Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit388-05-20030103_123200_20030103_171700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/03 |
Start Time | | 2003/01/03 12:32 |
End Time | | 2003/01/03 17:15 |
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 | | 14.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit388-05-20030103_123200_20030103_171700-constBx0 |
Minimum Dst Value | | -9 |
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.
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YrzoBVBU75aKOfxBCCPFQXISq8rS0iqys2pZQUVFxzz33YGf06NHffvutnr5s2TKkuFNvjZ82JFSxUy7q+AchhBAPxVmoKoqONptMeNWosYwrWMXFxUFBQf7+/nh7/vz5du3arVmzBvurV6/G/oULF2qs151PGxINwc6ysrKHH37YOGZXrlyZNGmSl5dXs2bNJk+ejLeu02uLOv5BCCHEQ3EWqgotFiGwynbsqLEEIwide/fuFR8dO3asVatWiKTYYt+det35tCHREOwcM2bMjBkzjGO2aNGiJ598MlcDO0uXLnWdXlvU8Q9CCCEeirNQdeXSJWisoujoWpVQWlo6ZcqUwMBAPeW9995Dhi+++MLNet35tCHh8XZmZWU9+uij586dM46Zj49PSEiI2MeOr6+v6/Taoo5/EEII8VAkPuQuqKysFM9ggfT09Iceemj9+vV//OMfDxw44H696gRQj7ezW7duK1asuHrjmDVt2rSsrEzsQ3R7eXm5Tq8t6vgHIYQQD0WuwCovL582bZq3tzf2T58+3bp1623btmF/8+bNTzzxxNmzZ92sV50A6tl2hoeHm0wm8SiVccwaNWqkP3CHncaNG7tOd8gdLqkTewghhBBJSPwdLHDffff16tXr4MGDSB88ePCSJUv0bHPmzBk2bJib9aoTQD3bTijouLg4sc8VLEIIIUSHv+Rev3i2nc4WlvgMFiGEEMWhwKpfGo6dxjFbuHChw28LOku/WsshV8c/CCGEeCgUWPVLw7HT5newJk6c6KURFBRk/B0sh+lXKbAIIYQ0LCiw6hdV7JSLOv5BCCHEQ6HAql9UsVMu6vgHIYQQD4UCq35RxU65qOMfhBBCPBQKrPpFFTvloo5/EEII8VAosOoXVeyUizr+QQghxEOR+EOjd9555wMPPNC/f//CwsJbrFedAKqKnXJRxz8IIYR4KBL/Kufy5ctHjx6dMGGCn5/fLdarTgBVxU65qOMfhBBCPBQXoaq8PK2iIqu2JVRUVIg/e37qqadWrVqlpxcUFLRo0QKf1lhvjZ82JFSxUy7q+AchhBAPxVmoKiqKNptNeNWosYwrWMXFxUFBQf7+/ngbFhb2l7/8BYni0xEjRsyaNavGet35tCGhip1yUcc/CCGEeCjOQlVhoUUIrLKyHTWWYKRZs2Z79+4VH/3f//3fihUrsLN///6HHnrozJkzNdbrzqcNCVXslIs6/kEIIcRDcRaqrly5BI1VVBRdqxJKS0unTJkSGBgo3m7cuPHxxx+/dOnSgAED5s2b50697nzakFDFTrmo4x+EEEI8FIkPuQsqKyvFM1hXtb+ea9269cSJEx955JHz58+7X686AVQVO+Wijn8QQgjxUOQKrPLy8mnTpnl7e+spq1evRoZvvvmmVvWqE0BVsVMu6vgHIYQQD0Xi72CB++67r1evXgcPHtQ/Xbdu3WOPPXbx4sVa1atOAFXFzlvH5lm/+m4OIYQQ4oq6DlU9e/ZcuXJlbetVJ4CqYqdc1PEPQgghHkrdharLly8vXry4devW+i81uF+vOgFUFTvloo5/EEII8VDqLlSh5EceeSQlJeUm6lUngKpip1zU8Q9CCCEeCv/suX5RxU65qOMfhBBCPBQKrPpFFTvloo5/EEII8VAosOoXVeyUizr+QQghxEOhwKpfVLFTLur4ByGEEA+FAqt+UcVOuajjH4QQQjwUiT80eueddz7wwAP9+/cvLCy8xXrVCaCq2CkXdfyDEEKIhyLxr3IuX7589OjRCRMm+Pn53WK96gRQVeyUizr+QQghxENxEarSytOyKrJqW0JFRYX+Z88u/t2EAkugip1yUcc/CCGEeCjOQlV0UbTJbMKrRo1lXMEqLi4OCgry9/e3ybNkyZIePXq4U687nzYkVLFTLur4ByGEEA/FWaiyFFqEwNpRtqPGEow0a9Zs7969xgwRERFPPPFEZWWlO/W682lDQhU75aKOfxBCCPFQnIWqS1cuQWNFF0XXqoTS0tIpU6YEBgbqKZmZmY899lh+fr6b9brzaUPCs+0MDQ3FYDdp0qRFixYjRowoLy8X6VeuXJk0aZKXlxfk9uTJk/HWdXptUcc/CCGEeCgSH3IXVFZW6s9glZSUPP744/Hx8bWtV50A6tl2durUKSQkpKqqCiM9atSo7t27i/RFixY9+eSTuRrYWbp0qev02qKOfxBCCPFQ5Aqs8vLyadOmeXt7i7fY+f7772+iXnUCaMOxE8r63nvvFfs+Pj4QXmIfO76+vq7Ta4s6/kEIIcRDkfg7WOC+++7r1avXwYMH7T/itwgd0nDs3LhxY0BAgNhv2rRpWVmZ2C8tLfXy8nKdXlvU8Q9CCCEeCn/JvX5pIHbu3LmzVatWOTk54m2jRo0uXLgg9rHTuHFj1+kOucMldWYKIYQQIgEKrPqlIdgZExPTsmXL5ORkPYUrWIQQQhSHAqt+8Xg7V69e/eCDD6amphoT+QwWIYQQxaHAql88287Zs2e3bNkyOzvbJn3hwoUOvy3oLP1qLYdcHf8ghBDiodRLqCorK/t//+//ucigTgD1bDvtH42qqqq6qv3e1cSJE700goKCjL+D5TD9KgUWIYSQhgWEjv0CRF0zfvz45557zkUGdQKoKnbKRR3/IIQQ4qEMHTp00KBBYt3hV+DkyZMffPBB8+bNMzIyXGRTJ4CqYqdc1PEPQgghHkpZWVlAQIDrb8RL5K677vLz89u1a5frVqkTQFWxUy7q+AchhBAiEXUCqCp2ykUd/yCEEEIkok4AVcVOuajjH4QQQohE1AmgqtgpF3X8gxBCCJGIOgFUFTvloo5/EEIIIRJRJ4CqYqdc1PEPQgghRCLqBFBV7JSLOv5BCCGESESdAKqKnXJRxz8IIYQQiagTQFWxUy7q+AchhBAiEXUCqCp2ykUd/yCEEEIkok4AVcVOuajjH4QQQohE1AmgqtgpF3X8gxBCCJGIOgFUFTtvHZt/tazv5hBCCCGehzoBVBU75aKOfxBCCCESUSeAqmKnXNTxD0IIIUQi6gRQVeyUizr+QQghhEhEnQCqip1yUcc/CCGEEImoE0BVsVMu6vgH8WjOXjybVZEVXRSdUpayPn99dkX2tuJtMUUx3+7/dkPBhq+zvz55/uT5y+frqHaUfOnKpcLThTbplRcqM05kLNq3yP4jQkiDR50AqoqdcqlT/6iqyisstFyus7BHbgIIBWyLzhSV/1J+sPIgdiAR8qryIFAgYow5hapAOmREybkSvCBxck7lIFEUYl8yDkEGFIhiUaY4ML4kPvxoOOpCOjKgFmxR+46yHUiPPBoJwQS1ZCm0QKl8mP7hR+kfvbXjLWwnp06ekjZlVOKonpE924W287Z4m8wmb7N128bcBlvj6+ktT/uH+lsOW1DsVU36oOqk0qTYY7GQX6FHQiHF1uatnbVn1jc536DkdfnrkP5T/k+f7P7EfNiM/YKqAjQebYOZOHBu1tw5e+cM2jZodOJov2C/PlF9UMsb29/AK6Y4Bg2esGMCUgJCArB9PuZ5pKeVp8EulICdqgtVKKTuNJ+b2IypnoJ2YovBdZjHHvQqDkGXOhz6m0MUJbpIeIWskqWA9qB/KJ2JCyiwiCvqyD/y89enpk4NDW1vNpvS0z8qLU26Im9elouIMYjHtToKAuJqdZQSgSH9eDqCBFRFjRFIxDNM3DhQRCxRO1qCfZECOYJEkUd8iph95MwRKBKEf6FdRDnIiQPxKfQBPt15fOemgk1bj23Ffkp5ClQLpAAUDDTE5xmfQ150De/aO6o3NEFbS1tdr+DlG+zbLqTdCzEvDI0bOjJhJGTN0+FP44V0X4svxI3QN3h12dKle3j3d9Penbpz6tiksaMSRvXf2r9vdF+kdwjrIPKIzKhCL1+8kAEFBoQGYGujkGp8CVElChRbH4sPtk+FPKXn8Qm2pnQL7+Zn8fML8bt+lMVWlhmFmthvH9petNDa8uC2+qf2W1GyOAqdptcrju0W0Q3bjmEdsUXPoLc/3fMpJCM0HDoW8u79ne9jOJbmLMUWgvKLjC8wKNB8yIl97KzKXQXZF34kfPmh5buO71qXt25n2U7kh2KDTFyTu2Z4/PBlOcugR6FZdb+Cq2Cso4ujoQinpk2FKEQ2dNFLsS913tJ5TNIYNG9E/AikYLDQtt6RvcU+tgO3DcRRqMJGbMG70B5oR6vVwVare0X2gk6Ftws16f4pIzz5h4M/4AU9OjR2KLzrmahnOm3phDJROJqHZry+/XW4LgqXqOQcAhMg/XE2QTtiB2dKcGEwOhy9vSRnSb/ofh23dITnw+Q3k9+E0Mf5VSt76xq0HM6w/ODyiSkTk0uTYYK4wrlaPZsZt2JYMW9g4sJsIC6ubAq0F7jGEohDKLCIK+Afp07tP6+JDHDmTFF5eVpFRVZRUfTNrTxBS2VmfgldhVdwsI+2fWqN2bQpdQom1uIzxcaQAMRSwY8HfwxKmbTp8CbEjMyTmYgTFecrMPFt2Dt7QkT3H/bOmZ727rZj2zD9RRZFQiUs2b8EweO7A99hP/ZYLOZEzC9z9s5ZX7Ae0SvuWJwoAXMoxAf291XsQ+2YuCEyENWQc27m3B4RPRDwMIG+uPVFbF9JfAXz/peZX6JMTLXI+a+D/0KG2Xtno6752fORgkIQhzDhiviE7XPRzyE2iIglYuqArQOQDdOfiBBivQe2HKg8gHpRvp4foQXbzuGdkdIzoifiHDSKni6WRjqEdsCnXcK76HpCxHXEeGu6ll9EvjYW20Udj3tBeMFGCBT/EH9EX2u3RPZE3A1KCYJAiTgagSgobg6KG4WIeehYDDF6G170SsIrugq8Loa0zhEiLDAsENvuEd1RixBDYiuklbF7/UP9sUWUxc47ae8MiR2CoAvXgu4U7cR2UOwgtCqxJBFtCEoN0msRylUoSFGmcStaKD415rm2PlctTHWRJ8oUW5FffCqs6xTW6Z3UdyDaoIGGxQ1z6Az2q31GsWjzQhXD4odFF0UnlCQgcg+OHXz9KGOZ2j70B6Q2JBHOXyFWELmtS6GXzoYeCcWJCfk4P2s+egkjiK4WbuzmC2dBn6g+EPGfZXy28fDGyKOROH+jiqKgKnB+oUac9flV+eJSxwboCcgC+AlOZDQP5+yR00fEpRRkBNQSTvbaOieGACP1z+x/onZ31vzcAY0RK2Qnq2dgHYf6EkZBeqIHMCMJJ9RnA2zRXWjhi9texBbK3qTpe+GoSIGWNVXPUZ3DOmM7JnEM3ObLvV/Cvccnj0ee17a/hjlwQfYCzFS4gjJVz40fpX8EJ9cvCDGH4wSE8sbgYrrDPIkTE/M2egbXA7jAczgotxvoSRiCk/rj3R8jFuA65OWEl+HzmOrRA7AOFzkL9y1ElEHc2ZC/AdZhzoFpGCyx3o/gRYFFXAH/WBvit8js/Vl4t7dD2s21tPnIbPrZ7A1JZI565octnTbsmbUg9Z0vd304Pn7EV5mzJ++YsCF3zaKMz5btnTMlYdSQbYMCQwNGbhvYI6zDd0ljvonqbbF4Q1SFhAUuN5uids/4bucHz5rbeFujiDZJaRFiXNKYcQmjJ25/7enQQJ9rc722/KBFl6e0ycJfxJJriw1ttLhyPTJ5a/P7tQUMLaKIa822hiUNxB49piJga7HnenwSkcxZ/BOxTaRci0aGGsW+MV3si2UMfWEDsRnzIALeM9HPXI98dosotX0ZNURtD0SrRsSPmLhj4tfZX2PiwJSBKIXXT/k/QVZiQsGMPGjbIMgaSEDExUkpk2bunjknc87SnKXfHfxubd5aXDFDTGAiRvxD32LWxrSO0D40bujbKW9bb72htLyf1uSuQX7IZegeSBBE382HN6/MXYnS3tv5HjQr6koqSUIgx5U0ZjpxVw6BWSwSYPLCPC7CWK3uHIk1nq8yvxqXNA5qGwYigEFnizuSKB8X8Ve1pUfx+BQKF8uByIN4jE4Q+vvAqQNIcVgFMuecysGca7OegXSYgwkaszCsjimOgfmzM2Z33tJ5WKxV+gzcNhDbfjH9TNoqoL5FRMT8LiQIZnlTtXYXUbB9iFX8CQkonBnSU4+XYv3MKM7ahbbDp0PjhyJqfrDrA2gL9Pmz0c9CVSAWIlKiZ+ZlzcNIoXmIr2gqttAx8E80VfcWcZoIn8cQQ8NBrKAQsZrlzHVxFPKLdjpzVKTDu0YljIIgnpA8AQIIGhFeMT19Otop7HL/5WO2Ng9SGGIOL+ygBHSCOIX1F+YNGAjXfSW+Bmklmo22wdIF+xbgiqhbeDfjKileOEG6hnddcWjF6tzVpWdLxR12eMVVN9Z70O0YgleTXkUJGEqUBpGKTsP1G8bi4/SPMUxDY4eitTP3zMRpAk2JWnDqQQqIxVExh4iZEFcLpur5zbgoa7+tni2vK3X7ec84KxrnQDF3idphu16jsQThiqKjnt7yNKY+CC+cEeJcu1q9Zo+T/fi54xBkP