o6+upq8toa6uhttDyPkUtVx4ezm54r5dKOxvxbTVH1dWloepRUhJSVhaWlLQ6PX0bxamLF+frA9bPg9dPXaFGR8+k4J6T85ZcHtzQkN/SosRZLgCb4DZgqdXqPXv2uLm5sR9p5PPPPx/Beh26AR0W5yknJetf//rXbNzd3Z2CFxunEQ8PD/PTh8uh64dMdpydnLDejTXq7GzFt9/iQTpOpru7jVJXVVVMY+MVCk/V1XF5eYcLCgIoTiUkrNCd05qu/67ijd7nn9D1y7U4Lm5hbu4/WORCJxEAY4PDfrDIHXfcsWDBgpKSksG/wrcIjXKecp4/f37atGlsfPz48XV1dWy8trbWxcXF/PThcuj6IZXu5/zuq8GKgoJ+vOH98mXrrQXsR329tK2tprQ0tLT068TElUlJz+sD1o2nK7qys18CgXty8qpLl7aUlYWp1dnm62F7u6qwMPCHH76nenv16he5uQdomJ3tT++lwDdmpQNwROjJ3bacpJw5OTmTJk2S37jpZ9y4cV1dXWycRm655Rbz0426ySyrFcW6+vp6Ojsbi4tPU8Nm1RV1NjYWBgYWBASIfHzES5Z0aawY5sAOsSvR9fU5FIyuXPkgNnZeQsKz+hvnb/Q+P5ndy5WY+BzNlpGxTSY7TsGrqCiIfiwo6H9XXNwi/ZwDXpGRHgkJK9TqHNz1BWAUApZtOUM54+PjJ06cmJ6erp+CM1hGVVYKqXmjBmzM1kgZi53HUmdbN8+B/aPIVVubVleXTkEqK+tNgcA9Onq2vhNUYy/D817T2N1duq5TffQdqOqTVlrapoKCo+Xl4fX1Uvrw0N6u0moVXV0ayl69vZ3oZgL4CQHLthy+nGFhYffee29WVpbhRNyDZVRm5g7WII3ZTTCt1dUZ27Zl7doV4+ubuHJldxuu6cCPKP1QDNL1O39SJPJJSlpNkSsubjENL16cp+uja05c3MKcnL0NDfnsjnvKSWxIb2xuLqaPCvSuAbHMsM/6qCgvWppINEMk8o6LW5KRsZ1CWHW1uKlJxoKXrfcBgHUhYNmWY5fz6NGjEydOLCwsHDD95MmTRr8taGr69WEecgetH/ThPiVlPTVpY7xe/XmsmsTEvh58oQwGYl8zZLmf3ZLV0qK0JADRW9ijgSIjPWNinjR7PmxADqPg5SORrKHUVVT0cXl5OL7wCM7HJk1VXV3dv//7v5uZwUEb0BFw7HIOvjVKq9Ve1/V3tWPHDhedXbt2GfaDZXT6dR4ELBvep9KiVKasX5+6cWOkp2eMry/6bgDOdXe3UTaqqUlsaMiVy4N/+EFQUBBw9WqI7l6uo2lpmzMyXqMQFh3tYz54RUfPEoufysh4XSo9cPXqZxS8amvTKHtR2kP2AodDQWfwCQhr27p169NPP21mBkdsQEeGL+XklsPVj7KyMGo8kpJW23Ab9N8rrBGL8bBCGHsUwnp62pRKwbVriRS88vIOxsT4Xry40NRN9IYvkcgnJmbO5cv7rlwJKCkJUSjOlZWdKS//joYKxTdVVRdVKkl7u4o+xlAOQxQDO/HCCy+sXLmSnXcYA42Njfv27bvrrrvy8/PNzOZwDeiI8aWc3HK4+sHuvhII3G3YBVGHWp2zd2/mrl2Rnp7Rs2ahfyywE83Ncq22orQ0tKzsbFraZnpRnBKJZuqilUUXHPW3f7E79ymK6W7k31VR8R3lOa22XKtV4F57GHt1dXXTpk0z/414Dt16662enp6Xh+qax+Ea0BHjSzm55XD1g5qQ7Gz/iooLtt6Q6/LgYHYeq+zs2Ral0tabA2AEu+Co0ZS0UB1VCiorhVlZfunp/RcZhUIvyyPXz8+BeQuF3mlpL1+6tKW09CuF4lxTU2FDQ35Hh5rduW/YrRfOgYETc7gGdMT4Uk5uOVb9sKtbdzsbG6X792e+/jqLWVqFwtZbBGCpzs5GikEseDU1yWiEDWtr02prU4uKgmSyf2ZkbE9L2xwdPfvGObChz3uxzsCiorySk9clJq6Mi1sSHe0bH/9MXNzCq1dPl5SEaDRlFMVo1e3tKlvvA4DRcqwGdDT4Uk5uOVD9KC4+Tf++ExJW2HpDfqYsLIwFrLyDBysu2P68GgC32J1YFL/q63MVinMUknJzD2Zn+8fFLWLfdhzBi3WCT/ErJsY3PX1rSsqLFOYkkjWZmTtTUtbLZCdycw9UVcXQ6lpba5qb8ah1sFMO1ICOEl/KyS0Hqh/6u6+s+mCc4epuaysNDb28dy+6IQW+oeCl1Sooe+nC0DclJV8UFgbm5h6inJSYuFIsXpyevuXSpb+npW1KTHyePUt7uC/WDVh8/DKKYnl5h3Jy9lZWiih4NTdfVakknZ2NLH7Z1f8E4A8HakBHiS/l5JYD1Q/6T0r/XpVKga03xIhqsZgFrNi5c5NWr8bjdAAGaG2tZlGstDS0uPgTSkvsrFVCwnIKT2woFi8ViWaKRN5muwFjzyZy150J639AZGzs3MhIT4lkvVi8JCdnj0SytqDgKH0eu3r1tFS6v6wsLC/vMGUyGlI4Ky4+3dCQX1kpbG2tqavL6Olpo61iSfE6ghoMkwM1oKPEl3Jyiz/1w9qaZLLCDz9kMSt79+7S0FD0RAowXJR1WDf3lHhqa9MoEhUWBmZlvZGY+Fx09GzKVQLBFH3MGuo1edCQdY7vyS5Tshv2dX2G9V/rjItbQsu/dOnVuLiFFNGysvyUysiSkpDW1kq1Ops2DPELBuBPA8qXcnLLIeqHSiXR/csLsPWGDKG1ulqydm38M8+wmKVKTkbGAuAKRZyODnVLi5KCl1qdo1Cc++GHCxS/WP+rly79PTZ2XlLSKqHQ6+LFRRSVYmJmR9x47CPrl5U99pEFrMhId4PeK9wGhbbJunk8dO+arotf/c/qpviVkLBCLv8kP/9IY2NBdbW4u1tL29PerqqqitFqy3XnxqprahI7O5sMz5DRxOs3zpCxIbq6cAIO0YBygi/l5JZD1A/678n+6znEJ8jatDRKVwI3N5GPT+y8eeglC2AsseDS2dlII+w5RRpNCQ2bm+WUzygMNTcXl5eHX7uWLJcHUx6iT26U1aTS/ZTVUlM3ZmbujI6eFR+/VH9+iwWyG5cm3QwuUE6N+OmJ3d76AMcCmUjkoxvOYhcxaSgWL2Vf06FhYuJKWkhq6ibdQyr30ESp9IBEslYm+zA72/+HH77XfeOyhIUzW+9RMMkhGlBO8KWc3HKI+kEfE2NifHNzD9h6QyzVolTKT53SXy4sCwvDqSwAx8K6s6+pSayry6TsdfXq5/RJLyvLTyj0YmezWMBiZ7mion667Gg4nd2kf2Porg9nN4Zug6awIZt/KjtzRllNKt1H/wArKs5THKysjKFoeO1aEg1LS7+irEZbRf8hKZnR6+rVz+jHvLx3KbplZ79J47qe+sMbGvIoTWo0pSqVhMpF0a27u411fOMQH1ztk0M0oJzgSzm5xZ/6McY61OosPz/JunUsZpWfO9daXW3rjQIADvT2djY05Gs0JSUlIRR0KH7V1l4qLQ2tr5eWlYXV11+m6SpVikx2vLJSRJGorOwsRR+5/JNLl7YUFn6UkbHtypXjKSnrL1/eGx09Kz19C4W21NSXKV2x81us/wsW1G5ErskG4x764Y0LnYavgZc72XtvBEEPg/vPfHTrmqXrMuMp+jEpaTUFtZSUDTRCG0yRrrS0P5xRuVhHss3N8s7ORvrE29RUWFFxQa3OpNBGv2K/pbhGWY2dKdRqFayvtWGdgaP3ajRluic4nWFPbaJF2fChHUPiTwPKl3Jyy/7rh0N/uqrLyGCXC1nMapajRx8AMI5d3GQPI6IQQ0EtP/9IUdFJsXiJRLJWF4Z89ZcjRaLp7A6zyEjPtLRX4uIWpqS8pLscOV93OfLp2Nh5bEp09GyDM2oeutTlPuj2f/NdyE42+HLAE/oYd+PBl276s27sTN6NM3AeQuHUixfnx8c/k5KyMT19KwVKmewYJVG1OpviqS6kliqVgh9+iMjLO5yVtdPYqt1oOZmZO2iGhoZclvCoUTB8UYyzVTNh/w0oV/hSTm7Zef1QKM7p7lTYaOsNGTmtQlESGsoC1sX58xNXrsRdWQAwXJQtKHjV10u7u7WsDzAaDggWra3VfX09hr3kd3So6V2VlcLm5qu6c05Z7KybTHac3Xkml5/KyNiWm3swKWl1VpZffPyyS5de1d2FtkJ/P9ngB1neOKP2031pXL9MLlMg8KDIxV6U9tiQkhzFuISE5Xl57+bnv5+be0AqfScnZ09W1q78/PconJWUfFFcfJoya21tGu002kUUZGlnVlXFlJWFqVSpNMImstNvNI/++ikb0m5kO5M9B53teTtvQDnEl3KO3oCnWtp6c8xht7fbW+eiw9Xb2VkaGpr1xhssZqW+/HLe4cM00dbbBQBgEsW1np42inENDXlFRUGUzwoLA5XKCF1Qy6muFjc2FlB0q61Nl8uDKyq+KygIKCn5kuYsKztDc8rln1J0y872F4uXJCY+KxL5sEufNzraGNCjrAfNIJcHlZeHU76hVVMSqqtLp+VQPKJfsS8QcPKiDTAaCg1vjGOn4kSimQKBJ8VNtnk0AxvGxNAUTwqjdt6Acogv5eSWndcP+oRBGYs+adl6QzjQoVZL1q4VP/00i1mX335bce4cbn4HAD5gF0ApOXV0qCmiKZX9PfJXVcWo1dlNTTL2rU8z76WoR9mrrOwbmexYQcFRSl25uYfolZf3Lg2l0rdTUtYnJj5HSUgg8KA0JhROjY6eKRR6C4XTdROtcZrN1c4bUA7xpZzc4k/9sBPNcrnIxydq6tQfY9a+faWhoTibBQAwel1dGpbV2KU9GmHj7PJfTU2iUim4evUzmex4RcV3lPCamgrpYzyFPN21wjNFRUGlpf+i4dWrITTPlSvHsrP9Kc/RUCb7p1S6nw3ZlKysXfxpQPlSTm7xp37Yj+62trrMTBaw2Ctzx47CwEDELAAAB8KfBpQv5eQWf+qHvdGUlFSKRIYx69Krr+YfOULxy9abBgAAQ+NPA8qXcnLLnusHe7iEc2tRKmsSEiI9PSOnTGExK/mFF7L8/Dob7bfrFwAAuG7fDSi3+FJObtlt/SguPh0R4SqRrLX1howFilPqrCzDmBW3aFHS6tXtKhWuGwIA2Ce7bUA5x5dycstu6wfroCEy0rO7my+XzLo0muarV2PnzRN5e7OYJZw+PXrWrLqMDPQCDwBgb+y2AeUcX8rJLbutH83N8qwsP6VSYOsNGWt9PT3tKlXS6tWUtH68PUvXEXxFeHi9VGrrrQMAgB/ZbQPKOb6Uk1v8qR8Op7utLWfvXsmLLxreCF/40UdVMTHoPQsAwOb404DypZzcss/6wYfb2y1EWaokJOTy3r2GMevy22/TRHzfEADAhuyzAbUGG5TTCXauHRahqCiIP7e3W64qJqbwo48MY1b8smWJK1c2FhTgDi0AgLFnhw2olSBgjYQdFoGHt7dbTp2dXf7ttwJ3d33MonF6lX/zTV1Ghq23DgCAR+ywAbUSBKyRsMMiNDfLs7P9q6pibL0h9qtdpWrIzZWsXXtx/nzDc1p5hw6Vhobi0iEAwBiwwwbUSmwTsEyx9qr7+vp27tzp4uIyYcIEPz8/+nFky+FP/XBWJSEhOXv2GMaslBdfzPb3pxCGpAUAYD38aUD5dQYrKCjo8ccfL9OhkeDg4JEthz/1w7nVJCYWf/65YcwSeXuLfHx+OH++Ni0N3zoEAOAcfxpQfgUsd3f3qKgoNk4jHh4eI1uOvdWP3l50XD5yrdXVqtTUGF/fSA8Pw7CVvHZtyvr1FefPl4eHd2m1OLMFADB69taAWg+/Atb48ePr6urYeG1trYuLy8iWY1f1Q6E4FxnpmZ3tb+sNcWx9PT2UovIOH07dsMEwZrFX9MyZkZ6eBR98UBgY2KXR4OQWAMDI2FUDalV8KSczbty4rq4uNk4jt9xyi5mZzdwrZlf1IyVlfUSEq0Dgju8PckUlkZR/+23C8uUxs2cLdD3C/yxsPfmkyMdHfupUaWhoh1qN7h4AACxnVw2oVdmsnPn5+R4eHrfffvtYphanPINVW5uWlLS6pCTE1hvihPp6erQKRW1aWkFAQPrWrVFTpw4IW1FeXjTM2LaNXjQbJbP+M2Eaja03HADATtlVA2pVNiunm5vb22+/3draOpYrddZ7sGBsdDY2akpK8o8ckbz44oAbtvr71tKd64qePTvS05PyVsr69crIyPLw8O62tt5O3CQHANCPPw2ozcp52223tbS0jPFKT548aepbhMM65PypH2BKu0pVl5FRFhZ2ed8+8VNPUd4afDGRTYmdO5ciF82W5edXEx+vFAgocuGWeQDgJ/40oDYr5wMPPKBQKMZ4pX19fTt27HDR2bVrl2E/WAhYMBpdGk29VFoeHl740UdZu3YlPf+8cOpUwZQpA++XZ5HL17c/cr39dra/vzori4JaX08PbpwHgBGgj2udvZ09un8iw30vvZFe6g61ql1Fy9F0aehHGqEp1a3V+Q35EpUkvDz8k+JPXkl95bnE5zamblydtDqsLCy0NFTwg4CGx68c3y/df0p+KrAw8LuK70JKQmg6DcXV4nOKc4k1iTTzhYoLwfJgUaWI5k9VpfKnAbVZOT/66KNFixbV1NTYagNGw07qR2trtVwe3NCQb+sNASPoH5empKRSKJSdOJG6YUPckiUCN7efRa7Jk2nILjWKFy+myJXj75+2eXPZ2bOFgYFqqZTe293W1q5S2booAGBdLBu16b6oROGGUo68WU4j2ersUk2pQCn4/ofv16esf/XSq4fzDlNYyazLvFx/mZLNm9lv+oh8ZkbPnCWcOS96zsazT/t9u+bopX+cvHzsmOzYCdmJgCsBH1z54GDuQZp5d/bunZk7d2Xu2paxbXXy6mcTnp0pmjlNOM1N4OYe4U4jHpEetDQ2QhMHfpuai9fkiMl20oCOAZuV086/mmeenWzqpUtbIiJco6NnoR8sh8Bu4VIKBIUffcQiF3sqotGzXJS3aBgzezYNU19+WbxkyZXjx3P27q2Jj6+4cKFDrW6Wy6/rbsO3dbEAwBxli1LVrgoqCrpQcSGwMDC0JJSyDo3syNzxtvTtlYkrX059eVb0rMVxiynczImd4y5wnxo1lf4XWCniDPfFNuPp+KeXipcuj18+L3ae4W9ZGpsimKKf82fDiP4hlUg/pCl20oCOAb6Uk1t2Uj+k0v0UsMTiJbbeEBgJykaUk9TZ2cWnT185dkyydm3S6tWUt0Q+PvqAFWF4X5fBGS+hbp6E5cvZpcaMbdsqhcLS0NC2mpqG/P4zmrjHC2BY2FW2bHW2pksz+FobhSSamN+QT7+leWrbaxNrEq82Xw0rC4uviae0xMLTdxXfHZcdP1d+jsbPlp31z/b3z/Gnv14WmEb5ejLmySVxSyimeEZ6sikUa3wip68MmPziIbdnP3Bdccx16jeTvc66ul1