Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: James_Davis_102522_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 07, 2017 |
Start Time | | 2017/09/07 21:00 |
End Time | | 2017/09/08 02:00 |
Key Words | | swmf |
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 | | 10.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.15 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 130.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | James_Davis_102522_1 |
Minimum Dst Value | | -142 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUATW9uIERlYyAxOSAwMjoxNDo0MiBVVEMgMjAyMoPMwucAAAGsdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiSmFtZXNfRGF2aXNfMTAyNTIyXzE6IFNXTUYgcGxvdCBvZiByaG8gYWxvbmcgVEhFTUlTLUMgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTctMDktMDdUMjE6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDE3LTA5LTA4VDAyOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTAuMTg0MTQyMDAwNSwgIm1heCI6NS44NTcxMDIwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19YxHWVAAAAARnQU1BAACvyDcFiukAAElNSURBVHic7Z19cBVVmv9v3kgCCUkgYIAQkvAWCCGJvDOAgQHBBQRERlQWmUxUUFQYYcyPYcgqjHGMFjoUIiMadkMJyiKrUVMsLnHB3dSAu5HKWhkqWlCLZSyYImWlplJWisrv2fvIqfbc7r59b/e93X37+/njVt9zu0+f+5zufr59Xp7j6wMAAAAAAJbis7sAAAAAAACxBgQWAAAAAIDFQGABAAAAAFgMBBYAAAAAgMVAYAEAAAAAWAwEFgAAAACAxUBgAQAAAABYDAQWAAAAAIDFQGABAAAAAFgMBBYAAAAAgMVAYAEAAAAAWAwEFgAAAACAxUBgAQAAAABYDAQWAAAAAIDFQGABAAAAAFgMBBYAAAAAgMVAYAEAAAAAWAwEFgAAAACAxUBgAQAAAABYDAQWAAAAAIDFQGABAAAAAFgMBBYAAAAAgMVAYAEAAAAAWAwEFgAAAACAxUBgAQAAAABYDAQWAAAAAIDFQGABAAAAAFgMBBYAAAAAgMVAYAEAAAAAWAwEFgAAAACAxUBgAQDsweez/vlz9uzZ3NzcoDlH4tSRyBMA4F7wRACxDHyek4lE7cycOfPTTz+15dS42CIEDAtcCi5c8CPOeYr5/CQkJKSmppaWlm7fvv27776LfgECDbJz584Bfnbs2CESz5w5s2DBguTk5PT09MrKymvXrkmZSFlp7a+VHmohVfn++++3bt2al5eXlJRE+a9evfqzzz6jxKFDh968eVPs9sADD4htSs/Jyblx4wadgmpByrC8vFycWuufBiUS7UxkQEtOHQaRu4N8amidUatelOlBK5Q3VC8brUJeunRp1apVdHfQziRzT548qVO2KOCcBxrwLLgEwY8453kkSkI+/ssvvyRZQzrgf//3f+0qBnPo0KF58+b91U9FRQV95fSlS5eePn2aitrT00PeiESS6uECrf210kMqpBZ33XXX008//e2339L2Dz/8cOLECfoLtL1mzRra5n0onUQtnZ2/Ujr5Sz4F+Usqm8itqamJUgL9cahEQmAZPMRdAkvrFEEFllYmBitU67IJ5OuvvyYdRjcF7UZfW1tblWJdv8ARwjkPNOBZcAmCHxHPo2+++YZeVVNTU+lNlJ6wyiaZ/fv38+tscXExvcu+9dZbhYWF9JVef0kJiax27NiRlZWVnJxMD9nu7m5OpId4SUkJJebn59OBRkoieOGFFzZs2KBVPDpFdnY2vW2L/SmFNBmliKyMn12rGKSuRN8TbcyZMyfwEJJHVCqtf6G/v5H0oIXUOi/lpmypEpBZli9fztuNjY0ksOiTv1L6Rx99xBlSotKz0n9///33jQss2uHll1+mGiH7Uz0KDScOpJRNmzZx6yBt8A76rWKhHkIp+/bty8nJof/IX0kN8MVMV+/Fixd1spXQuUH0M9E6KYkSMgsZh0xUV1enY0+rBJbBCtW6bAKh8tPDQX8f1bY0ZaUENWyfxrOFeOaZZzIyMtLT0ylD1XPpVIooA9nk3XffFXmSshw+fLjyLACEBAQW+BHxJCLx9J//+Z/0YO3t7aXHllA2tMPatWu/++47+unVV18lZ6D8Onv2bN7tH/7hH1asWPHXv/6VDq+qqnriiSc4nTQQvzTTc1Mk6pdEQFKJHp06xXvqqafIM4n9aZvevJVZGT+7VjHouS+cDW3Q18BDSK8oW7DoiU+uYvz48Xv27FE9hXJ/I+lBC6maQlBulZWVbDdlOn0lF0KV1ed3XWvWrCGT9vmtROm8M2dI/+Lzzz+nDcqEtvsMOHJlkVatWvW9H9rgUygP3L59O10zYgf6GjTnUA+h9PXr1wtnSV/JQ9Mfp/9I4m/69On62SrRuUGClk31pJQJ7UZlo/1JYURBYPUZq1CtyyYQutSVbzjGy6+slKCG1Xq27Nq1iwQZpZNUDby6GJ1KEWU4e/YsvYaJQx5//HHlUwWAUIHAAj+i+jimh51QNrSDeBRSuvRVtLjk5uaK7ry//e1v9OTlbXpxpzdF7m4IoyRaLT1cvI6ODspfpBcWFtLbsDIr42fXKob0NbA8bW1t5CGuXLkipV+6dIme/oGuWmt/rXQjhdTixo0bO3fuJOdBupAqiNQnpfBPVDB+6V+8eDGdeuHChbRN7l+SLAcOHCD51edv2eImQKU/1m9tokRxSdD/ysnJkQpPKeL/0gZp96D/LtRDKJ11pPgq2jCUV69WtlpIN0jQsmmdlC/XPn8rTkgCSxWtX5WZ6Fcob+hcNhLhNbhKlaJE1bBazxZ6GQi8X6Rz6VSKsgwzZ848duxY361OT+7xBCA8ILDAj4jnEb1Ezps3jx6p/FDm1vu+YIJD67EuDr948SI90OmZSK/LTU1NRkoioCegeJhqFW/p0qU8rpY+6bVbysr42bWKod+CRe++Y8eOFZ0+EvTSPGDAACP76+cTtJBGIO9Cr+aihezLL7+cPn06/aMJEybQV/qkbfKpJLaUp6BEcm/vv/8+fSpbtoyUQUubauVgpJs11EOMX72q2SoJeoMYLJvW/iEJLJ199E0RaoVKl40k2sJuwVJ+NWJY1WeLvh1Uv2pVyqlTp/hG2LBhA794ABA2EFjgR5SviY2Njb29vbRNnwbdgPJw/RlwpCFEG4Z+SQTPP/+86C/QKh5ly+Oi6FMMCAvMKujZtYohjcGir+InknT0stva2qqVlSSwtPYPmk/QQhpHKR1IYB0+fJhVKfuVKVOmBJ6irq6O/sXLL78spRsRWEFbsJQ7GGzBCukQg1evVrZKgt4gBsum3F+0YNGB0RFYfWFVqFZLlUE5ol/+oIbVerYYbMEyeMGUl5c/99xz+fn5BsefAaAFBBb4EfGgycrKEsOV1q1bF6rAeuGFF5YvX84Oo6OjQwgj2uCHIEkcOoWRktADrr29fefOncqHo1bxiNLS0kOHDi1evDgwK+Nn1/qDPIuQTirNIty/fz8996mc0uF0Rvr7ff5On1WrVm3atEl/f630kAqpmtLnH0xD6o37p6j827dvVwpEco10ap5OeOzYsezsbKWzDOqnjQgsHmNEqI7B4kFIJENphxUrVojeSXL/WhE6tA4xKbC0slUS9AYxWDbl/qtXr2b7rFmzJmoCK+iB+peNEu5QO3jwIMujtrY2skzgblKFSiUJalitZwuPwaKjlGOwpHMZv2DoRqBEeuVQNQ4AxsFFA35EPEGampoKCwsTEhLoiUleP1SB1ed/DtL7H+VAikfMyqGNCRMm0BtwSUlJ0C5CJjk5md4m6cmofG3VKl6fXwPRISShAktl/OzKAig7Qfr8w8AD42D5AuB08kz09+krvV7T01w5a0l1f630UAupeuBnn31Gnjs1NZXsRmqV1J7SpDdu3CDL8EiUb7/9lraVQ20sEVh1dXU8+auqqkqMaxEHknGeeOKJZD+PP/642GHv3r2Uopq/1iEmBZZWtkqC3iAGy6bcv7KyksxOJiJD6YxnClVgaV1p+pmLDf3LRuLSpUs8B5B2njJlimocLKlCpZIYefKoPlv6/EMJ6cYUswgDz2X8gqGScy+hqnEAMA4uGvB/aE2LA8A8cE7G+frrr0lA2F0KZyHGWkUHkokiOBwAZsCDD/wfBw4c0AohCIBJILCCsn379u7u7hs3bmj1S3oWUpwGB01awrFjx5SRGgAwAx58oC89PV05ayxqJKvhkbMbxBWFDIobyxxl9u/fP3To0NTUVGUgVtDnn7178ODB6JyLLtS8vDwODwaAeSCwAAAAAAAsBgILAAAAAMBiILAAAAAAACwGAgsAAAAAwGIgsAAAAAAALAYCCwAAAADAYrwisAKDGgMAAADAQux29c7CK+ZAxQMAAACRA35WIpbNAWUNAAAARAf4WQmvmAMVDwAAAEQO+FkJr5gDFQ8AAABEDvhZiVg2B7oIAQAAgOgAPyvhFXOg4gEAAIDIAT8r4RVzoOIB8Bo9PT2XL1++fv263QUBwBPAz0rEsjnQRQiAl5k9ezbd+Glpafv27Tt58qTdxQEgxoGflfCKOVDxAHiNzMxM5StWS0uL3SUCIJaBn5XwijlQ8QB4jRkzZigFVnNzs90lAiCWgZ+ViGVzoIsQAC+zYcMGcfvPnDmzp6fH7hIBEMvAz0p4xRyoeAC8xsqVK+nGX7hwIX1WVVXZXRwAYhz4WQmvmAMVD4DXqKiooBuf27Ho0+7iABDjwM9KxLI50EUIgJeZNGkS3fibN2+GwAIgCsDPSnjFHKh4ALxGfn4+3fj79u2jz2XLltldHABiHPhZCa+YAxUPgNdIS0ujG//kyZP0WVFRYXdxAIhx4GclYtkc6CIEwMuI6AwQWABEAfhZCa+YAxUPgKfo7Oykuz47O7u1tZU2ysrK7C4RADEO/KyEV8yBigfAU1y+fJnu+vz8fLFhd4kAiHHgZyVi2RzoIgTAs7S0tNBdP3XqVAgsAKID/KyEV8yBigfAU4ihV9xXmJOTY3eJAIhx4Gcl3GQOMy1SqHgAPEVDQwPd9WvXru279eiwu0QAxDi4yyTcZI4wRBW6CAHwJvX19SK+KJ4AAEQB3GUSbjKHmcpDxQPgKXbv3k13fXV1NW0nJibSdm9vr92FAiCWgZ+VcJM5qPIyMjKSkpLGjx+/Z8+eUI+NUKkAAA5k586ddNfX1NT03QrpfvnyZZvLBEBMAz8r4UpzXLp06a677tq+fbuU7tPFlqICAGyhqqqK7vo33nijDwILgKgAPyvhVnN8//33AwYMML4/Kh4AT7F27Vq66xsaGvogsACICvCzEm41BwQWAECHiooKuutPnz5N20VFRbTd3t5ud6EAMEpnZ6frXgngZyXcZI4NGzZ0dHTQxjfffLNq1apNmzbp748uQgA8y8yZM+mub2lp6bsltpqbm+0uFABBIB83a9asnJyc+Ph4umi3bt1qd4lCAH5Wwk3mOHnyZGlpKVXh8OHDt2/f3tPTY/xYVDwAnkLZLQiBBdxCTU2Nsl2gpKTE7hKFAPyshFfMgYoHwFNkZ2fTXd/Z2UnbCxcuFN2FnqWrq2v9+vX0jnrq1Cm7ywI02bdvn1JgTZ482e4ShQD8rIRXzIGKB8BTKAcGbNiwgbbr6+ttLZHNcORVJpqDe3p6empra2tqarq7u6N2Ulczd+5cqqNXX32VPtPS0uwuTgjAz0rEsjkwBgsAb9LV1aV0ThBYff4hFuJhmJiYSP47OucldcUn3bhxIwk7hHsNCg8fPHfuXEpKCm24SJjCz0p4xRyoeAC8AzlyuuXz8/P5qzImlpdJT08XGmvSpEnROSmH1Be4a9S2LfDwwY6ODqG07C6RUeBnJbxiDlQ8AN6htbWVbvmysjL+ylHdydPbWyp76ezsJCP069cvKSmJNsaNGxed83Z3d0+bNk0ILFEpQIvMzEwy1PXr17ds2UIbdXV1dpfIKPCzErFsDnQRAuBNmpub6ZavqKjgrzwzi5fN8SzcRbhw4cIPP/yQNmbMmBG1U/Mkg+TkZPpcvHhx1M7rRnp6ergPl7