+f93DuqNxwPLopOhmt9uudT9Al2MDvhRBb368UWssah4hRaB3MOTjcchTKtmj57Pnr4sz2f4Uy0OYvREuRHzg92fnBzcykOQawR7oS3FFjEFfCPNnY+1M46bV0TN/Yv+/zVM511283cJhCxQVsAEKec8dM2diWIWjpU12s9+Q3522lTQ6Amzvy1/fbaydzd4gPR1kVLEeni2I7aCRMghJQmd67JMsv1nIHatrvZpyOu4UL9B5pN74Z3HRTa/u3YIdB/L0RZ15a6aOKse/jTmLMGbn0Byq9f9HNI6bqlI+p9MbT9ELPpndAOw4L9psW+NDC63+w9n2FyRETH6T02aaw+Jd3QP1rLO4b4vxDSblL0c69F9Pg0YdSbWwfO3P7a0LAOEyJ6DTObgoKfwnaSxed1s+l9s2mU2TQRgdlswtvJZtPnZu+ZIf5Lop97P37orNgRL5nbjA95amJowGdRfb9KmfjzvoU/ZX+dfCQsumD93rIdP+9bHFewcW36J7EHf9ya91N22Y7Ck5nHKw/v3//twYPLMzI+37dvYW7umqNHwy9cqNRXKy9ePIv9M2eKfqnpbghmPRvpg0POnSu5cuUSSsDr/PmTBw/+kJU1b+fO93fseKukJL60NKlWznnxxnUCtLPS7r6Gp2B82gmaEl0H0Snih01OsaSB9KoLVYhPeItoVHy2GPkRq7BFkBCPx1lXfzPnwqmejXoW27Hbx4ql05u7p4O2oVKoiuFxw0V8hcci2KNSY2zDPtqw58Qe60rSgR+QAQJRd+8bQpHZG4m4zIDcQVQekzgGcmH38d2ulzdQPqwOPRKKlkDH43AhLu1PJTdfQgwZUwJDA5GyJm9N+NHwmKIYdC9aBaPQ1dDc4llDmyahc2Dvu2nv2lcthIhviHXOQbE48dF4Ywn6s4yYHF6IecFZO50tNIrLNuM+RBVqWXVolXAhcamAS6Al+5aMTBj55d4vIS+gIcRdaexD5SN9Sc4SaJetRVshO7Yc3YLGvLnDuhI/OHYwjJqQMgF5ILuh8p/T5rqXtr0E6bMgewEGoldkL91SobyFwBqwbQAGSHwqZnsxWNWXwda5VywSi4tMISjF8rBRARsvU41DbFxmxjiKO924AkQ7YddbyW9Z1XxooMPeM1XrIVzSjE8eD+tgCPpNqH/9haaiVSgTih/D1yeyj0iE04pLdP1Kw+RIkFFg1WWVnt+5MKHaoR3fNfDWtu3NbaCEAjRtJFL8tG0/s6mP2fS8uU37G2WTcToQnr0mLWhxZM95IX7QCs9ohTxn9u5kNs2L6rM8+tldu6abtw20RPaaZzZ9E+I3zWxaENkDumdH7rqsE3sKj0Zu3P76ulD/WWbTzxbvpdbbjr7rsQ0NWGY2rQ156mOzaU2I3wKzabOl7Xdm0/cWb8iR2Raf18ymLyxtsP+NxXu22bQu2Hex2WQObW/dBj9lNpsslraGrfWGZmio/2Jrye0XobQQf2stwe02mE1hYR1RryWk3Xrt7qeW39tcvR8d/Wx5edrZs6VHjoTuyvhijtk0JzSwFxRSSLtnLd4TtzwNzbQ4rCNKXm9uox9V/bJNsVisKSEh/mhMZGQvrVUBNjU6e1XncZATBgpL7dLbbtnSMSHhlaSkV8PCAvESmePjR0IYVVXlizvIUE7FxduOHt2yffsbiYljU1Imp6W9s3fv5xkZs6Kj+0VEdMOg4KiwsE7oq9DQ9sHBDurauvXFbdsG5eQsxevQoZXZ2V/v2PF2YuKorVsHRET0SEt7FzVmZHyRmjo1Kqp3WFiH2NjB2ImNHRoZ2TMkxDpkqDQ9/UMoOciv3NzVe/bMjIsbvmVL54KCjeh8N+9r1ygfYWyVttblAnQLOkRISffOtjpB6BWJD8qgqHV56yAR7O9bOUPcAV+0b9GGgg3v73wfwR4iQ4gV8bWGW2mMWPYQa5zi+xMoNq8qL7cyF4ISugGXNCPjRyIi4oUdvP0o/aPPMz6POxaXpGl6lIDrH0gKhFJE6+yK7Jt+oB61p5SlQKkMjhvsbP1Dn/eGxQ8buG0gauwW0U3P3DGsI8L8qMRR0KbzMuehVd/kfDMpdZIQH1BgyD81bSoOFwuZQriIxUVkhmZCG2R9IUC/bWpMhBy0eQYOlwTowE2HN01Mmbgqd9WcvXPE4IrMkOBwGAzHtuJtEKkQcJB6sNEoy4yraCIlIDQAJr+S8AoSn4uxSrq+0X17R/UWd6XFSpj9Opyzl3EVDX0FDWdc7bN/wVUW5SyCwoaD2ayNoXvFE67ii8PiCQQk4vIj91Qu+gEHfpbx2fzs+ZsPb24AGsBNKLBuBpiwqWATJkR4