wdT//49BDMIVe04XTKAlRgJshmkFhbnb07OUJy59LfG7v5b0U8tgFviP5Rw7mHtyb4vdG4mvHkt85EucfXRIRWfgNlb1EU2K4Nyoay6Q1WTRdWi+l/dbY2Ui7hX5kVxUpTdJQoVVk1GXQML0mta5VlVedVaOpTJXHFNcX2kkDOgb4Uk5u2Un96OvrqavL6OpCpwDOg4JRl0ZDqatZLlecO1f+zTf0Lzpr587oWbMuLloUcaNjiB+/w6iLXIbBS+Tt3X/B8amnKKhlvP46hTZaSElISItSqSkpGXr1AM6LQoC6Q02RKK02LVgeHFMVQ5Him/JvKAa9I32HUsviuMWUWiiC0PjG1I1rJWv9s/wplKxMWsmm03C6cDoNn4h6oj/fRP502mZyxGT90NSLBSPPKE8KSWwt82LnzY2d+0LyCy+lvPRG1ht/T9287/I+Sjwfyj6kLTxTeoa29mLVRYlKImuSsVJQfKFAExJ35FzcCfH2TXEvrGSLz9mzh/7SG34oa6r+IePLwLjdW7/2dj0zzfWsj/u5GVMi5s7qf82cLpjlHbNwPr2Snn9esmZN7sGD+e+9V/qvf5V88QX9GL90qeEmC6ZMEbi5JSxblrBiRcHRo/SS6j7OiWbMoI92ic89F79s2dXTp+kjYsGRI9lvvpn+2mu0EBpJ27QpdeNGmkG8dCl9Yox58kmBp6dw+vT+D4fe3nbSgI4BvpSTW/ypH2A/+np6KCfRq+LChWqxOO/wYdmJE0mrVye/8AL924qeMWNA8BIMOuOVvHq1eMkS+alTsuPHG69cqUlM7Gxqqk1L62lra8jPd/oevFhnGRRhB1xX7VCr6VdsOJpLruzLobqbhp3zkj3bOayMlNfbVapKoZCqEH0esPWm9aP9TsmpTFNG0YSdVQq5GkIhae/lvZRjNqRsYCeB9EGHxSP9dSt9PGJTjFwpY/MIfgpS7ropU3RDj+/73+V5oX84NaJ/+U8IPGmGuTFzDma/c05xLu1SeFlequjE7uygY1Gvrct8Z2/qHr+8d9+lT1DS/fvjFi5MeuEF+hwVt2gR/UWnb9lCUYYCDf2ZF548WRoaWhUT09+tcU0NzZy+davhpmX5+VG0GlyraTr9f7D1BUYjL/40oHwpJ7f4Uz/AIXQ2NtL/U0pdqtTUgoCAq59/nrJ+Pf0XFri702dH/QVHdr9XpG7IOk1llyNFs2bR8OKCBTS8tHlz4sqVFMJoOZUiEUUxxZkzl7ZsKfzoI/pISg2qdsy//DsYNfAUNKllYifn9IGGnf+j1ujql19Si5W6YUPC8uX0YTrlxRfTNm+mwl6cP592ReycOf3N2Jo1sXPnip9+mnaL0MurfzhtWvTs2fSZm/Zexvbt0nfeoRaOPtlToqXFDohNtMPZNtAr8fnnE599Vjh1av91mOnTKezSZ3f6KF/+7besXWSv1upqagWtF79oybSKuoyMeqmUtvlaQgLtipIvv6RGmkboUNLEwsDA0q+/zj1wIOett6j1pT1DjXrqK69Q8qb2mA49FTlj27byb74pCgqqiY+XBwdf+eADydq1dPRp1yWsWNFfqXx99SdTqcjsajXtXlom7br8996jIS0tdt68jK1baeacffvYYz0V586xXTFgy1k4YN/nYCmf7SU2ToWiHynGdWu1pZmJ7e3ahPLYgsaCw1n/OF18emXscv8s/5lRPsvil1Hr7RXlpQ9P7MagH88t6YIRC0lsnmlR02g4W+BDwyWCOc98PXPP6ed2vjX10MFFSz6evCZwmke467KPp8z5zPWl9zxePOC6Z9fUv/u7HnrZY/tO1/fXuO19xfXjpyYHPOcaOtvto6dcz011peGZaa6fzusf/3hR//Brb9fvPafQhxx2M+XgnlyG9aK3R/28+z3RzJnxy5bRn7+pKkF/EXTc6QhmvfFG5s6dl/ftu7x3b/rf/05HvP/00lNPUaXVd+lHi6IqUfzZZ1RbquPilJGRVz/7jOpDyksvxS9d2t8Tjbs71Zb+A71nD71SNmzoP1muK5TQ25tVDzro9MdF8yStWkV/gxmvv041h2og/ZlQjaKKJw8K4k8Dypdycos/9QMcGv17pX++FLyuJSfTvzbpgQP9H5EXLtS3iyx4sf+wLHixf5fs244/TteN/xjOnngiQtdzPWsL2Rk1arMb8vMN7/pqlsvbqqsp/aizsqhR15SWUqs/5OkxFlnof3HRyZPU0rP2njabWmVKDPrZahIT+y866Nr4H5sZb2/KkfQPnYoTrWvJOH/RDqGVtt14LBJtD+0QI91wmHgv6yat/wa7mTPplbRyZeKqVSkbN1K+KQoMpB3YWlMz4JlLtIc1JSV07MrDw6+ePp1/5EhxcDA1lrRLa9PSaF9R0qXdTgFOduJE1s6d8c88Q/vhxyZ8dA25fglGAsGgq9Ks2hhONzVk87MDJ1m3jkItNfkU7NK3bPlq4dS4Vc9SQDm7btGeza4Bu+c//77r/gPzaPjmP2Y++4HrK+95TT3n+lRw//mhGWG6c0Xf6c4hXdDFpu91Eer7/k300J1Dmh7RH6F8hbM9BR4vp748R/jk3py3Xo1bf67oX2dERyXBR/65wu37RU9SDLrg5RE688cKP+CWxwtuPy8F+61BWaJ0fw79u93dnT6fUA0R6y6xsSv1UYbX8Q1elEVoBvozpOpK9ZYlfjp8FEToI0Hmjh2UUSjr0HShbskDHiBBm0p/xfRHwZ4bMfp/EfSHSXWJfWnGDJqN6iStccD9nTSxSSYbMN38pwj+NKB8KSe3bF4/+vp61OpsfHkQRoD+91HcaSosLD59+lpSEn2srI6JKQgIKPnii7TNm7PefJP+s4t133CMZme25s6lIX3ejbhxrou1K3GLF//UlkybRi0BtRAp69en6J6WLdLdb/FjO6RrIagVyXnrLfpYrM7ObqutVQoETUVFlB7os3L/rcBvvRVx44za4DZJ4OFBn7wVZ8/SNqdu2hRx4wM9u6vDSKbx8KCP0bQl7MoLNeq0/fSpndZCuY2G9FGbPpdL1qyhsJj7j3+wazH5779PRbi0eXPs3Llxuo4z2Eka/YuyUf8CV60SP/00m0IzUKSj1pGy4OV9+6T79+fs3dt/TmvlSvpwP4wAR3HN3Z0a1/5zA7t3p23aZOTrpQavwQ8SGByD2BIMzzOxAyHUHbL45cvp+KZv3UqbSnuGGnXJ2rW0//v7E9GdzNO/lwrbH4Z27aIZ8t99lyrJ1S+/pOBLlYea+RqxmGIf7TrKBHT06b1Jzz9PwzTdMuldNKRd3X/yQ5d9WV4/7zE5aLHrvk1u8z51Xfxx/0Z7/6t/+MQ3/UP38/1Dtws/DSez4fc//dYjvH/45BeuU75zXX588uwvXLe9MXn7zv6zSsdW9N949OFS1+99vL6b4so+UbDK/OM3SHR772f7R1eRqAj0kr7zDpXxytGjdByLP/+cSkp/GnRkFWfOUEkp8lLVpexLf0Tsy7yUPAw/PFDgoD8xyr4UmsvCwqjC02G98sEH9HmDPhuwE64si7DHxpt6eLz+ynW37gp+45UrFLLlwcFdWq2jX4O2eQM6ZvhSTm7ZvH7k5h6IiHCNj19m280Ap8R6Pa2XSlkUoyG7BkH/6GkitTosOrD26cdzXbrIZfhxX2AQrX68QMnOhOlOA7BWLYqdP2MnDwzuG4uZM4caQonu6hW769bwXBEtgSIOJULaKmquqP0r/OgjCkyUFS5t2ULTKcAN6DxsZB/0aflUdvp0Tm0brYWyl2GIydy+nbJpt9nWjtpFdWZmYWCg7Nixq6dP0/wUwqi5TV61ihpyCi4UPow+A2DAK0p3dcbUCbNo3R3H6a+9RltY8e23paGhDXl5lANaKyvZ4aO9RK04ZQIqEW0Sm2Km4DQzzUnvZUMLe8Flt5AnKOMqtBXnS79VtigTaxJr2mqElcIrjVc+K/zk3JXQbYK1u7/fuODMtPnfeuvPPLGh+/f9F+88L/Rf1PM53/+du/nh/RfvFn43k4bPf79kznfT9wm3bAxb8tE3O/ccXxz72aFv9r0k/zIk5523y86epQCU/957FAQTn3024sYtieyTwI8nZdkpWN0+pKCc9uqrlA5pL7XV1KgkEsox6HBuzNi8AR0zfCknt2xeP1JTN1LAEol8cBILxh7FrCw/v+LTpylsVcfHUxt8LTmZWvfsN96gZix9y5a8w4dVycn0eV1bXk4f9+tycuiT9+X9+/VnvCINLkFG6U6WUJCiZZaHh2sVCsPIQuO0nKJTp/RzUiNqk04oqA2mAEcv8dKlSatXm7nxZVhYTCwJCck/fDh65kzh1Kmxvr6ULCk10k6jbMeurrZWV7NhbVpaxYULCl1vtKrU1EqhsEd3lYeTjRkSRS1Vu4qyVEZdRkFjQWhp6OdXP2e9e/cHo+j+SMS6JPAS9l+kmyrsH//xpnJ2R5TgpxvJfWN8abb90v1+WX7fKL4JKAi4XH85piqGll/d2n/BlA01w/yiNGVi2idUbWj/ZGzbVqI731Zx/jyF7+qLF8vCwoa8HAZWZfMGdMzwpZzcsnn90GoVMtnx+nrp0LMCjCHzFy8oH1CYKAoKokBGWYrSA+UDmsLu7TC/ZBa8KF448ZkG/cUj214DauxslKgkgYWBu3N2z4ud91r6a0vES1699CrloSVxS/ov5wm99bHJsHsCFqGeiHxC/1s2ZDeV09tp+ELyCz4inw9lHx6XHS/RlIzg6S7g6GzegI4ZvpSTW/ypHwDgZDp7O1XtKko2FKRoXKFVSOulYWVhJwtPbkzd+Ez8M+4CdxaVBr9YkHKLdNOHp/mx82n+3dm7d2TuiFRG0nLyG/IvVFzIUmeFlITQkKaUaksTaxJpXcoWc5cmgSf404DypZzc4k/9AAD7RHmlRFOSVpv2ifyT/dL9h/IOUcTZkbFjjWTNy2kvL4xbuCF1w7L4Zf7Z/hSb9ubs3ZS2aVXSKh+RD+sLanbMbApGM6Nnuhrr+Yld