Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tristen_Wanner_031823_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 15, 2015 |
Start Time | | 2015/11/15 00:00 |
End Time | | 2015/11/15 12:00 |
Key Words | | G1eventWithRCM |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -21.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.19 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 103.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Tristen_Wanner_031823_4 |
Minimum Dst Value | | -15 |
SW Source | | ACE-L2 |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-2 for time period of this run.
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HW0l5jYyoYiYfdqpjLaeTTckMAADgP1JTn8G1tV7PhMBqHWwlAmv4xrDS5ngDEVjt7eeUtmUUdqpjZtLJTIkCAAD4D7N5Ea6tjcYwpW2RA1O9iQgspW3xEp0uCBdZefm/lLZlFHaqY2bSyUyJAgAA+A+DIQTX1hbLUqVtkYOPij8KXIGVlpZ27733ytm56r/+67/WrVvX3t7uxip2qmNm0slMiQIAAPgP8r0pI+OvStsiBy9lvoTVVaghVGlbPAapq6+++qq4+F/l5V+hpbr6lL+viKTVW2+99Ze//MXNMexUx8ykk5kSBQAA8B9EYFVV/aC0LXLwaPKjWGAtsixS2haPQRXf4OBgZeX3WGBdvvytbNf1eq+WYCadzJQoAACAn7hxY5gIrJ6eKqXNkYNF5kVYYK1JXKO0LR6DK76aml+wwKqo+FrO63q3V0swk05mShQAAMBP9PRUsOajIdwYjgXWX7MC75MorviamhKxwEKLnNf1bq+WYCadzJQoAACAn6iuPs2awArSB2GBtf/8fqVt8Rhc8XV3l4LAUgRm0slMiQIAAPiJgoLdE06wgpW2RSbIEMKfq39W2haPwRXf0NBVSmDdkO263u3VEsykk5kSBQAA8BN2+8YJJ1jhStsiE0RgVQVgnzNS8RGBNTjozoGCYAyEWbNmxcbG1tTUiL+uF3u1BDPpZKZEAQAA/ITFsmzCCdZCpW2Rg4qeisB1guUUElidnQXexYDo7++Pj4+fM2eOR2d5uldLMJNOZkoUAADAT+h0wVhg2WyrlLZFDn6s/FEbAuvSpXGB1dhoQ5vXe3svff11+dGjjitXRMZAmDlzJvrdtm3biRMnSCBaRyFuznIfp1ZhJp3MlCgAAICfoLyMblHaFjn4oPADrK6CA7PPGan4Kiq+xgKrpuZXtInUFdaNSGOJjAHR19cXHx8fGRmJ1kdGRqKion7//Xe0fubMGRwoeJb7OLUNM+lkpkQBAAD8wfXrvURgyeATXA1sSd+CBVaEMUJpW7yBEljHscCqrPzJ6aHAornjjjtKSkrwrra2tvvuu2/Pnj3oF60LXte9VZpHvens6urCkyjRgUg+3zJGXFycR7GxU6IAAAD+oLLyRyKwhoYGlDZHDmKTYrHAWmxZrLQt3kAqvqqqnyacuR93evuJ0OFw7N+/n26s2rdvHzrg0KFDbs5yH6e2UW86d+7cicqSLoljx46hou0YIyoqCm2Kj42dEgUAAPAHCQkxrDnBIm7cn0h+QmlbvIFUfPX1eiywLl3yzJm7qz5YiJKSktmzZ1ssFvTLGVoIAguj0nSWl5ffd999Q0NDdEkgdZWSkoLX0Up4uAfjhNkpUQAAAH+g189jTWCFGcKwwNqWtW36o9UHqfhaW9O98zVKV52oRt63b9/cuXPR+uDg4EMPPZSZmekcHVtqQYEOh0PwLPdxahuVpjMmJubUqdFv/HRJzJo1a2RkBK+jFbQpPkJ2ShQAAEByRkYcRF2ZTEz4aEAE64OxwPpHyT+UtsUbSMXX3V3utcAizJw5E1XNlZWVKHzz5s3fffcdOezLL79EIfzrurdK86gxnXa7PTQ0FK/TJcEplRkzZnBOvMkt/jYbAABAqzQ02IjAunhxmp7RmoHMk6Or1SltizeQio925j4yMiTbdb3YqyXUmM45c+bk5ubidWjBAgAAUJzU1GdY+z7opNy4N/Q3KG2LN9AVHxFY/f5PCwgsjBrT6arxidMHi+N4Y9o4pTcUAACADfT6ENYEVm1fbUB7GXW6EFidnXlyXtfTvVpC7enkjyJsa2uDUYQAAAByotcHT3TAmq+0LTJhabRoSWARZ+719UY5r+vpXi2h9nRySiIuLg78YAEAAMgMab4qLNyttC0y8UXZFwHtxt05teKrqPgGC6yqqp/kvK6ne7UEM+lkpkQBAAAkhwisurqA7O7tBW+efRMLrHC9By6BVAVd8VVWnqB9jcp2XU/3aglm0slMiQIAAEhLT08FEVjXrnUobY5MPJX6FBZYC82B6paCrvhqa3/DAqui4hs5r+vpXi3BTDqZKVEAAABpqaj4fkJgBSlti3wstS7FAismIUZpW7yErviam1O8c4Xl43U93aslmEknMyUKAAAgLfn572CBpdczJLAijZFYYG1K26S0LV5CV3xXrhR7IbDo4fyzZs2KjY3lzIoz7XU93aslmEknMyUKAAAgLXb7RiywjMYIpW2Rj2DDuBv33fmB2q+frviuX+/1TmCR9f7+/vj4+Dlz5nh0lqd7tQQz6WSmRAEAAKQlISEWCyybbYnStsgH8dHwbcW3StviJZyKjwisvr7KS5e+Li8/6nBc8SgG58Rkz1FRUXg6O0xTU9Pdd9/d19fn6iz3cWoVZtLJTIkCAABIi8kUjQVWSsrjStsiH0RglV4pVdoWL3ElsAoL9+ICRRpLfAxIP8XHx2MX33a7/aGHHiK7tm3b9vHHH7u6rnurNAwz6WSmRAEAAKTFYBh3456dvV1pW2Si41oHEViOEYfS5ngJp+K7dOkYFli5uW+JF1g0