YbGhpo+95777W7UEaBn5XwijlQ8QB4h+PHjys9EwRW362xUFu2bLl+/TptZGZmRm04VE5Ojs+/8DZ9Llu2LDondSncu52bm0vbbW1ttF1UVGR3oYwCPyvhFXOg4gHwDjxjbsOGDfyVp75v3rzZ3lLZy8qVK8kIJD37bikejmERBbgPoampiT7nzJkTnZO6lHPnzgkrdXV1JSYmRlMKmwR+ViKWzYEuQgC8ybhx40QzQF+A3vImYug0bU+aNIm229raonDe9vZ2OldKSgqdmjbGjBkThZO6F+4WXLt2LX8dOXIkfT179qy9pTII/KyEV8yBigfAO0ivVRBYPMI9JyeHv/JK2EePHo3Cqbm7durUqVevXlWqXqBKXV0dWWnbtm19/rkacXFxbD27y2UI+FkJr5gDFQ+AdxgxYgTd8sOGDeOvPL575cqV9pbKRk6fPq0c9c/TKqMzKG3v3r1s/N7eXjF8G2ihnPHKczWIkSNH2l0uQ8DPSsSyOdBFCIA34ciiIvCVNKnQg3Awqurqav4q9UNFlG3btokBcGlpabTd1dUVhfO6FGXMtp6eniVLltDXO++80+5yGQJ+VsIr5kDFA+AdeEC36AJTDhz2JsuWLSMLkK7ir9E0CHdHHjhwoO+nK3ADVbimGhsb+SttcHANe0tlEPhZCa+YAxUPgHeoqKigW765uZm/Ynh1bm4uWaC9vZ2/ikgNUTg1yTihGKI5uN6lcPT2lpYW/nrhwgWfe6Kzws9KxLI50EUIgDchh6T0UtLKOV6D/35aWlpPT49IFOHCI3327OxsOhEJhb5bEUdPnz4d6ZO6F3oNEJM9CXfNDICflfCKOVDxAHgHqSvK4wLr2LFj9PdHjRqlXDaYG5YirXXojPx+y9oumrMXXQoPUxM1xTMD3OK/3FLOqOEVc6DiAfAO7KVE8wy7eUq0t1R28fOf/5ydtJg2SAZhDfrLX/4yoqfmIFjZ2dn8lScf1NfXR/Sk7oUv1JSUFGUitzUqWx8dC/ysRCybA12EAHiTwFveyw8BsdayEFhi/n9eXl5ET80nEkOIXLd6cZRRrpMjKCoqUo6fczKevcW08Io5UPEAeAQewS21VyUmJlKiW5YcsRZuwXrggQdEfATy1klJSVEQWLxIkVh/UIoWASRaWlrIPjNnzlQm8sA1MWPDycDPSnjFHKh4ADyC6ogrLwcI4Ll7PMxccOTIkUBfbjkcBEsoKoTU14eDMkjrYfPANV5E0uHAz0rEsjnQRQiAB+FmAGlmu5cFljQijeHQFZGensbiYN++ffyVQ+pLAgIIVAXo5s2bfbcCiTkc+FkJr5gDFQ+AR1CN2y7NfvcOXV1dgeOm+/xRwvnNM6LdphyQjHQVf0VIfX14nRz6VCa6qF8VflbCfea4ceMGv4yGdBQqHgCPcPToUV/AyoMcleDcuXN2lcouWltb6Y8XFRUF/sQRqq5evRq5s0u61l1hM6OPcp0cgYv6VeFnJdxnjqeffvqFF14wUpHoIgTAg6g6JCm2u3fQWWtFCsdqOd3d3Ty3QIQYcFfYzOgjrZPDqA7McibwsxIuM8elS5cKCws59lpIB6LiAfAItbW1dL9v27ZNmehZgcXz+FTbP9idWzt6mkQVGZljCvAwL+WCPO4Kmxl9pHVyGG72c8VKmqhZCZeZY/ny5e+++25f6BWJigfAI9TU1ChjPjGejSFeXV0dOKyH2bhxI/20d+9eC093zz33UJ7JycmksXhJ6WnTpil3iMLAL/eiOlLQRc1+8LMSbjLH2bNnZ8+ezduqFenTJbqFBQDYA+sGMXON8WwMcVaW0rAehkdPS019JsnIyODnbXNz8xNPPMHbYpB7X1QGfrmXlJQUn2KdHMZFzX6uKGQ0cZM5SktLP//8c95GCxYAQBVVLcXDh1966SWbCmUbOmsONjQ00E+kwJSJb7/9dllZ2aOPPmpkbZaWlhayc1tbG3/lPkEiISHh+vXrPMZLak3kuOTiECBQXSeH4dVyRJxYxwI/K+Emc5hplELFA+AROPJ1U1OTMnHRokWUmJiYGLkx3c6E51yrxqfgLjxpcM+QIUNEE5R+zp2dncnJybTn6NGjOYWlLUMCKy8vjzaGDRumnLzp2cFwQVFdJ4dhVer8ICPwsxJuNYeRikQXIQAeRNWFi9YUr/USSvP4lKjGGhUPTP2QFl1dXe+99x7vSacgcbBr1y7ajo+P5+YWnmqQkpIidXipyl/QdytA7tSpUwN/YqOpNkM6CvhZCbeaA12EAABVeKSwtDju6tWrKXHo0KGuWDTXKnh8dE5OjuqvqrFGjbyRkroaNGhQYJcC8/DDD7Pq8qmFh+BWLtUxYR6Hw9yrBtRYsGCBzw0d3PCzEl4xByoeAI+Qm5vrC1gV58CBA5S4ceNGmwplD9wJePvtt2vtIA05F5LLFzDUWgl3ZomeRElgcRwyRpqiSAempqZS+s9+9jOr/mPMcO+997LRpJaqzs7O+Ph4Sr/tttvsKptB4GclYtkc0m1vd3EAANFAtVPMReGwLeT+++/np5/WyDMp1mhbW5t4YEqLQyvp7e3l8VXz58/vu9VkSO6fjEzigBfnYaT2QqHGRo0aZdmfjBXKy8uFQlWmCzk7cOBAm4pmFPhZCa+YAxUPgBfQmtPuTYE1fvx4VZ8tkGKN0obQRg0NDTo5r1y50ncrrhhpWRIByjluIhNJ2HV2dvLK0yQmTP612IMDagwZMiRwMPuaNWvop9LSUlsKZhz4WQmvmAMVD4AX0Bp1xAsUSiEJYp6pU6f6/PP4VMMikDAaPnw47TB37lxO4cWGGf34WBxzXGsgPLdvqQo7Hmm0ZMmScP5PTKMzOq29vZ1+ys/Pj36pQgJ+ViKWzYEuQgC8hpYr4s6piooKW0plFzzESivolOh7Sk9P5xQeBsStU/qL3+lEfyD279+fmZk5duzYwCkFPCyM9Fno/ybGWbdunU5bI7f8Xb9+PbqFCg34WQmvmAMVD4AXYCEVuHCbBwVWZ2enTyNwJdPd3Z2VlUX7ZGRkcMqkSZN8t0apjxkzRidzjsUQhr9nVef8xpjoox+LQXWZQqcBPyvhFXOg4gHwAk1NTapCyoMCS2fav+Cbb75JSEhgqdTT08PzA2ibN7QmEvJkQ9onjFJR5r6frgANGP0QrLwUgbULR1oO/KxELJsDXYQAeA1ufVm3bp2Urhq1PLbhUJ9btmzR323JkiU8zp2nEHLDFTdlaU0k1Ik5bgTu7XL+wi9RRjV+m2Dfvn306+bNm6NcqpCAn5XwijlQ8QDEPD09PZMnT6abfeLEidJPPDarqKjIloLZAg+lEjMEtaiurvb5lwucN2+ezx8LoLu7m0fHFxQUqHYCmlSr+uO3PAubRYrfJjh9+rTzx67Bz0p4xRyoeABiHjFqO7AHyoNDfwzqGLFCS79+/dh6ZCsxDVC1x0p1lWjj6M9A9CwpKSk+jUWN+m51rWoF5XcI8LMSsWwOdBEC4FJWrFiRkZFxzz33hHRUd3d3//79VVuqvCaweIR7dnZ20D3JaDziihkzZkxXV9eMGTN4lJVqj1VdXZ0vWBwHHXiuYtCmNa8R1E8NHjyYdnjvvfeiVqRQgZ+V8Io5UPEAuAjh78+dOxfSYJ2JEyeqOm8WHA5vALCQ++67z3drGeagO4u2KxGEiYeyUSaq+3O4rJqamvDKxuO1sRyhkqDXJ+0QFxfn8GsYflbCK+ZAxQPgIngcNJObm2tQY/X29nI/i2q/mKdasvX7+CSEqcWqzxzS/d5771Xd36RC2r17Nx1OKi28w2OSoC2sHEGXGDBgQDQLFhLeub8MEsvmQBchAC6Fl3ARGGmGIUhXcbONEApKPPUcGDVqFP3Z/v37GzHd6tWrs7KylB2y+lEtDA6f18Kbyxbpw1M4J02apLPPa6+9Fh8fn5GRoTVOy3a8c38ZxCvmQMUD4CJ4HPTYsWPpc/jw4VoBmSQ4CJZWhEzvCCzRkmdQmAbS2tpKh5eVlan+qh+xKSjcPEYqLbzDYxKDcdpETI3olCpUPHJ/Gccr5kDFA+AicnNz6Z49cOCAEa8j2Lt3r097nbucnBz6tbOz07piOhSWR2YG6+j3WOlHbAqKVrR9L2NwrUwOHkuvH86MIgY/KxHL5kAXIQAuhee1cb+J8eBVNTU1Pu3QmvpxhmIJDkqpv5igPuS/KYe0tDTVX3mJw7ClKsck01+Kx2sY7Dbt7e3lGQmFhYXRKVhIwM9KeMUcqHgA3AKP5yUvzm7eSKwBhgdfk7xQ/dU7Amvt2rX0T2tra81kovVeKta6UR3oZgQzK+3EKsYDtTu5ycCZpbIRr5gDFQ+AW+DQlzwAKKRlVXhskNZyuUVFRWY6tlwES8mwx0gxWs1UPJPAZEQx/aCaHoQbX41EvvjZz37mM7FOUUSBn5WIZXOgixAAN8IDTXgoVUiqiEdZabVRmRya7RbOnz9PfzMhIcGkfNFq8ON1ckyu2cLV2tbWZiaTaLJ79+5FixZ98sknEcrfuMBy8qqa8LMSXjEHKh4At8DdJVVVVbS9cOFCg6qI+xNTUlK0uq48IrA4QANx9epVM/nwRM6WlhYpneWvmQFefcHaGp0GT3s0OW9AH+OhxbgFES1YrsA2c2zYsCE9PZ3qIyMjo7Ky0sghZ86codsyOTmZDly/fv23335r/HSoeADcAgcK50CU9KCg7YaGhqBHXbhwwacbScgjAiszM5PVgMnRZqoaqKenh1fRWbRokZnMOZLW0aNHzWQSBUjNFBcXJyQkiJ6QCK1RbXz5IB7B5lNEhXUO8LMS9phj9erVK1as4Ng29Ll8+fIHHngg6FGLFy8+deoUXVU3b97cu3fv9OnT9fdHFyEAbkT5Nl9dXU3bu3fvDnrUqlWraM/Zs2dr7cBDv53v1E0ybtw4n3/Cv0kHzOaSpC1HWCBGjhwZds70zOe366DP8Khx9erV+vr6zZs30ws/KSqhTXlyH5GUlMR9phGKjxqS+ufhcSZbKCMB/KyEPeagi/WHH34QX2k7OTk51ExCOgQVD4Bb4G7BpqamvlvdhVqRFwQct4lbxLX24cYwcpnWltZRdHV1cYSL69evm8xKtdOqtbU1Pj6e0idPnhx2zqKyUlNTTRbSKhYtWqR8G6+rq+N0Dk9FPPzww//zP/8T5+fRRx+1vABz5swxLrDKyspUe29tB35Wwh5zkDZSDsAkgRXSnXbz5s1XX3116dKlxg9BxQPgFngENPnyvlvDX4IGYCQ9wY5fZ2yKewXWiRMnsrKyhg0b9uyzz1L5dUavNzY26veTGkdrRWeWv2bMSOUfOXIkZSI5AvPs2rUrMzOzuLg41BhdPD1CSVJS0r//+7/zNXPvvff29vYKXagVHswMHLvVYP8jLyTlwHju8LMS9phj1apVdJd+//33tE2fCxYsWLduncFj+RIfOnRo4LXo08Xi/wAAiAwcmoHbYDhkg5E5a1OnTqU9Dx8+rLXDxo0bff7o8FaWNSpwr5+gurpaa89t27b5jIVTCgovyRx4Lh78bnIoG+kV7uc6efKkmXwkyC+wiUIqHrkSHmX1i1/84l//9V8HDBigtDb9xL6mu7ubZC5rL8sDTIQUpI2v5L1791pbBvPAz0rYZo6qqiq6junaTU9P37RpU0jH3rx5s66uTmewRSCoeABcAbkxnyIKJQcdNTJnil2UTkAH4zPhHUVDQ4P0rqi1RGDfLZVpSduGVmxxtrP5sd7cBWn81TooJNqEib744gvjB3IzlfinL774opa1SfSzxmpsbLSq2ExI8d5Y+5KYtrYM5oGflXCxOeg1wvjOqHgAXAGvo6JUVDyoSH/INv3Ku+k0LbhRYB04cIAbV7Zv337x4kUeqUP/VFXfnD9/nvtJzQ/A6rsl7AI7Z60aYc0rc5OwuHLlismslBkyxiXmkSNH4v1IJv3www95UZpDhw4p01kXbty40ZIyM0IaGtxfq2psB35Wwk3m2LRp09dff93n71XcsWPHvHnz9PdHFyEAruPjjz+mu3XWrFkihRd+1m8y4eBA+mGK3CiwROfgm2++ySnc3LJkyZJAKcmG8lm0oDVPGJRW2hZSwHyMAMqB5eDQoUNNZsWw9OGmIOMLhA8cOJD/kcHuOZZxGRkZn3/+efhl/SnGm2kZx8YahZ+VsMcc9MrCneUJtzDSHHXy5MnS0lI6Kisrq7Ky8tq1a8bPiIoHwPl0dXUNGjRIcrrc7UVORedAdnv6Lqe2ttanO4DJaZAE6d+/Pz8nxaAiUlosCAI770LVCvrw6DcyvjIxVCmgj4Vvv3TlkOjhtqshQ4bQxty5c4PagSwsYlwZbJOjQ+Li4mj/fv36mS82w8Pnja8+5NhYo/CzEvaYg14033rrrZs3b0btjKh4AJyParSFpUuXUsrLL7+scyBHc9CPUaQ1qMixsGok2aTsRBORmUpKSpQ7k+MfPHgwpf+///f/LDm7qte3ZJ0cwerVq33+4PscE9EMCxYsoKxI+nzxxRfjx49nEwWd6sgWpgKQPzJ+Lst7RThGrs7QOgnHxhqFn5WwxxxUDVFQV+giBMBdkOdglbB48WKRWFhYSCnx8fEcuEEVnj2n3/3nOoGlOgy8s7PzzjvvJCVBwkvZS8gRm4x3jQWFTkQZZmdnKxM5asbKlSstOYWYS2h+zLhYIKi5uXnNmjW8zaHUdAhvoP3DDz9sYc9mn0ZvrD7OjDUKPythjzno9TTK66ij4gFwPuRxU1JSpE4unrbm0517z0uv6K+o4y6BRU9InrCmGshgyZIlvp8O5eboCdbGRgp8NbXchlaNGS8vL/f54/hfv369q6uLR57oN4wJeRdqxE7Klq9Sg2uQB4Ub0hYuXGj8EGfGGoWflbDHHHv37qVbNJrNm6h4AJxPa2urL2Cs+oMPPkiJY8aM0ZkcZ8TfsBsjaWJZcSMJxxbnPq/AX3nFZRJV/Kb65JNP0tcBAwZY++IaGDtAKzhW2HClkNAx6Q44UGdbWxt/NRKugnsV09PTwzgdR1u1KhIVzwoMqSGNL49XXnnFkgJYBfysRPTMkaBLSDEXDIIuQgDcBQ+lWrZsmTKRu6WkRAllbFItwuiIsRGOda7VbvfVV1/xFLxVq1b1RWBUEBMY/XLz5s0WCos+fzMSR0MwGX1eugB4CUv9gKtmjEYWCLXNSYfHHnuMcisvLzeuj3kgf2JioiUzRq0CflbCK+ZAxQPgfHiB4draWmWi6nQ2JeRWfQYWMHGXwOKYCyRxVD2oWHSZZBa3KhGDBg2ytgwkeijbCxcuiJR7773XZ/WC2ebVYeCsOraPjmgTaysVFhaGfcakpKQzZ86EU+KfohxAZvCQzMxMPsSSGaNWAT8rYY85EhISonxGVDwAzoebTCQ3EzQ0ACuwoJOwjK+6Yzu9vb3sQbVG+ZDqKi0t5diqzDPPPGP5kGcSo1J1BKaYZ/LkyT5/KIqw+zcD2zjJgPqNmjwngC4Gg8HTA2F9ZkmwhoKCAq5E42Oq1q1bR/uPGzfOURMJ4Wcl7DFHenr6Dz/8EOmzoIsQABfxzjvvaDlanVuYHOTYsWPp19tvv10//1CjDdkIz9sPWlQOmkCkpqZGohg8dUDZXsVj3XSmc4YBSQRurgt7XUJel5o+lYn6ayYGzhIIFRZYlniWFStW+EIc2caa0mkDCuFnJewxxwsvvLBhw4a//e1vUTsjKh4AJ0OSgkM+Dhw4MPBXnrSlOilMdJYNGzZM/xQuElh1dXW+YMPO+vzT2Xgszt/93d9FohgcNV4pXHjaneXjfnjIVKjhEuiaqa+vb2lpIUMFqiUO3B+oWkjP3XXXXXFxcaRKzcwJ2L59u88/9yLsHATcFRtSuyBr66KiIvNntxD4WQnbugijMMhdCSoeACcjGmNGjBgR+CvPEVNdLae9vZ17yqZMmaJ/ChcJLG46IpkVdM+uri76XxGKejN79myulNOnT/fdWidHrMNtITx7NDMz08gfoX04lChHVE9OTubGKql/jZV3YI+wajDbMLh+/XpaWpolw8z5/UFMgTQCL9mpvzZU9IGflYhlc6CLEAC3wDPV+/Xrd+LEicBfeVY8u/lAeDzKwYMH9U/B8a/JmVlQ3AjDglI5utwWOLiU71ZIdGvXyZHgRYGGDh0adFCUUEgCHm4lNXBSPvTeHh8fLw3Doq/cVhpUkQfFfD9jX7jLO3IYWKf5NaeVx3a8Yg5UPADO4dKlSxUVFc888ww5RfKXHFHTp722CUsorV95apsRP+dAnxQICwhLFpAxyeuvv04lIenDU9UiusZweno6107QaXFkFl52UElgBzEvPUk89NBDynSOlTp69Gjz5tXqhQwJbosKOgc2EP53YQ/SjwTOv7mijFfMgYoHwCGQSxgxYgS7h+XLl4vVi3WiDPBKOFpdZsantnFnoqMmXgXCay+Sx7VdYPX09CgnM0Y0zsX999/PvX4XL14MujOH8zh69KhYmdEXsG6MiF4xbtw4kUh/pKSkROdaCgmtXsiQ4OHqOlFItLA2mrwlwM9KxLI50EUIgNM4f/788OHDfWo8+eSTWkfpBxAvKioy6Gl4tprTVnCTEM0zTghxxFKGI4v+/ve/p+01a9ZE6Fw8pn7JkiWvvPIKCQ6SXFpBFpSDrri/L9BcnZ2d99xzT3x8PKlqHt5EuSUnJ/v8wcMsafgRwSDMDMN64403wpOtfNlbGzLDJPCzEl4xByoeACcwZcoUdoeLFi2aPn06b5OX0hcT+kvgBQYc18L4njbCy11nZmY6ofeHx8bNmTOnsbGRK2vixIkROldHRwePWxeQEebNmxconZWTGU+cODF79myt4PIs2mbNmvXOO+/s2LGDs1WdqRoew4YN8/mDsIfdLMovD1VVVaEeyA231gZ9NQn8rIRXzIGKB8AJ8Ix0n39AFQkdegvPyMg4fPiw/lGnT5+mQ1auXKn6q/GOP53ZiA5BLHf93//933aX5f8gkZfoh1cx8hkI6GqGnJycwKbNmpoa5T7d3d0+w4OWeE0bJWRe0jRWFdh8c+OWLVt8AUG8jMBDDw8cOBDeeSMB/KxELJtDuq/sLg4A4McABOQbQooswEHYtYZXG7/BVefzOwrV5a7thefKvfjii6z8/vSnP0XuXCS18/LyFi1atH//fj4v8dJLLyn3aWtr8xleu5Bb4JTqytr2y2nTpvn8fY7662DqwEG8SL+GemBVVVWg+rQX+FkJr5gDFQ+AE9APuKAFT6xTlR28EGF2draRfCKx0ou1qC53bS9itLgv6is5cn2R2FImnjx50riJSMdXVlaWlpaWlZWVl5e/99571pawu7ubA0yEPdicXhvo8KamplAP5HrRX9A6ysDPSnjFHKh4AJwAj8wNda2Vrq4urWaqkMKHOl9gqS53bS9//vOfhcAyGfMpVDgwhNRYxb1+zhEW3AQV9rRE7hUNo1WVBybSBRPeeSMB/KxELJsDXYQAOA0enhzGPD4+MLAjJqQOI+MRs+xCdblrexEBpYgIhYzXgVc/VDZ5cvQp53SNHThwwGdiWUA2bBg9jNySF6GwZOEBPyvhFXOg4gFwAuxOwphyxaPjd+/enZWVNXr0aLGuSEjBmXhOmVbAUtvh8NyJiYnR1zE6iC5CW1a+43aaWbNmiWuGK/GNN96IfmFU6ejo4FoLI24Z17jBDm4Jbt5z1NJP8LMSbjLHmTNnFixYkJycnJ6eXllZee3aNePHouIBsB1eayW8Edw8eEsgRBK/x2tNMJRwuMCaOHEiFS81NdXugvyErq6urVu33nHHHUZCgFrORx99xDX+1FNPcQr384Y6jC+icGi3GTNmhBpZg9tfw1sxmjvHMzMzwzg2QsDPSrjJHEuXLqWb6ubNm/R6Rzc8iS39/dFFCICjuHDhgvHuPAleLUcg/Kt+iCwJnhKvFTPJdvCwCkTEai8pKeEU7kV1VKyNkSNHciFD7dvl14PwuhfDW8QwouDSlXCrOUhmJSUlGd8fFQ+A7TQ1NRnvzpPgEFbMtGnTRDqPgNm4caORTB599FHaubCw0FELjDDkJvv160fFmzBhgt1lcRBXr16944474uLiMjIyevw4TVUQK1as4FL9+c9/DunARx55hI4qKCgIL6gsx5F3TuBc+FkJt5qDntRBW7CUoOIBsB1ujVi3bl0Yx+bl5QmBlZubK9JDGvI8f/58zsE5Q6QFrD4zMzMdNQDLIXBMrOPHj/PSyMoLwAl0d3dz926o8yc4an8YTV8MN+aFOic3csDPSrjSHG1tbcXFxVeuXJHSfbrYUlQAgICHS2/bti28Y0l8cJSHlJQUka6/DrTEY489xk8DBw7D4riR4anPmIe70ioqKsw0gkYUfnmg69P42jW9vb28NmJSUlJ4TaocONc5w9HgZyXcZ46zZ8+OHTs21OGWqHgAbIeHQJkM8sTxxMWMrZDGrXOc9FGjRpkpQCT47LPPuLuHlITdZXEiXV1dbB9mxowZdpdIRiz8bLwdi8UiHfXFF1+Ed9L77ruPcnjttdfCO9xy4GclXGYOevrk5eWF0SKKigfAdnigusnWIw6MdOHCBWWeDQ0NRo4VK/05YR1lQWdnJ4++SkhIQP+gKmKoO+Oo2AQCsc6mwfZU822W48ePpxySk5MdMqYQflbCTebYv39/bm6u8SsJXYQAOIrw1slRzUQsLRJqnuGFko8oHL3CZ3gBYw9y/PhxNlF8fDx93nPPPXaXSIVPPvmEG7GokJMnT/7LX/6iutvly5ebm5v/7d/+zXybZUFBgZkhXJYDPyvhJnOYGVaFigfAdiwRN5s3b/YpQi2Eun4zr0XjnDCVfbcWJE5KSnr99dftLotzISFSX1//1VdfkUBxbDsflS0zM5PdU2JiYllZ2fnz56V9Bg0aRL/GxcXxZ+BgYuP86le/okwoQ4e0yMLPSnjFHKh4AGwn7HVylPBI+Z07d/JXnkhlfKY6H15dXW2mDFbR29t73333kbRymuYDYaNcG5tbJcXF2dzcXFdXJzUTmAmy4LQ5lfCzErFsDnQRAuAo+E40GcFIiiwaqsA6evSoz8TKcdbCwbh9/ujtjgrsBMxw7ty5Xbt2CdeTkpJy+PDhzs7OhIQEkTh69OiysrLf/OY3Juud+xnDWMowEsDPSnjFHKh4AOzFzDo5ShobG5UKKTExMSTR5qiX/v/6r/9id+vAaXHADHRB1tXVLVq0SLRjvfvuu6Lr0MLQoKqRGkhv0Q1SWFj4/vvvW3UiI8DPSnjFHKh4AOzFzDo5SnhtXTGPLNT26e7u7kQ/YSzNay2kFOfMmcNi0SFjaIC1NDU1KVutWGlZG1WBpyJK8xbFpMuCggILzxUU+FmJWDYHuggBcA5WhYgkLULyiBxVb28vvalTntnZ2SHlwIEejI+L16e5ufn1118fO3Ys5XnbbbeVl5cbCRNPZ+fnUlxcnKOW1QPW0tra+rvf/U70FVq+rM2+ffsoZ5JZysRf//rXwvFF8+qCn5XwijlQ8QDYy+OPP0634ciRI8231uTk5Pj8g+V5DFOoUZFWrlxJRxmPuK0DuU+piYLR96OdnZ379+/nPc33mQKHQxfqkCFDqK4rKystz/zcuXOU89SpU/lre3v7okWLeNoEM2fOHIOqjrIy+dYBPyvhFXOg4gGwFwtj9nBERxI33A40c+bMkA7neV5btmwxU4aOjo7i4uLU1FSlrhJiKzMz849//KNyf/KyX331VUNDwzPPPCN2S0tL++ijj8wUA3gcbtBNSUnhYYi8NCeRl5d37Ngx3p41a5ZODufPn58/f/6ECRN4Z4409thjj9F9Gmo4DPhZiVg2B7oIAXAOHHWaHt/mg3yK4KLkA8LoduSJhCtXrjRTBmVs8TFjxrz55pt9/gaturo6Hnev7IXkBRMllBP4AQib3Nxcupza2tpo+09/+hNfXXv27OHGLZ8/xJrOlTZu3LjAi5OReh6DAj8r4RVzoOIBsJfly5fTbfjCCy+Yz4pjje7bt4/XAA5VKpmfSEjK6Ze//CU7oYcfflj6dfTo0cJFZWRkqLouUleHDh0KuwAACOgFg66ou+66q6enh3X/rFmzuEFr06ZNYoXE1atXBx7b0dHBTVbEkCFD6KZQdi/279+f3kaM9+nDz0p4xRyoeADshd2AJWt6iFijGzdupI21a9eGmgM3Mun3gOzataugoCAvLy8zM7OkpESEGvqXf/kX4YFILwZGiCD59dRTT/HyggI6Y1ZWVnFxcXl5+aeffhpqgQHQ4vbbb+drjNTV1KlTfT+N2iDasVjWK1cZojcNnvBRVFRUW1srbofOzk66W0VD7N13322wJPCzErFsDumV0e7iAOBppEWazcBry3CMA6K0tDTUHHjRHq0hvcuWLVNtdiKXk52dLV7xR4wYoRN/a82aNb5bo7IGDhyI3kAQIe6//36+IPl9Y9KkScrLsru7e+TIkcrLuK6ujq/8WbNmcYrqKgLck+4LZR4G/KyEV8yBigfAXnikiCU6g1/KxdgRkm4hHU7ehXvutm3bJv3Eg6iUEwNFB4oSSrztttveeecdnbOQk6M/65AQ2yCG6erqEi8bxP79+1V3U/Zc9+vXj24i0ciq2q5MyuzOO++Mi4ujq91grAf4WQmvmAMVD4C9hBpyXQceRDV+/PihQ4fSxosvvhjS4WKmVVFRkfTTwIEDhRMaM2bMxx9/TOcincSBhYTY2r17t/l/AYBVcPRd5uDBg6r7kGBSdhcydMHT7aBzV27YsMHnj4Xb2dkZtBjwsxJeMQcqHgAboaezL/SIoFpwfFGfv88uJSUl1MBaou8jsDzC8ai+svf09DT4CXX6OgCRRoRBqa+v19ntpZdeUjZlBR0OeP78ed5zwoQJQcsAPysRy+aQpLrdxQHAu3CbU2CLUdhwrFFf6EGwGBJ8EydO9P10GBYLr6SkJDRQAddx8eLF+fPnV1dXG1H/W7duzcjImDt3btCdxXrktH/QbOFnJbxiDlQ8ADYSXsAqHXi2lC9gFTbjcEfhxo0b+346EFh1wC8AnuXBBx+Mi4tLS0sLqsbgZyW8Yg5UPAA2wvP+1q1bZ1WG9PLNeijssKW8+DS9l3/33XfiNT01NdWSUWIAxBJLliyhu+P48eP6u8HPSsSyOdBFCIBDqKur85lenUZw4MAB8/d1Y2Mj5zB9+vSXX36Zt5VRggAADEf0LSoq0n+fgZ+V8Io5UPEA2Eh1dbXPusl3Yhrg8OHDw85EudYNOgcB0KG3tzcuLo7ukeTkZJ3d4GclvGIOVDwANsKTvfXnNxnn8uXLc+fOzc/P/+CDD8LOpLu7+9FHHx0xYgSrq0GDBqFzEAAtRIwSndsEflYils1heRdhS0tLc3Pz+++/T37i6tWr5jMEwCPw8sxNTU12F0Sms7OzpKQkIyNjx44ddpcFAOfy0ksvpaSk6Df0QmBJeMUcZiq+p6entrZWLEfALaWZmZkFBQV/+MMfLCwkALGKhevkAABsgaeqJCUlVVdXq+4AgSXhMnOE3RxlpuJ///vf+zQgsUWe480335QO6erqqq+v//Wvfz1o0KDBgwdPnDixvLz8o48+CrsMALiatLQ0ul9CjQgKAHAU/fv3Z9/31VdfBf4KgSXhSnMYrEXzXYTNzc3jx48Xi4qTnKLLa5If5WplPv+qGk8//TTtTyqqpqZmypQpqmqMdoPMAl6ju7vb54+6bndBAACmKC4uZnd23333nT59WvoVAkvCleaITgvW5cuX+bWbG0XLysrOnz8vfm1vbyc5JRbLVKooreYuhiTa0aNH8SoPvANHmcrPz7e7IAAAU3R0dDzyyCPCnUlRGyCwJFxpjigIrI8++kioK+Ltt99W3a2pqammpoaH/kmMGDHi/vvv//LLL69evXr8+PEtW7Yof7UwpDUADoeXmA1vTRsAgNMYPHiwcHNVVVUiwjsEloQrzaFVi/pNR8bzV7ZdkUg6evSo/vzttra2+vr6X/3qVwUFBePHj7/jjjt++9vfBh7S2Ni4ceNGUZ6cnBytoYIAxBL0gkEX/LJly+wuCADAAt55550xY8aI7hpykZwOgSXhSnNEtAXryJEjyrYrcelYAin9++67b8iQIZx5QkIC5Y+IDyC2oWve5x+naGQZWgCAKxDLVSUnJ69du/b69esQWBKuNEfkBNbly5dFf9/GjRvpzTsSsQe7urrEXAyffzU0Oi9GZYFYJTMzky91us7tLgsAwBpIUdXV1Sk9JgSWhCvNYbAWQ+0iPHjwoLLt6ty5c6ZLqklHR8fRo0eVxRsxYgQ0FohJeMRGUlJSZ2en3WUBAFhJZWVleENxvIDLzBH2sKqgO9O7NTkAznbHjh3RCTm9ZcuWnJwcyCwQ25SUlNC1feTIEbsLAgCwmJ6envr6+mnTpkFgBeIVc+hX/B//+Edl21WUB0Vt2LBBefYBAwZMmDAB7/ogZuDL+/r163YXBAAQEWprayGwAollcxhs7rp8+bKYDVFXVxcYPC06rFixQlnawYMHz5s3D2NWgNuh1xW6nrOzs+0uCAAgUvT09PBCOnYXxFl4xRyqFU/XREVFhYjJnpycHP2CSYgVD5mcnJw1a9agNQu4F3pjoSt5zpw5dhcEABBZILAkvGIOqeK7urpmzJghpvKRxqqrq2tpabGreEouX77893//90qZNXXq1Pr6+u7ubruLBkDI7Nu3j67hqqoquwsCAIgsEFgSsWwO1S7Czs7OkpKS1NRU5U8OjKve3Nz84IMPSoUkmYWBLMBdbN68ma7e2tpauwsCAIgsEFgSXjGHaKmSVNfdd999+fJlZzYOca/2/PnzlQWeMmUKySyMzQJuYeHChXTdNjY22l0QAEBkgcCS8Io5fAE88MADJFOcH1qaSlhZWTlixAhl4YcMGVJeXr5v3z67SwdAEHJzc+mKbW9vt7sgAIDIAoElEcvmCBRViYmJ9Pnss8+StIpEiPbIQTKrqqpKklnMhAkTampqDh8+TH8KHYjAUXR3dyf6cdftBgAIAwgsCa+YIzYqnrzUo48+OmnSJBFXQlVB9uvXLyMjY/DgwXPnzp0/f35TU5PrBCWIDS5cuEAXZFFRkd0FAQBEnNjwsxbiFXPEWMW3tLTU19ePHTtWVWapsmjRopqamra2NrvLDjwET9QoKCiAvgcg5okxP2ueWDaHpDDsLk6kOHLkyPz584uLizP9+NTG8gvS09PJ21VXVzt2aD+IJQYMGMAXHqZlABDzxLCfDQ+vmMNrFU/+7C9/+Uttbe3jjz+en58vhaUQYouU2WuvvWZ3YUFs0tvbm5ycTFfawIEDMToQgJjHa342KF4xByp+165dc+bM0WrcysvLO3XqVGtrq93FBLHD8ePH6dIqKSlB8xUAXgB+ViKWzeGRLsKQaG9vb25u/vnPf56ZmRk4Up7k1549e8gvYsQMCI+enp7Zs2fT1bV69eqysjK6qOrr6+0uFAAgGsDPSnjFHKj4QEhp1dTUzJw5M7BBa+jQodOnTz948CB5x2+++UZ1EiK5Ukrv6uqypfDAmVy8eFF5IcXHxzs/1BwAwBLgZyW8Yg5UvD4vvfRSTk6Oau8h+UiffyVs+uTVG3lEF3/269ePtzkwRElJyf333//hhx+SekMzmKcgqb1s2TIxqh0txwB4DdzvErFsDjzoQ+WDDz4oLy8fNWqUqtIKlfT09MzMzCeffLK+vr6zs9PuPwciS2NjI9c7afFz58499NBDo0ePptq3u1wAgCgBPyvhFXOg4kOCHOSHH3541113TZgwYfDgwQMHDkxJSRHtWNx2xVEhSEWJdG7rUoUjoA4bNiw/P3/y5Mnz589/9tlnSXh98sknCEDvFnp7e6myjh49Siq8pKQkKyuLLoBBgwbRNZCUlCTq+s4777S7pAAAG4CflfCKOVDxkYZc71dffUWa6be//S2pqJycHB29JeCB9jy3kUQYKTly26NGjcrLy5s4cWLZLWbMmEGfU6dOpc+xY8dS/sOHDxdxv7ibkuPX0+EjR46kHMr9bN26taam5oMPPmhubqbieSr6F/1Z+tcm2w55pN3zzz9PxtTqRBb079+f5BeG5QHgTeBnJWLZHNLT3+7ieA5y7eSbKysrJ02axA1dLKS01vmJHHxGbkUbMGAAybIRI0aQVnvooYd+97vfvfjii6QLSRl8+umnpEiuXr3KjWpuXF+Iiv3ll1/efffdJDGF7vT5u2tJlZJmraio+M1vfkOic+/evfR/W1paAjMhI5BBfvGLXxQUFASOqVK1LbdgUbZR/8cAAKfgg5/9KV4xByreCXCbyttvv02e+OGHHy4vLx8zZgzJncGDBwsnrePFlZ+slvgQ/uQU83D+3PzGObPI4CFlVFT6HDp0KCmYwsLCvLw8+pw8eXJpaentt99OG