5qP558XO23xps2+MLy18iXjJcdlxWuCFH/qf3Xul8YpEJaHNGO4lPOA5/jSgfCnn6DnoYxMBwLHkN+RTcIlURoaWhla2VFKKUneoFVpFYk1ieHn4odxD2zO3LxUvnRE9g6tn1blH9gesubFzPSM938p5i7JUTn1OPp4iD9bBnwaUL+XkFn/qBwCMAWWLMrch90DugZfTXjaMPqxjTFMX7NjLK8rLXeDuG+NL8Wh5wnIaWZ+yfmHcQhrOi533lPgpL6HX4rjFNNxyactaydp/yv65X7r/VNEp/2z/T4s/pZVK1VKKdD19PW3deIQlWB1/GlC+lJNbNqwf1dXihIQVxcWnbbUBAMAJTZdG1a4KKgp6K+cty882zYyeSVFpa/rWjakbz1ecDy8Pb+psouXQAlk8GnzbeKfuu8ad+MYx2AcELDDHhvUjKWl1RISrQODeh2/fADgCdYeaAlBabVrStaSPiz7+4MoHL6W89GzCsx6RHuyJLvqXj8iHXmcUZ2KqYsq15fkN+ZSfguXBX5Z8STkstyE3oy4D55nA0SFggTk2rB8VFRdEIp+CggBbbQAAmFHdWl2hrQgpCTlZdHJV0qql8UvdBe5mbpZy13XifuLKidDSUG2XFueZwOkhYIE5/KkfAKBH6Yde4eXhwkphfkN+YVMhjYcpwl7LeO3VS68+E//M4rjF5i/wTRFMoTi1VLx0Wfyyw3mHj+QfoUCm7hj48GMAJ8afBpQv5eQWf+oHABBZkyzpWtKs6FkzRDMsuVPKTeBGQWp5wvI1kjUni04Gy4OTVcmJNYmUpRCngOf404DypZzc4k/9AOChxs7Gps6m0NLQL0u+XJGw4pmEZ8zHqdnRs+dfnP9C8gsbUjcEFwfTGyu0FewxLwAwAH8aUL6Uk1v8qR8ATozd8KRqV6k71OHl4d8qvt1yacvmtM2ekZ6sp80Brw0pG/bm7M1R5xQ3F7MLhbImmbxZ3qN7HrKtSwPgGPjTgPKlnNziT/0AcALsa3cKraKxszGjLiNbne2f7b87Z/es6FkL4xa6C9zZU1+Mvp4SP/ViyoufFn9KicrW5QBwBvxpQPlSTm7ZpH7U10szM3dUV4vHftUADof1MhVQEHC04KiX0Is9H4YFKTPf6fMR+SyKW7Tv8r7AwsCCxgI8Ow+AcwhYYI5N6odEsjYiwlUo9EIPWMBb7CnFJZqSAX1BUZzq7O28UHFBWCnclrFte/p2ylLeIm9TQcoj0mN29Oz1Ket3ZO54L/+9kJKQbHU2LRa9JABYGwIWmGOT+lFYGEgBKy1t89ivGsC2KPdQcvpE/gnryrz/VJPQZ3nC8r9f+vsS8ZKXJC9RnJoVPYumT46YPCBLTRNO25S26UDugcDCwDOlZ84pziXWJFI+w11TADaBgAXm2Kp+tOseiAHAK9J66ZGCI6xPTkv6R/CI9Hha/PTOzJ1BRUHKFqWmS2PrEgDATxCwwBz+1A8A2zpdfLr/il6UR/8dVALP3Tm7T189fVx2PLAw0DfGd51k3bzYeRtTN27L2HZCdkJcLR589RAA7Ap/GlDHLqdQKPT29r7tttvuueeedevWqdU/9uDX19e3c+dOFxeXCRMm+Pn50Y/mpw8Xf+oHgK1Ut1Yfzjv8UspL7NxVaEmovFlu640CgNHiTwPq2OWcOXNmVFSUVqtVqVQbNmyYO3cumx4UFPT444+X6dBIcHCw+enDxZ/6ATDGlC3K4ubi/dL965LXsWj1fsH7EpXE1tsFANzgTwPqPOXUaDS//vWv2bi7uzsFLzZOIx4eHuanDxd/6gfAGFBoFWWassN5h3fn7KZQ5SX06r9dXdB/u/rCuIW4Gx3AmfCnAXWecp4/f37atGlsfPz48XV1dWy8trbWxcXF/PThGuP60d6uKi0N1WhKxnKlANbQ2dspUUky6jL8svzezXvXN8b3+aTnfwpVuu8Asn6qloiXoN8EAOeDgOVgcnJyJk2aJJf/eIvGuHHjurq62DiN3HLLLeanG3WTWVYrihGXLm2JiHCNjZ2HHrDAQcmaZMmq5NVJq1cnr9Z3+MnOUbEXG59/cf7b0rcFSoGyRYkTVwBOCQHLThnNN/Hx8RMnTkxPT9dPcbIzWFlZfhSw4uOXjeVKAUaJ3U11OO/w6xmvU3gyfLofG39a/PSy+GUHcg/QPOJqsUKrwPkqAKeHgOUwwsLC7r333qysLMOJTnYPVnd3W3W1uKNDPZYrBRguSlRBRUGfFn+6MG7hOkn/LerThdP7b1SP7O+/yjPK00vo9UbWGyElIbImmQqdugHwEgKWYzh69OjEiRMLCwsHTD958qTRbwuamn59mIecP/UDYEiaLo24WrwiYcWSuCUDugN1i3Bjz0sOKAhIq03DVT8A4E8D6tjlHHxrlFarva7r72rHjh0uOrt27TLsB8vo9OsIWADDJGuSHc47vO/yPopQM0Qz9HFqTuycWdGz9kn37c3Zy3r+xIU/ANDjTwPKl3Jyiz/1