d9xxR0lJCd4VHBx88uRJ56gDiMrZs2c7HA76LPFWaRhm0slMiQIAAEiLXj/uo6G09HOlbZEJW4Mt0N24OwUE1jcTnhqOe/GJEEmo/fv3k0nqLBbLAw88gFY2btz4+eefuzprWqs0DDPpZKZEAQAApIU4wWpuTlXaFpn4rPQz7Qmsy5e/nxBYYnuVueqDhZk7d+6ePXvuvffekZER92eJ36slmEknMyUKAAAgIQ7HFQa9jL6a/SpWV6GGUKVt8R5OxVdb+/uEwPraixiGhob27duHRBUJOX36NDrg+HGua3gQWBhm0slMiQIAAEhIS0sqEVhK2yIfjyc/jgVWtClaaVu8h1PxNTfbJ/q5HxMfA2HmzJkxMTGVlZVk75kzZ/BXQvfX9WivlmAmncyUKAAAgISUlBxk0I37IusiLLAeTnhYaVu8h1PxdXV542vUDWvXrj19+vS01/Vor5bQcjo5wx+UNgcAACDwyMj464Qb9xClbZGPMEMYFlgb0zYqbYv3cCo+h+OKhALr5MmTtKcGN9f1aK+WYCadzJQoAACAhCQkrMQCy2SKVNoW+QjSB2GB9X7h+0rb4j38io8IrGvXOn2JeebMmbNnz87NzRV5XfF7tQQz6WSmRAEAACRErw/FAstqXaq0LfJBhhD+ePlHpW3xHjcCq7OzQM7rit+rJZhJp7clmtycjB+zSCND/94AAAAwen0QFlhpaRuUtkU+iMCq7atV2hbv4Vd8xNdoY6NVzuuK36slmEmntyUabYomT9qahDXSWgUAAKByyBDCkpIjStsiExU9FRpwguUUFlhfY4FVXX1K8BQ/XVf8Xi3BTDq9LVHymOFlYHhAWsMAAABUy7VrHURg9fZWKG2OTPxY+SN+4QcF+MBJfsVHfI1WVn4v53XF79USzKRTIoEV6M8bAACAeHJydjLoBOvdgnfxCz9YF6y0LT7Br/hqan6d8DX6bzmvK36vlmAmnV6V6MDQAEdgBXqLMQAAgHiIumJKYG1J34Lf9uHGcKVt8Ql+xdfUlIAF1qVLonyN0q6OZs2aFRsbW1NT48V1xe/VEsyk06sS/anyJ77A6mBmsggAAFgmL+8toq70eoYa7x9NehS/7ZcG+MBJfsXX0ZHvkSssOob+/v74+Pg5c+Z4cV3xe7UEM+n0qkS3ZGzhCyxbvU1y8wAAANSGwRBGBJb4yVU0ANJV+G3/ZOqTStviE/yKb3CwDUmr/NLDH2W+dLT86BXHFU9jIJM9u3HlDQILw0w6vSrR2IRY8iU+SDfud27/+f2SmwcAAKA2dLogBifJQUQYI/Db/tXsV5W2xSf4Fd+NG8NIYCF1hROINJb4GPr6+uLj4yMjuR6Lvvnmm9WrV7u/rvi9WoKZdHpVouR/zHLb8hB9CF5/KvUpyc0DAABQG6T5KiFh9fRHa4hgfTB+239S/InStviEYMXnqcCiueOOO0pKSugDbDbb3Llz+/v7p72uyL1agpl0elWiC80LyXRUkYZIvB5lipLcPAAAAFVx48YwEVgXL05TDWsM0iHklD+dRcmAYMV36dL4J8J/5MV59InQ4XDs37+fbsEqLy//85//3NDQIOa6IvdqCWbS6VWJIi2FH7N95/ctsyyDsYQAADBCe3s+EViO6aphjUHe8xU9ge36y4XAGvc1Wlv7qxcxkD5YbW1tDzzwQHZ2tsjrityrJdSYzqSkpOjoaFSKt95666ZNm1Apkl3x8fG3jBEXF+dRnN6V6CLLIvyY/V73+9aMrbTAymnP8SJCAACAgKCg4H0GHTQgWgdbyXt++Maw0ub4hGDFd/nycSywLl/+zqMYhoaG9u3bN3fuXLwZHh5+8uRJ8dcVuVdLqDGdK1eutNlsIyMjg4ODr732GhJbOPzYsWORkZEdY0RFRaFN8XF6V6ILzAvwY5bbkVvVW0ULrB3ZO7yIEAAAICBISFjNZg93W4NNM18qBCu+6ur/TLjC+kZMDISZM2fGxMRUVlbyd8EoQkHUnk4ks2bMmIHXkbpKSUnB62gFyWfx8XhXouHGcPyYXey+iDY3Z24mD97jyY97ESEAAEBAYDCEYoGFVpS2RVb+efGf4/N2BL7rL8GKr7HROuEKy1+uN0BgYdSeTpPJRFqwZs2ahfQWXkcraFN8PN6VaIRpfLBuU38TDplvnI9D0C4vIgQAAAgI9PpxHw1W63KlbZGVt3Pfxi/50MBXloIVX0dH3kQLlihfo1JdV+ReLaHqdBYXFz/44IPEMT+nVEjLFuEmt3hhAGmvcow4cMjDtodhUkIAADQP6YB1/vyHStsiK1szx7vbLrYsVtoWXxGs+AYHWz1y5i7VdUXu1RLqTafdbr///vuLiopIiPwtWMS5KAn5e+7fNfN5HgAAQBDaR0NbG1sDej658Al+w+/M3am0Lb7iouK7QQTWtWudMl5X1F4todJ0njlzZvbs2QUFBXQgpw8W35+sG7woUXqmZxKopf6PAAAAgjQ2JhGBNTLRfs8Ivdd795/fv6dwT+tgq9K2+Iqrio8IrK6uIsEDfORPf/qTF1ZpDzWm88iRI/fcc09ZWRknHI8ibGtrk2cUYVN/ExZSSyxLSKBjxAGzPgMAoG3y8v7Opo8GjfHf//3fzc3N/PBLl8YFVkODSfKL/vTTT6iCdnMACCwlcdN9Ki4uTjY/WM39zfgTYbQ5mg4nAuuL0i88jRMAAED9pKSsmxBYwUrbIjcfnf9odcLqbVnbHIHfdLdx48a33nqLH058jVZVCTuy8hqkrv7nf/4nOTnZzTEgsLSGLy1YMQkxdDjpmPVCxgvSGQgAAKAWzOaFWGCZzczNDEb+QpPB44FLe3v7X/7yF/fDvyTkT3/6U1RUlM1mc28VCCyt4UWJXu69jKf8XJ+6ng4PM4Thx2+ldaV0BgIAAKgFvT54wkcDc285IrCmnacvcElNfRqXr9EYJv/VQWBpDS9KNK8jDz9mWzK20OELjOPu3YMVbTyv6Kl4MuXJLemTtv1S80u4KTzKGNUy0CJ4Sl1vXWJD4mgLnH7UzUT39W65jAUAIJAgHbCysrYqbYus0DN2KG2LH1G2jx0ILK3haYl+W/FttDkaP2Yb0zbSu9Ymr5X2CTxVfSo2IfaNc294dBaxIcwQxgkhhn1V/hWSg48kPILW+6730QegJVzvgSt8AAAYYWhogNS+tbVnlDZHVn6t+ZUFT4dVVT+DwJIBZtLpYYnSQmRT+iZ61