/SnSLrxKpBPP/00/dM//OEP9PmP//iPpFref/99+jxx4gR/kjUuXLhw1Q/r0TCseu7cuY8//njlypXFxcXcVxsSrHoH+mE1pqOAMzIySKW98sorx48fp9KaKTYAIMbwwc/+FJeZY+fOnQP87NixI6QDUfGugKVGS0sLKY9jx46RCuFPViQffPABfTb74f4+afCW8vB//ud/pp2rq6tJ6JAm4F5L0kZpaWk+3eFiESJQI6ruwJKOdRL3gQ4aNIglHX0OGTKEJA59iu5RnT9CWpD+Ne8WdJCcFqmpqZTD7NmzyZinT5+268IAADgfH/zsT3GTOQ4dOjRv3ry/+qmoqKCv+vtLriI6hQQOhwcVXbx4kRTDiy++SPKL1ENpaSmJsFGjRuXm5pKgGThwIA/t5+H83ILFGoUFELf6RF+lBYU7QB977DGSmMqxUKREKeWTTz6pqalh0Tlt2jT6v8OHD1f22/K/KygoKC8v3717t/khXAAA7+CDn/0pbjIHqatPP/2Ut2ljzpw5xo9FxQOTdHd3kzL77rvv6PPKlSskPr744gv6/I//+I+GhoYjfki0/dM//RN91tbWCimzYMGCO+64g67esrKyKVOm0Cd3KRYXF5PEyc/Pz8jIEFMyWcZxV52yA1Qp7JTyjrZJJE2aNGnPnj103rAHmHNPn+vGnAEAnAP8rISbzJGamnrz5k3epg36avxYVDxwHaSWhKTjQffKT7QtAQAcBfyshJvMIVUevdMH7qBDFEsKAAAAeAv4WQk3mQMtWAAAAIAzgZ+VcJM5pDFY9NX4sah4AAAAIHLAz0q4yRw8i/DatWuYRQgAAAA4CvhZCZeZY8eOHYiDBQAAADgN+FkJr5gDFQ8AAABEDvhZCa+Yw1z4RgAAAAAEwW5X7yw8ZI6I1n2kLywU3pbMI50/Ch+r+aPwduWPwsdw/q7DQ+bAjWFL5pHOH4W3K39XFz7S+aPwduWPwsdw/q7DQ+bAjWFL5pHOH4W3K39XFz7S+aPwduWPwsdw/q7DQ+bAjWFL5pHOH4W3K39XFz7S+aPwduWPwsdw/q7DQ+ZA3dsFLG8XsLxdwPJ2AcvbCIwv4SFzoO7tApa3C1jeLmB5u4DlbQTGl/CQOVD3dgHL2wUsbxewvF3A8jYC40t4yByoe7uA5e0ClrcLWN4uYHkbgfElPGQO1L1dwPJ2AcvbBSxvF7C8jcD4EjAHAAAAAIDFQGABAAAAAFgMBBYAAAAAgMVAYAEAAAAAWAwEFgAAAACAxUBgAQAAAABYDAQWAAAAAIDFuFVgnTlzZsGCBcnJyenp6ZWVldeuXRM/+W6hc/jOnTsH+NmxY4eRdCDQsrxOjSiB5cNGx/IVFRWcvn79+m+//Vb1cFjeDGasB8ubQctKeM5HAVVD4VFvHLcKrKVLl54+ffrmzZs9PT1bt26l+pZ20LnxDh06NG/evL/6Ic9EX/XTgRItywetkT5Y3hxaFl68ePGpU6d6e3vpp717906fPj3wWFjeDGasB8ubIaiV8JyPHFqGwqPeOG4VWEqoppOSkqTEwBtPpFAFf/rpp7xNG3PmzNFPB1qoWj4wHZa3HC3LE/RmKbZheUsIw3qwvCUEtRKe85HDiKHwqNcnFgRWU1OTkRYskZKamkqXBW/TBn3VTwdaqFo+MB2WtxxVy5PpXn31VXq/FCmwvCWEYT1Y3hKCWgnP+chhxFB41OvjeoHV1tZWXFx85coVKV2n6Vj6SQhwrXSgipbltdL7YHmLULUwj0cZOnRoR0dH4CGwvBnMWA+WN0NQK+E5HzmCGgqP+qC4W2CdPXt27NixFy9eDPxJ58aDuDaPluV1aqQPlrcCHQuT6erq6mbPnh34EyxvBjPWg+XNEEYLVtBjYXmD6BsKj3ojuFhgnTx5Mi8vr7W1VfVXnRtP6gamr/rpQELL8vo10gfLmyaohfs0XgpheTOYsR4sb4agVsJzPnLoGAqPeoO4VWDt378/Nze3vb1dawedvnmeyHDt2jXVCQ6B6UCJluV1agSWtwQtC2/atOnrr7+mje+//37Hjh3KZxYsbwlhWA+Wt4SgVsJzPnJoGQqPeuO4VWD5AtD6SZkutskPqYbi0EoHAi3L69eI2Iblw0bLwvQ2WVpaSl+zsrICY8KJbVjeDKFaD5a3Ch0L42kTaVQNhUe9cdwqsAAAAAAAHAsEFgAAAACAxUBgAQAAAABYDAQWAAAAAIDFQGABAIAeOqvbhrQUsTQ0OCMjQ+uMqtneuHHjgQceoGJkZWU999xzOgVWPfzKlStLly5N9UMbPPMUABA5ILAAAEAPrdVtzSxFvHfvXq1ZVFrZrl+/vqqq6ocffqBiPPLII2+99VZIh5eWlj7//PO9fvbs2VNeXh6SEQAAoQKBBQAARlGubhvGUsQik8LCwu+++071V61sk5OTSVrxNm2oLgOqc3hCQoJyN+Wi4ACASACBBQAARlGubhv2Qi5vvfXWpk2btE6hla1SYP3www9ay4xoHb569eo9e/bc9PPcc8/RV90/CgAwCwQWAAAYQlrd1hds5VotgTV+/Hjjq1CIbNetW/fII4/0+KENrYVytQ7/5ptv8vPzefgXbWi1nwEArAICCwAAghO4um14LVgnTpyQWo+kEfFa2d64cWPt2rXJyck5OTn79+8XY+QNHr5w4cI9e/aIMVhaPYwAAKuAwAIAgCCorm4b3lLE5eXl58+f1zmXkQVxDx8+vH79+pAOl1q8tBrAAABWAYEFAAB6aK1uG8ZSxGfOnAkcC28w28cff5wSb9682dTUNHbs2I6OjpAOJ2H33HPPiTFYmEUIQKSBwAIAAD10VrcNdSlikj6nTp0KekbVbA8fPpyTk5OcnLxw4cK2trZQDydBxtG8CNrQ0mcAAKuAwAIAAAAAsBgILAAAAAAAi4HAAgAAAACwGAgsAAAAAACLgcACAAAAALAYCCwAAAAAAIuBwAIAAAAAsBgILAAAAAAAi4HAAgAAAACwGAgsAAAAAACLgcACAAAAALAYCCwAAAAAAIuBwAIAAAAAsBgILAAAAAAAi4HAAgAAAACwGAgsAAAAAACLgcACAAAAALAYCCwAAAAAAIuBwAIAAAAAsBgILAAAAAAAi4HAAgAAAACwGAgsAAAAAACLgcACAAAAALAYCCwAAAAAAIuBwAIAAAAAsBgILAAAAAAAi/n/EesTRIMkTRgAAAAASUVORK5CYII=)
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