A2CwxJrEFQkrFsUt0p+vmiKY4iPyOVpwNKMuAx2pA4AZ/GlA+VJObvGnfgAYSqtN23Jpy/zY+f2hKnIKDZclLNuctvlCxQVbbxoAOAb+NKB8KSe3+FM/AHr6eqT10rCyMB+Rj2+ML4WqJ6Ke8BJ6Hck/Im+W47YqABgW/jSgfCknt8asfnR0qMvKwlpalGOzOgC9xs7GbHW2X5bfWslafccKHpH9D13em7MXuQoARgYBC8wZs/rBuhiNi1uILkZhbChblGFlYRShKEh5C73Z/VXsNvZl8ctCS0MpeNl6GwHAgSFggTljVj8yMrahi1EYA9Wt1RcqLqxMXLng4gL9mSp21mrzpc3HZcfzG/JtvY0A4AwQsMCcMasfXV2aykohuhgFK1F3qClXvZ7Z39P6E5FP6G9df1r89LaMbYk1iUpcngYATiFggTn8qR/grKT10gO5B5aKl/afr4rqP1/lI/LxEnp9KPtQXC3GdUAAsBL+NKB8KSe3+FM/wMm0dbcJlILVSatZ16DsrNWyhGX+2f4ZdRm23joAcH78aUD5Uk5u8ad+gHPo6evJb8h/L/89d4E7u7OKDV/LeC28PFyNa9AAMFb404DypZzc4k/9AEdH4UlYKVyfsr7/ccuRnuy7gRSzThadlDfLbb11AMA7/GlA+VJObvGnfoDjUmgVISUhS+OX6r8VuODiAkpa4moxHg4IALbCnwaUL+XkFn/qBzgiWZMssDBw7sW5rNd1Gj6f9DzreN3WmwYAfMefBpQv5Ry9m35uDNaI3hlguDLqMg7nHZ4VPUt/l9Urqa+cU5zDXVYAYCcQsMCcMagfhYWBERGu2dn+1l4ROAeKVkfyj/iIfPTRanvGdnG1uK27zdabBgDwEwQsMGcM6kdi4koKWCKRDx6SA+Yl1iTul+5n0WqacBoND0gPpNWm4UYrALBDCFhgzhjUj7q6jIyMbVVVMdZeETgucbXYP9ufhSo2PJR3CDdaAYA9Q8ACc/hTP8A+UbTam7OX3cA+XTidhu/mvStrktl6uwAAhsCfBpQv5eQWf+oH2BthpdAvy+/HaCXqj1YfFn6o0CpsvV0AABbhTwPKl3Jyiz/1A+wHu9eK9WjFotVx2fHq1mpbbxcAwDDwpwHlSzm5xZ/6AfZAopIcyD3AohW7mf2U/JSyRWnr7QIAGDb+NKB8KSe3+FM/wLYoWh3JP/LjWSvdvVaBhYE4awUAjos/DShfyskt/tQPsBVZkyykJMQwWh2THSvRlNh6uwAARoU/DShfyskt/tQPGHsKreJCxQVvkbc+WgVcCUC0AgDnwJ8GlC/l5JZV60dNTaJEsrai4oL1VgH2qbO3U9YkY3dZse8JHsw9iM4XAMCZIGCBOVatHwkJK1gf7tZbBdihxs7GhXEL9dHKP9tfopKgN3YAcDIIWGCOVetHcfFpgcA9L++w9VYB9matZK27wJ1eFK1evfTqhYoLmi6NrTcKAIB7CFiOpK6u7v777zc8Zn19fTt37nRxcZkwYYKfnx/9aH76cFm7fvTivAVv7JfunxMzx03gRtFqbfLagIIA9L8AAE4MAcuRvPLKKwcPHjQ8ZkFBQY8//niZDo0EBwebnz5c/KkfYD3CSuG+y/soV9Hr2cRnt1zagtutAMDp8acBdfhyymSyhx56qL293fCYubu7R0VFsXEa8fDwMD99uPhTP8AaFFpFmCKMXRBcIl6yMG6hRCWx9UYBAIwF/jSgDl/OOXPmfPXVV9d/fszGjx9fV1fHxmtra11cXMxPHy7+1A/gXH17vZfQi6IV64ghpCTE1lsEADB2+NOAOnY5Y2JiXF1d2a1Uhsds3LhxXV1dbJxGbrnlFvPTjbrJLKuUB5zdWslaj0iPKYIpFK3ezXsXt1sBAN/wpwF1sHIOyDePPvpocnKy/lf62XAGC+xNUFHQesl6dsfVpkub8D1BAOAn/jSgjl1OUyeWcA8W2I+02rTjV46zaLUiYcXG1I3yZrmtNwoAwDb404A6TzkNj9nJkyeNflvQ1PTrwzzk/KkfMBo9fT1l2jJ2M/uTMU96RnrGVMXYeqMAAGyJPw2o85RzQD9YO3bscNHZtWuXYT9YRqdft5uA1dQk6+vrsdLCYSxRuloiXkLpyiOq/4HNwfLgtu42W28UAICNIWCBOVaqH9nZ/hERrqmpG62xcBhLp4tPb7m0hV0W9M/2T6tN60FuBgBAwALzrFQ/EhNXUsCKifG1xsJhbGi6NCmqFBat1knWUbpSaBW23igAAHuBgAXmWKl+NDXJ8vIOq9XZ1lg4jIG27rZZ0bPYHVfuAndhpdDWWwQAYF8QsMAc/tQPsFxAQYC+I4Yj+UfQCwMAwGD8aUD5Uk5u8ad+gCWqW6vDK8JZtNqQuuG47LiqXWXrjQIAsEf8aUD5Uk5u8ad+wJAaOxs9Iz0pWs2JmeMl9MJTBQEAzOBPA8qXcnKLP/UDzAssDNyUtomduzouO97Z22nrLQIAsGv8aUD5