/FLx30UWOXd5fNN8yMNkWuT1q5KWEVie7vgbZExFHUWcdQSZ3n17KuckGBdMP+wE1UnFloWcr6BAgDAMk1NKcz6aPi/8/+nmXly3DA42EqKGOlpma8OAktriCzR1JbUN8++yVEh27K20cfQ/rFq+2q9MAY9uq6EEdplqDdU9VbF2GLm6eeF6EIGhgfy2/PJAY39jSjcvbrybsGd98MMYYE+gTwAAL5w/vx+Nqd5RryQ+cL4lwElOifJCRFYra3pMl8aBJbWcFWiOe057+a/+0TyE38797dHEx8VVB5PpT7FOYvs+rn6ZzcXRdoIqxbc2tzU31TYUdg3xP1U534J04f5Q065X6TKdpp1Ketw5L/X/u6P+AEAkITU1PW46tXrQ5S2RW5iEmLwa4rjnUd7EIFVUnJQ5kuDwNIagiU6fGNYjNp4NOlRzonEUwPdx5zPq1mT3+liLDHy66R5Y01inJDVttVenIXEIk7U5ozNIfqQ+ab5bpzE7CvctyltU0ZrBh3obwEHAIAkmEyRE0PMmOumuci8CL+jHkl+RGlb/IvBEIJLOSNjs8yXBoGlNQRLdHf+bjEaZU3iGs6JRH+E6cMqeisEr1h/tV5mLfV69uuHSw/X9NVwpEzxlWI6pGmg6ZWcVzyNHA+ZpB3ZR5mEHeSQN9S8saY7rMwy2zLp2JYZl+0+t7uypxLtKu0q3Zy+edfZXfjT5GLLYnwM5x9ksGG8Dxla8bT0AQAQD+WjYbnStshNuDEcv2e2Z29X2hb/gtQzLmWbTe5SBoGlNTglOjA0sNK20o2eKO0uJSpqhXUFJ7YIYwR98CfFn3AOIB/yxSyxCbEh+hCP5A4ZALjEsgSHFHRNztuItN1i8+KllqV1/XUk8EDxgQ8KP+gb6iMhSBoeuHDgl+pfcKeuab9FZrVnfVbyGUe9Id4teDfUEDrfOB9FiAwTVGYvZb4kSsbpp/TE3zoxRJxzWIQpAgV+Xf51kCEImd0yOMUtRetgK38SsZLukuKuYjG3CgAwDvl4lJ39itK2yA157f9f8f8pbYt/sdlicCmbTB7M6isJILC0Bl2iBZ0F7qv5qp4qdBgSDXjz8eTHObE9n/b8lFP085Zblk8227juwy64kGjXJq2N0EcIHoPkoGPE0dTfZKo3ZbZn+imXQnWhbuxcZF70RNITdEjD1QbabYyrpW2wLdzAFV7iM+e3ut/44Z+WfEpvYo11vvM8UpY45NWzr06mSz+erjBDmAYmcAUA/3HjxjARWPX10k9Up3LIK8V9/1oNkJHx14mednJ/EwCBpTXoEn3Y+rD7Sh1/q9pbtBdJpRB9SHJTMie2jNYM7+QCkVOkF9c8XoekCNO4xjrbftaPOSIE3QF/hWW83Y42nqMdn7U/KybJTyQ/IeYwN8JOzGFhOm4L3IsZLwoeifQWjJQEAEHa2rKY9dHgpF533o0QDyBKSj5TyhUWCCytQZcoLW7QEmWMmqIhxI1MJv7cPVpI5BvTNuKQCEOEXxIsHQtNC71IKd1bi17Wp67n5L8iy3L2OpcAgBgyM7cq6IJSWRhx445pbz8HAsvfaDmdnHkocWBOaw55hIJ1wX/U/oEC5xvmY/VjbDB61LYxbUVe3Vud1JxENtckTfaXP1p+9JPiT9Q/X01hV6Gn8uV8x3kn9WGOXoz1RrQro21KE2B+Zz69SWZ75CxLLEsOlRySSmPh1BG1t79ov5K5DADqwGCYz6wTLGujlR2BNTLiIAKrv79BzkuDwNIauEQ5bSfv5L3jY7Qia/HEpsQ1CWuetT/rxrWBmvFOu8TlxvF3Ef3KOZ7ePFB8YDSE50/1+8rvvTBG7KLX/isVAKYF6Spc6RoMGve0yedw6WH8NgiWvVuSIpCyLi//Rs7rgsDSGqhET1Wf4tSpxLeT13CGE3KWwxcPS2K84nRf755sRjIt4eRkhCkiRDc5CvLghNs6vpuxMzWT85qR7lz4syndu5+IMI4gxoF1V+voQHur/WLPxbdy35qHmyTr/viw6EPB4ngl65Vpu989Y38GXeJUzXgCPy7+WNaMBgClIa0advvTStsiN69nv44f/DA9E+KSCKycHFmHi4LA0hqoRDlVaZBBggbwf5X/i19Jh+hDIg2R7+a/63v8qiU2ORYndm3SWrT5W81vXvzz23l257asbZ2OTueYGotJiFliWZLWmkYfQ9yi/lLzCwn838L/xYFHyo7woz3Xfo6UBd1BHuu2aZuykD18VcdhuXFy0OiBCwfEJxkA1Exv72UisKqrTyttjtysT12PH+qF5oVK2yIHBkMYLuuEhBg5rwsCS2vwBVZCU4IkMZMIw9hrUVct1gYr0j1FXUX2FjsuHeLM7M1c7lyTnOXJ5Cf5Aos4CVthWcE/pW+o743cN5CwDtIFrbKtwpKR7oL2R90fiuUFAIjm7Nk3iMAa9rmBP+BYbh3/47Q6cbXStsiBxbJ4wmX/fDmvCwJLa9AC6638tySMue963/6i/UfLj0oYJ+BXOPqJ49yLswTrgyNNke412bSez8LZm3IECEQMhghme7gjIgzjHRU22DcobYscpKU9q8ikkyCwtAYRWInNiUrbAijPM6nPPJ70eH1/PVrvdnS7l0e+L0iBjXpb1YeH6EN+qPxB6dQDgDCk+cogRQ+KgIPMJBGXF6e0LXJQVLRPEU8NILC0BjslCnhBZU+lp/73JVmQ3nrYNt7vXrA/GQDICaluU1OfUtoWBSAP5reXv1XaFjmoq9NPtGCBwPILzKSTmRIFvOOx5Mdo6bPAJOBIdr5pPl7ZmLYRnZLemi6t3gL/8oCCNDZaiMBqabErbY4CkCcxvyNfaVvkwOG4Qkocrct2XXaqY2bSyUyJAt7BUUsDwwOrE1ZPfuPTBR0uEXC6YWuw0Wc9kfSEL37qE5qlGXgBAF6g15MOWCxOknPFcWXy8R9ipYO/Xj9e4nV1Btkuyk51zEw6mSlRwBeOXTq2r2AfHgaIWGxZHGIIwe1Vrpj83mec7Cj67eVvX856WVev80hgjTqVmHCvOt80368pBQAOpK5lcJIcRGJDInkSlbZFPkiJFxd/KNtF2amOJUvnzTffLFVU/oCdEgVkpmWg5aWsl94896bg3vqr9cRfw0LLpHOdZ1KfmVZvHSw+KFciAIDugLVOaVsU4HDZYdJcrbQt8mEwhOBCT0/fJNtF2amOQWABgDKEGYWnXOQvX178UmljAY1z48YwEViXLv1baXMUYHv2dvy4oX9EStsiH0ZjJC50i2WJbBdlpzoGgQUAyuAYcSw0LYw0RB4qnX4G61UJq5S2F9Ayzc0pRGBdvSrr1L8qITZpfHaKKFOU0rbIh80WM+FrVD5ffexUx5KlE2XZzULMmDFDqksg4uPjbxkjLs4zPyXslCgQiIhsygrTh5VdKVPaWECD5Oa+yXIHLMRCy0L8lK20rVTaFvnIzn5pwlODfPNbs1MdB1IL1rFjxyIjIzvGiIqKQpviz2WnRIFA5J8X/0lU1Dv57wTrgt3ILPDmAEiO1bqCZR/uiDDD+Cf759OfV9oW+Sgt/Ux+Yc1OdRxIAgupq5SUFLyOVsLDPWjSZKdEAQ3QOdh59OLRP+r++OT8J3yBFWpkqI8IIA96ffCED3dG51QlDlb2Fu5V2hb56OgoBIHlPyRLp7SfAgWZNWvWyMgIXkcraFP8ueyUKKAxDpQc4Guso2Uw9yUgJaSWTWRjnmM+5OH6ufpnpW2RD3pww5UrpfJclJ3qOJDSySkVvqS7yS0yWgoAEtPS3xKqCyV1wMtZLyttEaApSC1bUsLolE3k4arqqVLaFlmhRo9+I88V2amOJU5nTU3NnXfeSXd4l7Blyx8tWB25ufixMkRE0OF9NTXJjz9uXrgwPz7ea4MBQEKGbwyTrxj6er3S5gDaYWTEQWrZ/n4WhxDW9tUy6GUUo9MF4aLPyXlVniuCwPKSu+6665tvviEySFo4fbDQpvhzXZVo8hNPkA8vN4Yn+w7TH2Qy3t507txb5eXwUQYAAA1SX69nfAihrk7HoJdRjF4fioveZouR54ogsLyN7qab/KSunBOjCNva2rweRVj43nsJa9ZYly3Th4SYoqIuHz9uXrSICKnu8nJ0jCEyktvjZbJ3who/JQ0AvOPFzBejzdH0/Urm+QEAkSQnr2NcYB28cBA/PsE6+bwVqASLZeGEKywP2ix8AQSWl9x2222Dg4PSxkkTFxfntR+s9E2b+GPe9UFBZL386FGBQfHbJwUWs28fQLUI+nFQ2iggwDAa5zPuoyEuLw4/O5FyiQz1kJq6fsIVVsj0R0sBCCwvOXjw4MaNG4eGhqSN1ndQiU7vx5ESW5PLb1ME1tW6OqWTAgCTCN7KIfoQ8JUFiMdgGP9IZDYvnP5oLfJc+nP42VluXa60LXJz/vx+mVsQQGB5ib89uXuNKIEluOimLscnd13+9lulkwWwzrR3cJiRUbdGgHjI+y0j469K26IMqxNX4+flkaRHlLZFbhoaEkFg+Qlm0umRwAoZbSnN3r5dQGChJWrKwSlPPMG5VlNiYtnXX/c3NuLNEYejv6npem8v3kx/+ml8YuIjzD3JgOSYGkwhhpAQXciB8wfc+H+HjlmAG8jLrbxcpoH6amOJeQl+Urakb1HaFrm5fr2X3AADA80yXBEEltagBVZfbW1LWlry44+7Elitdjs6pTUzUzdfSGCh5fSU428MDw/19SFRVf/bb8mPPUbCkdLqq64mmwPNzRXffUefKG0aDWFh+ENn0YcfShszECi4/NOgh45ZgDDt7WcZn+YZEWGMwE9KfD6LfnnIDVAti5NVEFhagwis693dJFCwJiJ7eyoqdDtcCCy0vDR5StmhQy4bwwT7dVFSz4u09Dc22mJiEtasQaoOh+T9/e+cmK/39iasWsVJ1OVvvyUh2Tt2eHrdvpqajsLC4YEBvHl2506cwMaEBDozTQsWeJEoQBIOlRxy3zx7uOSw0jYC6iIpaS0M4gk2jLf+Hiv3YHC6ZiA3QE6Ox/WCF4DA0hqoRLNffx1JBE64ZcUK44IFFz77bFQJBQVVnjhBdvU3Nem+pxTVHy47Y3m9pD0/zayizYmJlb/8MuJwkJDaX34RE7Np4UJOSJPVyj0mKkpk7l1ra+OcizKT3qz74w96s7e6mj4daTI8WtOyaJHIKwJesyZxDfo7vuvcLrQeagzl3xxPpzyttI2AitDrg0BgBenHXfiaG8xK26IAen2InK6wQGBpDVSidvtGjxrAkazR/Uypq4WcRix3TVPil4K33zYtWIC0nXHhwqxXX81+5RXL0qWm6OjiTz4xBAeTwxLXjLvgkuSirpaLX31FbxrDwry8aFDQwEQXNI4404dBn2v5GL4xLFhCZd1lSpsGqAXyTjMaw5W2RTHIo1Hb581XhUDHZIrC94DVuliGy4HA0hqjnwhH/Xx45kRO98uEnPp+9OnLj4szmSInJ+365BO/yp1AX64UFzuFxBnJ3uwdOxJiY+utVvelYI2J0UdGlvzjH16UO7Dj7A5XJQTz7QB0B6yCgveVNkcZrjiukIdCaVuUISlptZy+RkFgaQ0ssNAyMuLo6Mjr6SkXc9bkZ8FPR5++zqKigoK95H1kNi82hIaSCivlyScbEhM7CwudPFXRV1mZ8thjo18hw8LO7tx5dscOfwgadN06vZ4TqOd1AtOHhMimsaxLl/ID+8Y+INonRlMSySX4GdFCxdDf0iLtXcEIqP5o6m/qvt4tWEj7i/Y7RhzTxwJokZSUJ8kLbXh4QGlzlCGrLQs/CwzOk4PJyPjrhK9ROXIABJbWIAKLLBcufDbtWZMC6+1xHUDPiooWk0nYL591xQp+gw1N2eHDPmqXtI0byXr6Cy84OsfH4dOar3DfvhGHg1ZUSMS02O31Fot3F70xPMwNdNuLX3DJfvnl0bylTuw4d868YMHkAdu3TxYBdWLm1q10Hg62tqJFXPkDo2xJ3+KqVBqYnOIXgGkqEMcrxnvUBskiL1TI+fMfy3kbgMDSGnyBhZahofF/bDk52/X60Q+IV69O9oLPy3tz8uDH5yWuWoXDdboQOpLm5mTBKxZ/9FH266/jz2SCCNZ0SADpsbeFiQXFwD9MsnyhyNm+fVSKhYVVfPUV2mzLyTHNn09f1LJ49PO8jpZrY5bQxxR9+GHW1q2C6ZpcH3MzNkUsbtqkd5FAOtAQHMwPty5Z4o/c0Cph+jBBgRVtjm5gdYg+y5D3mMHAbufIXWd34acgVB+qtC3K0N6eAwLLHzCTTiGB1dycinbl5sYJ/o0zGhfwpRji6tU6TjzemZTCccQVEpL/zjtkb1tmZlNKCtnsKizUjfV5T4qN9e5y3lH0wQfEwt7KShRytb5+Uk7t349C2jMySMi1sYa0vDff5NTg3RUVdJPV8MDAFOXE+2pZ+dNPKJ7eqipBZWl/9llp5WZjYqJt5cqkRx8lTig0zNcVX4cYQgRlVvf1UScmZ9vPxuXGHS0/Sp+F/uW/mPniPy/+UyGrAemh2+MLCvYobY5iPJ70OL7/5xvnK22LMtB3Qp//u/mDwNIaggKrsnLUKQMnsKTkE3yK2bzclYQaHOykTxkc9PJDFarUcdVmFO0xIVDgC6PUDRvIJt+LhGArXfZrr3ECO4uK+JE7JnybGSMikAxNWbfOa2vTn3tO0mxQNeGGcH6+O6kRVY+lPkYOpg8AtEFFxTfkJXb9ep/S5ijGQvNCfG8vtS5V2hbFGB0XP14tfu/va4HA0gI3TYUvsOrqfm9ry+KH49NTU5/Gm3l5Ar597faN1CmMfrl3A62N8t991znmDWtaUUUvxvnzDeHhnEB96GgbPicwffNmfiDxKJs04Vu/LSfHlbXkLHN0tBy5oxqiTdHcb4VTQ+Ly405cPtE22BaiH2/0Ku0uVdpqQBrM5kXQAQsRqh93F7cuxeP/ZpqBCKycnFf8fS0QWFoDlejIiCMjYwstpC5f/p7zfZB+12RlvYQ3L136WjBO+hS9PsRqXd3WliljmtTO9d7e/qYm2kuqTooBjLW//84PtAg1iaErCvTKnzfPMNUXF32MISJCT40SIMegVFT+8ktzYqJsuScPDf0NK6wrgnRB7jM90hhJ1nPaXepUILCgXl9M/0UkXkbfyX9n+qM1isEQqhv3NbrK39cCgaU16BLNyXkd30lVVSezs18irVAcgZWZ+SLebGy0CcZpNIbzxdmFC+CuySXNqanT6KfgYB3lXnVymdrxX+TSlJTU4GK8pHHRIsFwjg8LQ1CQo7PTFBExJdqUFKTJlM5LiZk2N4kIA4GlGchby8rwpzEndfP/Xve70rYohsWyWDfufsjv/VVAYGkNukTz83dPDJwJol4xS6juCL1OSmB1dOS5ipYvsBhvbJ8WPaWfmmy2UXf5VD1+8dgxwTanNqof/eQynYcIft95KZeg0T/9Bbt3Z7/8cldxMVFmlkWLTAsW5I19FQ0gTlSeEJny/M58pY0FpIG8sqqqflLaFiUh9zabbtwxKSnrZGvOBIGlNegSPXv2db4qSkl5gjRidXWN+lYoKTloMs23WJa66cPe1pbOj6qpKVmGFGmJ5pSU859+2lVSgjf5XxJRYOqTT3L1k5DAGurr86Ooci22+IGdhYUZf/2rddmyc6+/rmjuikWwzzt/aepvUtpSQALa28+RV5bDcUVpcxQDiSpybytti5IUFOyWrY0ABJbWoEs0L+9tvirKyNis14fh9dbW0a5UWVkvT9uC5RRqxLLbn516QPCEhnvUP4nTGoNTpy8kXaY4zV05O3aUfvEFX4oZoqL4wkAfFmZatMg49WOfbEtBgDRokb5WkaZIV4lJa0kjx/cN9W2wb1ibtDarLUtBswEvOHt2JzS6I36u/hkEFqKhwQICS3KYSSdVosXFn/BVUVra84mJsXi9ZawKyc7eQTdouYL0DSSL2byA7L1xY5j/9TAzczMJwWIO4JD0yCOkTu/ImxS4pshIEo59blmo3lSpTz6JQmp++40vDLrOn8cxiGl8QoH2Z56hQy4cOIDO7a2r0/sm0WzLlyuRnd5Q01vjKhkJTQm4HWtP0Z4JATvvcNlhpU0GPMBiWUq6nypti5LsKRy/h5mdJwdz/XovqZUGBpr9ei0QWFqDLtGyss/4Aquk5FBi4iN4vbl5dLDYhQsHcPfPa9c63MQ8MuKw259KTn4c6aqJb9iTk9J3d1+kr9LZmYcWOiQp6RH/pVqTZL7wgnnJktLD49X5YGsr9gJP+3nPeP75cTEQHFxnMtGn04MEi/budU7tFoYXPO9Q7ZkzxtBQQ1hYw9QYKn/4wReNZV2xAkVy+fvvs15+ueaXX/QTkq6vVnX9P5ZYlrhJyTLrsufTnyebEcYIpe0FPID0iGDZhztia+ZWfAOHG8OnP1rTkFqpuvpXv14IBJbWmNrJ/R1yJ6WnP28whFutS4aG+pKTH8WB5eWjc8WI6eROk5PzCvlHqNMFo9hQYG3tb7ScKih4Pzf373SIyRQA1RLdDtfdLWqebDVzbtcu08KFubt20YGNViuSU7qwsI7sbPFRFX74oS9ii7OobXBiU3+Trk7nxuInkp8g68zO4xagkCfaavX7sHw1sz51Pb6Bl9sCpnXZT5BbIidnp18vBAJLa9Almp39KrmTkHQg4Uhs4cCystH5QHBfeKNxfl9fjUCMPCorf+C0il25UlpZ+RMdkpW1zWp9eOr3RK5nS7t9g14fYjYvQrb19dVXVv6C4kHhzc2JlZWnFJnx/uLFb2ibSTgyqbr6DJ2HDEJLDn6IR0vdH38UHzhgXb48b/duZRNFU9BZIDIBSlsKiIX+y3SR7emPYhJi8N273r5eaVsUxmAImfiu4t/uwiCwtAZdojU1pye+5U35z52ZuZX+bJeYuBpv9osbNtXRkcsRWOh/QHn5V1N7ej1H+4ZAi8UyPldxdfUpzumJiY+SdaMxQrA9Pzt7u9W6tKTkc18zyC1m8xLaMJNpVBTq9aTzWfC0MVy5UtLQkHj9erdf7VSEypMn9WPuu5ps4/7SyChIvafuu6gOYYZQdc07u9i8eNoEVPdWK20mIAryDkTLyIhj+hO0y3zTfHz3vpz9stK2KIzJtNDV335pAYGlNTglev78h1lZ2/Fkz4TMzL9S4mZNYuLaMREW7L4PFqGvr5KnkGLLyo5MDVnNOcZmW4nOTUpawwl3s5Arnj37Ggn0q28I2gsrXvLz36U30R9iozESZxdfReXmvsM3nk9nZz4SYRp73ee+8w6WH8mPPZa+aZNHesu8ePGQaiaf3mDfMK3Fwfrg4RvD1ibryaqTHeKeGkARTKYoMY8kC6CbFt+9b+e9rbQtCoOrvLHXeIhfLwQCS2uIKdGEBPrjXbDVugKvi5zLub+/iSeeVlRU/Htq208U5xiLZWl9vVW8utJR07IajdEkMClpbUdH4cBAW0HB+2lpzzc1pbq31hVpac8YjVFnz75BBwqZEUxvVlX9Qtbz8v7OiZPWZ9iJKx8yMRE9REDDeDQzY+mhQ0rb66zqqXrG/gz5nuJyGe+0P2+phWnn4CpH8A8bm5B5cn6s+lFpWxSG8tzh3/6UILC0hpgSTUwUbkYSKbBGRhycE63WZSUlB6cGcpuC9HpuiJjFaOT6huAvXuRSSck/yOm9vVU4kONpQnBJTl5HpXpKzco5