Uk5u8ad+gCmaLk3StSQWrbZnbA8tDUU3VwAAQ+JPA8qXcnKLP/UDjKJ05SX0YpcFPSM9cVkQAMBC/GlA+VJObvGnfsBgGXUZwfJg/WVBnLgCALAcfxpQvpSTW/ypHzCAskXJotXrGa9TulJ3qG29RQAAjoQ/DShfyskta9QPLfr7tnuBhYFb0rewhzeHlobaenMAABwPAhaYw3n9kEr3R0S4Zmbu4HaxwKEcdQ47d7Vfuh/PFgQAGBkELBjopp/jduF4CqE96+ztXBa/zEfkMzd2rmekJ6UrW28RAICjQsACc24CAACAEbF1Gz5G+FJOu2XtqjYGVRmrsIflYxV2snyswk6Wj1XYyfLHZhX2iafFth/44+HJKpygCM6xCicognOswgmK4ByrcIIi2C2eFtt+4I+HJ6twgiI4xyqcoAjOsQonKIJzrMIJimC3eFps+4E/Hp6swgmK4ByrcIIiOMcqnKAIzrEKJyiC3eJpsfmDtzXb3uBA2AkcCDuBA2EncCCsB3vWyeGPx07gQNgJHAg7gQNhJ3AgrAd71snhj8dO4EDYCRwIO4EDYSdwIKwHe9bJ4Y/HTuBA2AkcCDuBA2EncCCsB3vWyeGPx07gQNgJHAg7gQNhJ3AgrAd7FgAAAIBjCFgAAAAAHEPAAgAAAOAYAhYAAAAAxxCwAAAAADiGgAUAAADAMQQsAAAAAI4hYDmSvr6+nTt3uri4TJgwwc/Pj35k02/6ufHjx1v+XlPTwQxTO620tHTevHkuOjRCP1r+XhyIETC10xobG1etWnXHHXfcdddde/fuHdZ7cSBGRv//x3CiJTsTB4JbRg+Emel6OBCcQ8ByJEFBQY8//niZDo0EBwcPnicgIOD111+3/L2WLBMGMLXT3N3d/f39G3XeeOMN+tHy9+JAjICpnfbCCy8sX778ms6yZctOnz5t+XtxIEZjQPttyc7EgbAGU0HKTMDCgeAcApYjoQY7KiqKjdOIh4fHgBk6OzsnTZpUWVmpn6L/czL13iGXCYOZ2mm/+tWvNBoNG29ubqYf9W/BgbAGUzvtzjvvVKlUbJwylqenp/4tOBBWNaD9NrMzcSCsyvKAhQNhPQhYjmT8+PF1dXVsvLa21sXFZcAM9NlizZo1hlP0fzym3jvkMmEwUzvt6aeffuutt5qamhobG3fv3k0/6t+CA2ENpnYaBSz6kY1T0jLcmTgQVjWg/TazM3EgrGoEAQsHgnMIWI5k3LhxXV1dbJxGbrnlFsPf9vb2/td//ZdMJhvWe80vE4wytdMqKysfeOABdqMDjVRVVVn+XhyIETC1055//vnnnntOpfPss8/eeuutlr8XB2I0BrTfluxMHAhrGMElQhwIziFgORLznyTCwsLmz58/3Pfi08kImNppM2bMeOONN/T3YNGPlr8XB2IETO20+vp6ylUTJky4++67Dxw48Pvf/97y9+JAjIblZ7CGnAcHYjRGELBwIDiHgOVIzF8L/+tf/yqRSIb7XlxfHwFTO+322283dQ/WkO/FgRgBS3ZaYGAghS3L34sDMRqW34M15Dw4EKMxgoCFA8E5BCxHcvLkSVPf5oiMjJwyZcrgt+j/nEy918wywRRTO43+E+3evZudwXrzzTeN3tKLA8EhUzvtueeeUyqVdBS+/vrr+++/v6ioSP8WHAirGtB+m9mZOBBWNYJ7sHAgOIeA5Uj6+vp27NjBulnatWuXYX8knp6e58+fH/wW/R+PqfeaWSaYYmqnFRcXP/nkk/9Px9fXt6SkRP8WHAhrMLXTPv3003vvvfdXv/rVzJkzc3JyDN+CA2ElA3rjYxPN7EwcCCsxeiDMT2cjOBCcQ8ACAAAA4BgCFgAAAADHELAAAAAAOIaABQAAAMAxBCxHIhQKvb29b7vttnvuuWfdunVqtZpNH+5DOk0tZ7ARPzfUzFpM3WsJAADgNNC8OZKZM2dGRUVptVqVSrVhw4a5c+ey6cN9SKep5Zgygi5VzKwFoQoAAJwemjpHpdFofv3rX7Px0XQQZ7gcU0YWsEytBQELAACcHpo6R3X+/Plp06ax8dE84sBwOaaMPmAZroXeddddd/3qV7/6n//5n+PHj/f09Fi4EAAAAEeBgOWQcnJyJk2aJJfL2Y8jfkjngOWYMsqAZXQtHR0dmZmZHh4eW7dutWQhAAAADgQBy/HEx8dPnDgxPT1dP2VkZ7AGL8fMLe1Gt2TAdKNvH7wWQxUVFXh0KAAAOB8ELAcTFhZ27733ZmVlGU4cwT1YRpdjyojPYA25FqVSeffdd1uyDQAAAA4EAcuRHD16dOLEiYWFhQOmD/chnaaWY8rIApaptSxfvjw/P7+zs1Mmk82YMePVV1+1cDMAAAAcBQKWI7lpEK1We334D+k0tZwh1zjkdEu29uzZs3/5y19++ctfPvTQQ/7+/u3t7RzuIgAAAHuAgAU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