nbQaVlR8i0OysrY6p3q78MLyQMS8ePG4JhFy3CWsXsLCVNIRflPGpmnN7XUhpgHFoZ5W1nt2k9u19Arrs5hXV5+W5yUMAktJkpKSoqOjZ86ceeutt27atKmtrY3sio+Pv2WMuLg4j+IUU6INDWYflQrnRLN5IZmWR/7l6tUGYlhBwbtYzFVWfufG/uTkteR00oh15UrJtNcymRZR61OmsuIcWVFxHIfr9WQmx6CxzTBXGY4syczcOjDQIr4gAg56BsbyL790L12akpKUtneULRlbFlsWv3H2jdWJqwUNLesqU9pGQIChoQHyrNXXm6Y/QbsM3xiG/wME2hVWnz9nDQKBpSQrV6602WwjIyODg4OvvfYaEls4/NixY5GRkR1jREVFoU3xcYos0ZYWO089eNBYyvlwZjJFnj//oaAiMRjCBMOFFm+auMaWkO7ukpqan0nn/bHrjn9cLy09XFr6GWcAYFJSLHXkuP+IysofSSDVsX3KQofT3fBzcl7mHFlS8ik/r5yjnzsXkE1UAZAYzOZo+jANc/n48bIvvhhxjHZBa8vMFPRHT5aKEyfocwvee08fFKQPDx9sUUCGDgwPhBpC+VaG6kOfsT+D19cmr5XfMECQ1NQN5JnSWJdHT6nqrSK3q9K2qAJyY1RV/eC/q4DAUgtIZs2YMQOvI3WVkpKC19FKeLgHnXXElyhSRRxNIP4qNttyjoo6e3aXoCLJzHyFE2IyRej1wTbbqE8aOrynp8JbgSW8oFcqrWZ0o6MddyA7r1/vtlqX0cIOJ4p8N9TrQ2y2hwXjpD900mMz+YKssHDPxK6QiePnjWX7pEnd3RdJDN4VhGbob2lJeewxvsDKenlyxJOBcp2KFvvTT8tvJ9JYQbog918My7rL8jryoJ1Acej/bErbojDWBiu+OcGLG4bcGzk52/13FRBYasFkMpEWrFmzZiG9hdfRCtoUH49HJdrenk2JJA9Gy9tsK6bKjmC7fYNOSJH09FzkhNBjFWmRhzYdjivFxYfKyr64ePGYFBrLVZNYEN1cRF6+ZE5GozGSOF91Hz9JCNVMNX7R3Ny38C6UOfSFTKb5ZLOpKYGKYTJmlqekRRiXLCFypebXcVfL7iRNUFD2K6/IZt7l3suLLYujzdFkWJbgstK6UjaTAEGoF5R/B4upn09LPsW3ZQjzWYEhfWHx8HY/AQJLFRQXFz/44IM1NeN+PjmlQlq2CDe5xaNLC7bHTAunBQstCQkx/DYeLCk4R9LxjIw4xjRWcG7u3zjhgoKmt7eio6NQCu01ZWlqGu3rk5q6buKRW15Q8N7UY4IFTyRfHvX68RCzeTFeycl5dWJXyFSBNTm+sqrqP/gYTgf5lpbJeRvr6ozFxQd7mXe8JKZrfP5778lpUkHXNI5Jl1mWyWkPQEN3qTx//mOlzVGY7dnb8T0ZbmBi8PK0WCzjvWn9OsUICCxZEdRAdrv9/vvvLyoqIiGytWA5vf0yZbOt4kgNSjeEUYELnW4FlhuIG3qrdUVDQ2J7ew7ZlZq6nvz5kERgmc3LxxI1HltKyhPl5UfpA/gTXeOFTI9NZGV6+ha8QiQj3ZCGhBQtsMrKvsTHcGZyrKk5jcMzMjbT54ovIO0hcvihacLladIjcsx9ebrqtHuDwKmjUtAe7IjDF2Yh4zOi/exaM1BISRmvRDxqWfAUEFgKc+bMmdmzZxcUFNCBnD5YaFN8hJ6WKOcDlkioCernTdym4xLEbl9PAgcHR8dFms20pDjikXliqK39tbT0y76+Wrp7k6cLki/kP0129o6aml/pvVbrEsEPjgUFH2AbSEhJyQG8kpX1EmeXbsxXvsEQQTbPn9+Pj7l06Th9WEXFt/xzL1z4VPKsCyA68/LSnn/+3FtvYfcNYsRW1cmTMhj2fsH77u3Ymr7V3myXwRKAxmyeHPCrtC3Ks8C0AN+NMQkxStuiCoqK9slwe4DAUpIjR47cc889ZWXcMd54FGFbW5v/RhESamrGPWeeO+fBtJf8PuDkG1l7+7mzZ99ITFxbX6/HB/f3N+j1SFWE5OTI11EmK2s7pVeOZ2ZyR/nxFzJBVXHxgdbWdHpXSsq6kpJD/FOQpHOOdR0jIeXl/5oQms86p44HRhKN4wT/3LnxaZizs7fR4aWln+FwOtBu3yBb7qmfq3V12NOnISys7rffXMmbi0eO1JvNxQcPdl+65CdLhm8M787fvTZx7UfFH0XqI13JLAfbo9jkh7yR0H9IpW1RnjBDGL4PX8h4QWlbVEF7ew4ILAlRYzrddJ+Ki4vznx8s30lP38xXG3gZGBA1oaEM3Lgx3N/fRHcY53R1cvXhr6rqp+7uKT6xzp7dyZFc9MNJjRUIunx53K1ocvLoNKJ9fbWcFiw80w5e0tI2YcMsFnpU47yiov18a5OSJBj/jwRfQ4O1vf2s71Gpisqffpq+QevHHzOef94UFZX+3HP4rIHmZkN4uC44WMI+8qktqWsS10QauUoL+rzLDHlwrNYVStuiPGRABvoboLQtqoB+u7a3n/PTVUBgaQ15StRuf8qVwJLh6r5Ad1dPT98k6Cm+pSXz2rUOOqSs7MvBwVZX6a2u/g/5r9zQYJp4rY/26+rrq6EPpv826cZmbMRWcaTeuXOj/bfa2/PpQLqeuHjxX3znXmIwGMblXX39H9JkqGrQR0aK7KeFlubEROfU74xlRyT+eL3UvJRzVWnjB9zQ1pZJHpzOznylzVEe4lvE2GBU2ha1QO6Q8+f3+ekSILC0hjwlmpgYOyEpuD2TZLi6LxQW7iGm9vRUO0c/d3L7k+Epg+gQPO+NoMBCUqyw8H/xutEYho6c0EOjI8haWzPpg8fk1+SgQotlMbaKk405OTucoy5SP6cDieN4EmLwfEAQOTc7W77PtbJx6d//zti2rSUtTR8SMq3GIhP40Is+KKhHuo+JO7J3kCkL0YIquSXWJetS1g0Mq2Vma61CP2VK26IKyE1Y60/H5YEFeevirw3+AASW1pCnRKc66qRFwHwZru4jJSWf2e2bamtPkxBBjUiLHvydUTDJBQXvZWWNe5A3m6OJFwmcFY2NU2YlIu1bE4IsQtCA9PTRT4dnz75BB+r1o47Kenou+yJnyYkcvxjaozklxbJsmfg2LbJYly0bbBU1KacYTtcKDDNcODa6FvAf1DMCfjXBjbsw6P/wxLvaXyMrQWBpDXlKlIxxpRekWmS4tD/Izn6Fr1oMBu74Slea0m5/Gq8nJKwm3wSNxtHmpdraKaMRL178Fz0aEfs/5E8ynZz8OApPS3t2qsAa7atLz/6h89x3AzmReILQNqWff37ujTdM0dGeyqwGo2RfUgQvsCVji1TxA3zIfY4eIqVtUZ5fa34FgcWHDNXynx9aEFhaQ54S7em5hCcZNJmWaKMpniN6xkJCJ0JIm9ZkYxLdvkWcrNrtG0hXLayHLl2a4pK+sPBd3VQt5RSaZDopabTJGsm1qeFBTt4skB51z6SVHN2AxwKjndk91FgtqamSXJqeZ5deDpcdliR+gENGxvPkPu/uLlfaHOX5oPCD8Y/UME8ORVbWNp2fKy8QWFpD5hIdGhqwWpeYTPNLSw/IeV1/kJGxNTPzxeGJ/jF8D2EJCWvwZknJP8i6bqwvFF7JyRl1dUE3L3GcO/BnbHSO9VjnBOIO8hbLYv7BnJDi4kkX1UTzEfdaztFprR/T6UISxpzf9Pc3kRPLy4/KlK3qIOvFF7GwSXzkkYLdu6f0uwoOFhRYiatWlR89WvXTT9jzli90XOsQnMHw/JXzkqQOoOFMrw48l/Ycvt/AjTtNZeVJEFhSwUw6mSlRfyM4U2xHR2FPz+gMzZzxgBNy54CT0kBdXYXnzk1RVMnJj3FO6e9vIE6wiEIymxc5p06qgxckZzkh5AsI7YuL+Cam28YqKo5dvVpPEtXcnCJzfirL1fr6zBdfzN6xo79p1I3IZC/4oKARh6Nw3z7bqlVc/RMUhFeKP5ZsopXCzkKOxvrHhX9IFTmAof75QIPNKMuty8c7/5mh898k9FDxgYFmf1yCneqYmXQyU6L+Jjc3Tjf+4e9ZwQP4Aquy8gc6vLz8GJnVBy98zVRd/TOZd0ivD5tYGe3PTvluGFdFtbW/8y+al7cbHdzQMKU3PbawqOgDEmI0RtEtWHV1OpnyUa10FBb2VlTQIa6+FeqDRutpJNFKDh689NVXPjZobbBv4FzAp2QAU2losJCbPDvbA+fJGoZ4ZVuTuEZpW9QF9f/zW3/Ez051zEw6mSlRxSku/pijdfAkzWR254KC3bw5hbheLc6efR33ZhvTQNF0ExTVzYtMdPgCX2AZjWHO0aGRB/kCKyNjC/VvPqSzc3KebNY+EYrBTV/4wbY20qBV+MEHPl4owhjBuUBqizT9vQDapZzStqgF4mV0R9YOpW1RF+RWyczc6o/42amOmUknMyWqOPzRf9iBltE43kyVlfUyEU+uFrN5MdFPKSlPknD6ayCpM8xm4h2DFmqjzV0ZGVzt1daWZbOtoEKCOzpySQuZ/5wXBy6Dra3WpUuJkHK1GOfP9/1aiy2LOfG2XWvzPVqA/zcDCNKP9/87Uir9VLABDZkeDXd7lRx2qmNm0slMiaoBjqbBgWZz9IRgWk8GHvKWINJYRQLpL3o1NTqyTj4sEqVFptbGysk52mFrIecS6Jip8i6ooyOPajnbqRv/jPKqolmoOvpqa6cdYCjJhfjd3iWJlmXovyUJCauVNkctkBsspy1HaVvUhdm8cOI7QKg/4menOmYmncyUqBrgzCGIAxMSHp5ocIp21XAlOA1id3cpWU9NfXJCJ6F/V0s4R1qti0tKPqWvK3gVjoP49vYswcN6ei4rmovqor+pSR6BhQjVh4LGkhDagfsIzK49xsDQALm7eq/3Km2OuiAOHfX+cWDBTnXMTDqZKVE10N/fKCSwHuE0U/HWR2du5gsdpwudZLWu5ISkpz/PmUZazFJbe0bQGKs1RtFcVBeOK1emFVgNZrNUl1tiWUJH/bdzGvew71f4DyOQ054D8t0V58//n19vGHaqYy2n86apKG0OW5CO5BUV3+GQnJwdfHGTkbGN3uR3kMdP+NRvf+OLzcbxODqvsvJ7pws1Vl39iyuBxekID7WRK6YVWLqQkP6mpqaEhO6SEt8vx2nH8j1CNmlrSyP3s8HgL9/cAccXZV/g+yoIZg3i0dl5wa9NnuxUx8ykk5kSVS1dXcXTtk51d1/kdM/CHuQ5M+GMhQfn5OzkBF6/3ud0IbBQeHn5UcFdKSlPuBJY5869OTb4MWxwsEVkMquqfrxw4cDgoAa7ZtP93BNWrkzftMm4YMHZnTsFxVZCjATtf3SM0X6bGU3bJCc/Tu5nT6eQ0jBv5b6F76sQEJ1CkHumtTVd8sjZqY6ZSSczJapmOPLFYlnspGZmwLPoGI0L6GMSEmJR4OBgO6/pa0t/f4tgg1NW1itTw8OuXq0RNED8YjAEi0lgbu5bdFo0RlNiIhE8js5OEp7Ad0YqUZesE5dP0DGGG8Ivdl/0PVqm4E+9ACA2pW/CN9UC8wKlbVEjpL9EQcF7kkfOTnXMTDqZKVE1Y7XGTPsB7sqV0qnf7z7D4XQHqeTkJ3Ag0lgGw/yJwPHhUWPe20P0+iCrdbnD0U1HTnvA8nQRk0CjMULbldlgZ2dHYeFAG7d9TlBg9VVW+n5Ffry+x8kU1J8EmBBmkkeSHsG30+pEGFYpANHl5GUrIexUx8ykk5kSVTnkC2Brq0sfkpcufUtqhWvXOkg4kkeJibGtrWmc47u6iru7RXX6aWpKojRTsKCQQsqMM8wQL83NqVVVP068dEbb1UpLx0csFhW9j+OnR0Fq8iuhKwS9ZKVt2uR7zPw5oX+4/IPv0TJCVdXPVKPvX5U2R0WssK3At9OWtC1K26JGDIZIfNuYTFGSR85OdcxMOpkpUW3Q03O5qupUd3e5tNGOjDhIfWMyLRIUWMXFn5DJeeglOXkdZ7pc4o6PDGamT6yqYkgH2J99li+w9MHSfCct6Cig4w3yz9BxTWIyhZMbkszXDiAWmBbg22l3/m6lbVEjVusK//V2YKc6ZiadzJQo4B5S3+TkvOYcfY9wJu0ZnWc6IWGVYMvW1M0pDWA4ck4gXozGSEVTLAfXOjr0Ql8JDROzR/s+MzQdb5ghTBKzNY+n37jZAd1C+F76rPQzpW1RIzk5r/vvzmGnOmYmncyUKOCesrLDJlN0UlIsHn5cV2ci7xGzeWFOzqgD98rKk5720GpsHHUB5WovpyuYtrEsW+aPPu9Ppj4JnbE8hdyBNtvDStuiLoJ14xMR6pif312QmhriHRAElvcwk05mShTwlKSkRw2GUCS5SAh/OkUfl4qKfyuXPrlpy8wUFFjl//73jWGf3ARwYnw8+XGpbNYkfX1V5A5sb4fZYKZA7iIYlyrI2FCh8Zvn6tUGaSNnpzpmJp3MlCggFX19jQ0Nib29Vb4LrOzsHUqnRlYaRmeMFNBYxvnzHVeueB1tXkceNGKJh57EU2lb1IVjxEFuoYEh6JomDLl5Ll48Jm3M7FTHzKSTmRIFJAf9+/ddYyUmrlE6HbLixuF7Z0GBLzGTjzto+aLsC6kM1h5kUnO9HgTWFCp6KiYGYkDOuIS8u9LTJR5oyU51zEw6mSlRwB9cu9ZGXjeFhXt9UFqsjIBLWb/ejcbyKeamFDquX6t/lcpmjUHuOk26vfWFMzVnxkekMvM8egEZJW2zLZc2ZnaqY2bSyUyJAjIwMNA45rIhOCXlcfIawsulS0fRAWbzQr0+xGSK4musK1dKlTZfJq6Ultb8+mtbRgZfYBV/+qkvMXOiG4YZYIQgt1xKyjqlbVEXHxd/jO+cYJCerjGbF+P7x2gMlTZmdqpjZtLJTIkC8kM8OFy48A86PDX1Kb7ASkuTwP1mYHH5xImE1auniCLfXGR9Vf4VLbCWWJZIZapmuHz5e3LLdXbmK22Outhg3wD+PqbFbn/WT3342KmO1ZvOrq6ue++9l1MS8fHxt4wRFxfnUWzslCigHvLy4vkCS68PbWy0kS+Gg4OtSpspH7TG8nFE4WLTYlpjHSo9JJWR2sBgCPdT7agBFpoX4tsmwhShtC3qBf1dBIHlI+pN586dO/fv30+XxLFjxyIjIzvGiIqKQpviY2OnRAH1MDw8MFbPBVutS+kvibTPUoMh1GgMnxhs+LrSJvuX1KeeojVWU1KSL7GF6cJojdXG0txE00JreqVtUR2Rxkh8z8Qmxk5/NKt0dl4gt9CQpGMt2amOVZrO8vLy++67b2hoiC4JpK5SUlLwOloJD/dg7lJ2ShRQJ6mpG8X0glfaTP9ytaGB0xnLl3as2r5aOq5l1mUSmhrQ5OW9T+6opKRHlDZHdYQaQvE983be20rbomrIXVRfb5MwWnaqY5WmMyYm5tSpU86pJTFr1qyRkRG8jlbQpvgI2SlRQJ0MDw+IH2nY2JiotL3+Qh8cTAss28qVvsT2t4K/kbhgjkICfTs1NkpZNWoDdKvge+Z4xXGlbVE15C7Ky3tHwmjZqY7VmE673R4aOj5sgS4JTqnMmDGDc+JNbvG32QDgHpNpsXiHDgUF7yltr18YcTg4jVjJj/jUxBJhjCBx9Q31SWVn4FJUtJ+dNlHvIDdMThs4uHcHmd4+KekxCaNlpzpWRTo5GmjOnDm5ublkFzkMWrCAQEevDxWvsRobk86f/7Srq0Rpq6VHFxQklVssY72RRLTCskIqCwOXqbeQVWlz1Ai5Ya44vJ9XgAWMxgh8I1ks0RJGy051rMZ0ump84vTBQpsexSm9oQDgOSMjDotlucm0oL7eIFJpWTTnhmCgpYUWWEkP+zQVMfjEIvT11dLfmpU2R43UX62HqZZEkpCwemJcToiE0bJTHas9nfxRhG1tbTCKENAMhYXv5+bGXb/ejTebm+2CGstoXGgwBOl0wWZzNJJoytosCZdPnKA1lmWJ9yIyXB9OIlrHtlNNepqBzMzNSpujRhKaEqDTnkiys1/xx7dmdqpjtaeTUxJxcXHgBwvQNjpd0LRtWu3teeT4S5e+mggP6e+vV9ByTxGcRae/sdHTeNJa0qCrO0avD4beV+7558V/wjw5Iqmq+hkEli8wk05mShQIdByOzmkFVlbWy/hgvZ67q7e3Uln7xdN57hxfYOmDvKn2yLgwtDg00cLnHeQ20LMtNN0QnxuP75MQnZSfvTTJ9eu95I7q65PsxcJOdcxMOpkpUUAD9PRcLi4+WFf3e0dHgaDAKizcg48U2huUnx+H161WtXfe6ud5xkLLQEuLp/F8f/l7cj7L7rnJbZCe/rzStqiUDanj8+SEGz3wpMgs5I4qLT0sVZzsVMfMpJOZEgW0h8kUrdOFJCev7ew8m5a2qbDwfbJr2rYug2Hc40l9/R/l5cdV2H+r+j//4WssTyMZGB6gz7c2sTh6rrT0C1LuSKMrbY5KWZ24etwzrQ08004PmXYiLW2jVHGyUx0zk05mShRgit7e6szMbQUF7yP55UpjDQ62GQzz1d81Z0ojVnOzp6eH6afMnOMPC1WO2Ryl/lJWnEWWRfgOeTr1aaVtCQD0+rCJscyLpYqTneqYmXQyU6IAs7hux5rSaz4tbYPSlgpjWrKE046V87oHkzMO3ximT46xxfjPVHVCz3GptC3qJdQ4Pk/OjqwdStsSACBdNXFThUoVJzvVMTPpZKZEAZaZ9oshqX27ugobGhKH1OT6/MbwMP9b4YVPPxUfw6qEVZzzg3RB3RMuMDQPKV+bbZXStqiXEH0IvjcOlhxU2pYAID19E/mfJlWc7FTHzKSTmRIFGOfSpW+Ki/9x/Xq31brIlcAymaIkf2lKgm7qTIVe9MdCiorv+8FP1qqK9vYsUr7V1aeUNke9kAGnVnBzL4KLF/8pVbNo1gsv4CeSneqYmXQyU6IAQBDTmjU0NMA5KyFhlV4flpLypPwGF330EV9gVf3wg/gY2q618QXWc/bn/GezSjCZFpAyvcG2O3v3kLuiqqdKaVsCAHpugGvXOryLpOa33+gnkp3qmJl0MlOiAEDo66ubVmDl5r6RmvqkzbayvPwr56gr+VSy68qV8/Lb7Ojurv3tt/zduyedvC/2rHdt40AjX2MNDHN1pMagu9wpbYt6cYw4wF+ap5Bbq6rqJ0/PNYWH8/8ysVMdM5NOZkoUAGhMpoiJz4IRZWVfuBdbDkdnQcFuSnu9mZ29IykptrLSgzYkqaDfyAkxMYaIiKIPPvAoBvpz4edln/vJTjVw48YwKTWzeZHS5qiXip4KcOPuKeTWysh40aMT9UJTNYDA0iDslCgAuMH9PDypqc+mpDzhql+8zJgWLeK/mmvOnBEfw8Xui+TMMH2Y/0xVnJSUdaSkOjvzlTZHvZypPgMCy1PI/EtW63KRpww0NgpKK9P8+U6WqmNm0slMiQKAGFJTnxE55BAv7e05MlvYYLHwX9DG4GCPImGkq7uyUjiA+Lj4Y3wzBOs9u5FYhoyJMRhE/UtpSEzkP7kF70+6R2anOmYmncyUKACIxCOBpRud3m6ezbZSVguF/gR7FMMz9mfImTvP7fSTncrS21tFlRHoBndsz96Ob4ZIU6TStgQMpFV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