Es4i+BBOkoX7FmIGWZ27GifzruJtYQe+Ky3flXlo5YFD/4rdOS3twPdr06YcK09JPrTi6NFwxMiqqkPHj6djLkM57+96//mY5zFxYJ6NPRaLwo1T/6lTOXl56/Lzf4pLmVRWlmTzpBf2T5zIQB4ETvsQiGC2c+f7mZlzEaHz8zfm56+vrDyABpw8uffQoeVoAI7Ky1udkDAyLm4IInF4eDdsY2MHIf++fYt37/6kpCQRhZw5U4R6jx2LR5zOzV2LMtPTP4IyiIzsrcmadtpzY376vojrQpqEhAQg6u/cOW3PnlkwHLEf0krL72u2irD2+rFCNgmpZHyhVVADaCGyRUR014VUXNwwtOfgwR+hPNBImIOwLToHYuLSpbOlpUnHjsXGxw+H7tEkV7vU1HfRDFgHFeKwLhciDPZWt9OdzNamQuK4Wf6Nks4H9oaGdqjtsa5f0HCiz22UZULCqJSUibt3z0hKGpec/CZGJzn5DWxTUiaho+AbGL7IyD5oFfYh6SDvYmKexyHIk529AE6SkfF5bOyQqKhnRWnY19bh5paUJMDBystT4cA5OUuQHhHRFXlEtyClonrRQrhxrb7VcaHOniNGyWhJSUk83OmcFhEhHOFOZWU76lcXSkf/2ocL7JddnYF+w0Rx+nThcSd3iq9qkRjKElMc5kkoDOsd4b2zxyWNcyYCekZY19IwTzpUw2IhypgiAjx0DObks5fOesSDTTrim8IIIubDZlxgf7P/G6jDjfkb0VcQvugu/Sl7MWpCrgnSj6cfOHUAEvnnvJ8h5lYeWolo8lXmV4gsrye/Dv00NM56CxXiNSg1aGXuyviSeHSOWLsVml6sGoqH8HpE9BgSOwSyFeL1ndR3MEzii0FSzGwAGsBNKLBuhgZggkMqKw8irrgf55ANU6om1zIhcRB+EE0rKvYdORJ6/PguaCnsIMraz7aYhfftWxQfP8J8fQ0sIC1t2oED30Mw7du3EJIIAg7hfP/+b9EqXVCKmIqKICVr+30ClGMMyWg85BdaDtEJ7Yj25+b+BB2Afe0rC/sgQPPzf0b7oRVwLAItKr148SzMgXVo565dH0BCRUf3TU19B+oEFmVlzYN83LKli724iYjoFhnZCxIHYgUqB6/ExFe2b389K2s+jkJRaWkoZCbESlVVPvpH3DREjM/P3xAfPwzaRYghoVlRVHh418TEMegoiBUIR008+SUnj0eZSUljIYySkl7dunXAvn1LIK/RJH0lT2jfxMTRcXGD3Vneq+llLKGNQSW31TX0jeq5rb4vlhhjY1+CmhSaG82GgCso2ISRQodjZ//+Zfhoz55Poefy8tZgOHJz12zf/gaEIPLDXqQXFUWho3AlkJo6GYOVljbl6NEI+N7Zs8UY4lOnDmBocAUi3NvGK9DJcGDkRAlVVbkY9MzM2dp49dAkaaBhvyO2aGp6+nQUftG9FSYh1KA5RH7sCN1/2gN/yAC24DTR1kqti6a5uSvRXceOxR09GpmdPX/nzqlG+Q4nRJ4zbuub6KJoXKO+HP8ypMDElInWL8pkzsYlK3/xQSK1XbKtoy+lNtQAak/9CCxn1HXVV65cmTRpkpeXV7NmzSZPnoy3N1eOOv5Rp2DyhQjDBA1Z46HPCdkHbCGMYFdm5pdJSa9BChQVRejPUYkHraAebmIhBIIDvQSRZxObUSOCtxC7zo5FpTgQ6gQx79Sp/XoJENMQcDEx/aCBIiP7YAvVq0m30dhCvUFPJCdPgO7Zu3cO5AvUDNRGQsKr+HT79tewFeJj69b+ODYj41PoTkif0FD/8PAumpjzN1cvakZFWcuHmoQGglRCS6rvq14XjkJtV0uZLpo4u54u4rfYN26rl06N9699NQHX3tAGf01WjoI+FqMAmZ6UNC4ubqgu9UQ7xbFGOVi9zOltNtxNFn0F6ebsITmko/fEqh7K0RZfe+p1wRYYCIm8d+/sQ4dWQrhA5xUWWmyuRqqq8iC40WOQdNg3LlFj0HHi5OauhRUYF1yfZGR8XlKSUHHjs1A2buD+7WD4m3Z3O1y4FjwZflJb/Q31jANPncp1X2nV9S9NkHpHnQCq1grWokWLnnzyyVwN7CxduvTmylHHP4giCHF2Ez8ygkPEc1c2WhPhv7w8DXEaEfrMmSOQDuK+mzEPJM6ePbMyMr6Iiuq9b99i6IM9ez6FaKuWIH5irU48VaavJAmZsn3764jcEHm6IBP3mlGUJs466ZKrentdPIWHPy1uwuqCqVqi+Qlht2PHmwcO/LB//7eFhcGQlfv3L9u9+5OCgg2QU3v2zNBFkvnabVZfKFEoJKhV2AjxWlaWDEkKQWnIU/NDhEZRkpLy9p49M3funKqLyOpyfBISXklOfmvbtoExMS84KwFVb936YnT0c9hGRvaMiXkeWjA+/mUoWu3BwdFQt7iwcXYjDxJcu099bW0SFQmZaK6+fx0R0RWDYqwR3Ys+RJsh4tFR6DEMnOh5vXt37foAMh0ucdP3diE0ISVPGb7igCuZhISRLu5IktsQdQKoWgLLx8cnJCRE7GPH19f35spRxz8I+fU5ciQ0KWkctvn56/U1G/F0HUSbWALUM587VwKFB31TWXlQLJNA4uCovLx1ZWUpSD95cm9padLx47sgkrZte9G4+oVXcvIbubmry8qSELxPnNhdXLytxmf5tWeMdicmjk5KelVfV6vWGddXwoQ0gapASw4fNsMiSEm04eDBf4lHKiHC4uOH6UdVCylnwsvpzVwoxcjI3qGh7UJDA2u7wgQZBB2WnPwmJNfWrQNiYvpFRvYIC+tknxPqFkINnSn6B6OAfqioyMKIFBVFX7p01qbfIKbPnTseHf2sUYwKbQq9BX2MDoS81u7nRhUUbHIt7rX1zo6iBKhGrfPHQCxWt607BF9RUcw5wzNJNqCp2v3fubGxQzIyPkMJGBpYlJf3s7glLdoML4JFEIIHDnwP6bZ372yo58OHN+MKAR4orhDgb9hBgbftD0Hf5qgTQNUSWE2bNi0rKxP7paWlXl5eN1eOOv7RULlySfu/kZMnxQ5RBITG7OyvIXEQO6Fybv0xeQTjgoIN2u2/rkYZBDWQkjLRzSaJB/vOnrV+jwRSLDy8KwK/pkUCMzO/Qvg/cSKjquqQ9pDffO22Yx+8EPihIEWwv6otGULlQAdAMUBDJCa+Ghc3NDFxDCzFFvm17yW8nZr6rniAz7XwSkmZhOpQflFRBErDsTf90BgaBvGanj5d3BF29LJqSog86K2Kiswy7V+b9KGBaC4o2Fjdqx3MZh/jsVu2PA1lWS3drEuY4vmwvLw1GOgDB35MTZ2cnv6hpvP8Dfr1+lbo4+jovigcW3P1kueNecRiam+IYLFwKBZTY2OtjwxmZc2FIDt1av+pUzn6nfoaZbrKqBNAVbFT0KhRowsXLoh97DRu3NhFZhfPikn0j1/KMUWn7f7kk+hnn00cPXpL587F27a5c+Dl83X1H2RniopQOJpxsaqqNClJ+3KJta7ThYVVeXn7v/22Iju7JD7+4tmzRnWCtxcqK4+Gh1fl5x8JDYVdyHyupCRv3brimJj0Dz/EIZUHDzoUNKjx0tmzOKqqoABbvD2Vk4NKReaKrCwUrmdGLQWbNp3cu7coOlpUgbpyli7NXbUKHZg1dy7ajES9f7BTaLGUp6YiT2FwMLb7Fi8O79o1pl+/YD+/8KefThg5cteHH+auWSMKRGnOekaUiQbohde1PkP5NzHQEI4wpA6a4xT0CdzYRQaMqYuP8tevd9HtNweKxQvDXbBx4/Y33ig0m+GBaKc7Qyb6HO4KRzq0fDmcDU5l00Lhluhq7J8/XXHuXAki+uHDm7WbiZvsy8TpAydHG05mZu5btOiw2YztkbAwnGioCOUjg9HPISwcPkdvv9KDhon+x1mDomA1mi0a5hCIALzy9/18KGtFUtLY+PiRW7Z0wSs2dnBc3JDt28dt3/7GyYJMGxfCW5iMnkFdOFMwZIdWrrR276ZNuatXH7ZY0FEHvvsOJ2D2ggV7Zs0qS05GNnHG7f3887QpU9I//yh5+ltRc58Jnd8+eLmfZb23ZZ23ebPJ+tI102ZN0Kz3M29sE7m2z5Y1nc2btJQf/MzftEmZP3HPV7NiowcFW3yTksZt3ToAsydsgb6JiX7Bck3d2kqoa7cptbvDEaE9LJt9YqKeR2bx9djqhbE2+iKiWIAM+7m9eZMp/OeuaFJYqHhY8PrjgMZ98d8bYqEuKuoZbY3NKsKgKcWC6/Wev3TpyM6w05WF4nszV7VTNX/ThpKDsTtiJhwpCMnPX1+jkK27mb+u0U89Cqw6JyMjw9fX95577vk1H3Kv0xUszDuYgzDXZHz+OVQItgUbNmAOrcrNPZ6ejqlTzFCYj8p37sT0dOCHH1InTQpt397mi8nbBg1KnTwZE6VN+fBOTJ1QKhBh8cOHQxygKPs8ziIrZmGcmScyMi5osqkyNxdNhexACw98/z0K3PXeeyg59qWX0AboD2zDOnbENqpPH2yjn39eTwltZ/2B0ogePUL9/bePG4fMia++avHxiezVy/ppQIB1GxiI7RYtf3Dbtvo26tlno3r3Tn3nHWxTJk/GNuGVV6w5O3Wy5nnqKWxDtPIhfVB+9HPPWT/t0mXbwIEpEyei0ui+fZFi8bb+spilbVvUK+qytLn+m2KoKywwEMeibahRz+/OK9jXN3bw4OTx4zPnzNm/bBn6J2fZMuu/Fb/2GvonvFs3ZICNkT16QKKFd++O8tEkNC9xzJgdb74ZN3QoXjsmTEieMCHmhRcwmrs++ADx5sSePSL+iWiKQAsxCjVZun079jE6CIoISEhBOEewRNzNW73a2smBgSgnsmfPmP790V3xI0ZsHTAAXbH99dd3vvfejrfeKklIsA4oit2OyPgGGhOidSM6Ftrx+K5dcL+DP/yw8/33837+GeYUR0dj6LPmz8exEB9QwIc3bUJcPLh8OYQ+WoVPRR448N45c9LefRfNgPnYooUoDT4GzQofRpl7Pv00dsgQDBBqRBBFaSK0w1eRBxngqNHaECSNHo3eKIqJES6KMyL766/DOnQQQx83fDhOGViBroCXol6ID2xhHcos27EDmfPXrYPhuz/6CEehZOhp5ME5dWr/frQfURwOkzRmDLZoku5UFs3x4CdWp+reHe3ZPn48+nD3jBko7eCPP6IWoQNwQqED06ZORR4MrtWNtdMTIy5KQ59nfPZZzPPPxw0bZv20QwcUixME+eOHDUOPoXMwD6AHMAOgb9EhGV98gbriR47UHdveFYXrIh1Oi8yQJug9dELlgQPoE4yU1epPPsmePx+nKkYQbUZv5CxahHQMItoQ4ud3Q4He3lY3HjQocexYdEvml1+iefDPpLFj8cJ5EfXMMzgKL7gTTD6yJfRYfCwUXsW+fagIzi+6C6bBnZA/ols3UTL6VvSGhJe39gowmXuZzMNN5rVOltOE/HpPO0TrKIy+5Smf+Jdfxumwc9o0ODn8yuLnZ3nN1zzLZPm2DYSReZ121ErtubGlPuY1puDXfc0DTcH+vqjUOmO0MyW/8QY6MG3OtIhpPaPm97Us947++rmw2e1DB7U3P6MNk6/mPL6msOc6mUebQt8NNC82hU5vj1rCp3VFkyL+2c28tk3oOu2HZjZrwksINePaWNhzW9f3T7FMDF/eNewHTaj9rP1vx6anLBu9Q5cFmDeYLGu0ozRxGWpun2AZWZhjgS9hxsakgQtdTBGYQODkGbNnw9kwiGg53NWoyGsLHFWchnoKTky8hRvYXEBiesFHOAfhHlbHW7oU5xcmhNSgIJz+OM0xWQnBbT01hg+H/6RPn7539uzMr76CP2M+jO7Xb9uLL2JKx2yJPBRYdY63t/f06dPPnDnza1Yq8RkszOmYRuFzcKysefOS33xTzJ4OArY294X4++uzvNhee2lTBuY7RK8db78N5xPzLzSWXh2iGiI0oqzNUVu6dkXhuStXIijmabEHTox0TDqYhfU1A0RufGSVRNosGaZFnVCtPWJevtYqIVm0/WuSSPtU7ItPr9miWWpMN9olRJKYhUWea5JL2zoVOqJ8w1E35Gxj+0v4xnrFCz0Mo3AOm28UW8byRaxFLXGDB6cEBUGg7Jo+3SqbunfX89TLy6oUb612Z4c7SDd2jn1HVQd7h59ecwBtiI2fWgzDBzmFLhWq91oew1a4ASZcEeCvD7oQMZoiDxGuIgZLaG7hqAapdO1YLf2aDLL/VCtTuISQgKIE+x64dqzhU4uhH66dCKJkO6tv6B9N8cN8s0MnFEeJGkWZzsSKcNf6c0h3Xg6UotaBOBOvf6TthHfubNFWi2H1tpdegjBKGjcOQRoCNHHUKFycoMcin+1l6ekXM7lv2LTALZ91Cf5nW8s3PtBJETO7hQa1T5sxFepWKGZnr2uOhI4NMIV0CjD31WbdwBuc8waNa+ecZsPQbO3fH+JAXDQa3eMGJxTD9JSPuZ/J/Jy3+QOT+S1v85cmy2Rv8xcm8wpt/UxbgbsmEzdp243adoPJNn2t4dP1bcxfm0ImWGdp48WntUZI0s5tzG+bzC+1sYxru/Xt5yM+6ZY2/92UuZMOb7EgFkAGHVq+vGjrVlw54DIeAjTtnXdwqYlrD5ybEGdQqNZA4+ODoANjEX3Q/9HiikI79ZBh64svipzII90hKbDqnCZNmpw+ffpXrnThwoXOvkVYqyFHZjiiQ28TJ7Bw0xC72dMoC8K0y9+9X36JCwLj3QdcjeHTlEmTcGWZt2YNrhiuzcLasbiwxrkBWRA/fLhx4jCeAGIKwASBq1txqR1siE/GiUZEQcx3aMn2sWNxLkHJQY0dNpvRquKYGNR+UDtFcxYvhuYriYvDxQpOYFygH/z+e0xAae+9h6N2ffBB4ujReatX48Q+vmsXLuWPxcZal0MiIo6EhkLhVR48WJGdnf7hh7iswclsnSs7d07SVr9QLObZgg0boBGPa2t7OBbNQBWwEfkxTWQtWIDuSnjlFTQVdaHME7t3IydmExxrXYpLSxNLdFC9aEPB+vXWaeXdd8UCEq6xTmRk4IoQeSqysmzu9YjLNWjlk3v3QpjCZFgUJdbJqnssrGNHa1TQLhzTP/po94wZ15YExo0Tq1bxI0ZApeFAjA56HuE8vFu32JdewissMFDI65t4ofxUeAKi0eDBqD3h5ZexI1YgIJQjunYVnqa/ovv2RTthBUQ/bEeniXRIEPiGUU+Hd+kCu65FRG3uNq7WGJVx3JAhKBMXrJE9expdSCxnQtPDu9BpeAkRY4x22wYMQBzNXrAAw4TrXeS8dh2iRTLreuSzz8LJcS0eLxxVOKfWXaK0UM2EMM1RxVwPl9YXPsXVgijT2vMDBuDSGTvwGfjVsa1bxW1BeAWuN+BRh1atEivE6BlxaogIKmLYFq0u9DAcDx2Y8fnnKAEOX3XoEI7Nmj8fXWcd3M6dd0yahCpyV63CKYZTGM6PodEdRp8KrDGsWzdrbBs7FqdD7k8/wcnhq8IJsT1TXAw3LklMtK4XbtyI4RatMr5w2RDarp1RIF7b+vri/IWbpX/8cc6SJfkbNhSGheFsPbRmjXU9b/bsaG1t1SpktSAKt8EIouvgrpA1mV99hZZjPkHiDdUFBKBzsufPR5lJr72G0cfMAANxIYeRypwzB4aUp6aKM048NoCTCzvW1fHKSvTzxbNnccrjhMJ5d7a4GGZeuXRJPFHgbMVF+2/3S2JNRU/BiXn22A13lpGCmQR9iBFMfust2AK5BqfCW7GcCUfC7IT54XxFBdqDFmL4iqKi0GbMKjiwKj8fLoEUzEU4Z63uNHQoSkBp6C6MJgb30IoVmFhEU9Ek5D8SEoKPcteuxaAXaAu3+xYvxmCla492JIwaZXX1gQP10iK0C7aQvk+Zp5iCZ2s3E7+3rm9t+bZzzPLnt3851jzQFDG1m/n7NlHf9YnY3DNj6xe75n+wY9oE8yum4M+03yL5uVp4rTBZPmxjftNkGeYLURX6qfaTzuvb2so1bd+yymReYLLM8jYvM5k/bQOpZ55kMr9hQnXm0SbzAJN5qpbyo8k811qyeZ41v1UXvgm5puVEnmdM5sAbJyJfba1xgLbWOMwU8rzflkGdY4b1swxsGzYgECnQstfmn+eeix06FP4DMQ3Hw+kMB4NLY5hwwqLHENRwflFg1Tl/+tOf8n7dx0Suar+DNXHiRC+NoKAg4+9g1VZgXfM8sZLUsSNOqgxNCmBCEUus2GJax+SCMxwBL2/tWszXpUlJOPlP7d+PxEvVD3DYgwndbLj+E5EPoR0n9qmc619RFku1Is6Jm3qQO5g4xE09s0HMRT37LA7P++knzLyQTWgPZh9MImdLSzF96E9ZESMIFZheMY5CutWY3/hwjwgYYh8zNcYacRT9n6eFWMz1cIDju3dD81nvFUZG5nzzDQRKWWoqPKQoOlo8ZIZ9F9WJZ9RQOLIhP6QAqrAJYMiA0uAn2r+7nrwW1IuKcIiIZ9hHA/AR4hYKFM+0IeWsln6hqsrobwCJcB7ETtQoVIvRcBwL94Y0QdTJXbMGlhpDpl4CXHTfwoVQwNg3mgOfLIqJgaOWJSdjH52G/kGZiNPnSktRKfLgrX4ICkc2nFboScT7m/BhIbWtT1Npd2FgkX2Djbj4FJ2AMS1JSLDedvzhB6E/buJbFKgChxcGB0PS4QwVekWoEzGlCIdEOvb15xRd26g321lm2A6fPLRyJS5O0BWeNRvcSmtdD3dtyxFbtAd9jpOx8sABuO7pI0cOR5nxUUX+Pj2/mPnt5aZ4BjRnw9Ld0R+bN7cJtfhfv+Fo+IMy8cRYiEX74bdN2pNnGw3rZM5us25uc33r9KX92NvmtiFTAqIn9t36Xv+Exa8Em33DLB31lohXdUuufatja9iA1Lgg8UN9wi1xqooOuXLlUlFRdGlpovbTzRuOHg2nwKpzFixY0KdPn+Li4vpqwK0A/0DQgtzBpC8eA5d1ouog/EAbiRUIRCybOGdEXNIZp1HsoFWpQUE4NnXKlLQpUxCo5DaPEEJI3XHx4llokaio3uK3RcRD9OHh3XbseBMypaxsh/gX16qqgqKjMSdPZu7ePiMjbZZls0/0ludDLP5bo1+0mL0jtK+LhoT4mq//NVnH8PCnExNHR0c/m5Dwamiov/jpOPGovqO/dnD3z8SqhZc3GhkT8/yePbMyM7+KjR2ydeuLNnkosOq+4vr4JXdZ/DpNFd/LuxVt5OKbRIQQQm5/xF9m/fJLOURVjT8sYvxpLv0vNc+cOQKtVlWVV1l50OarqeJLjppcKyotTaqo2Ldv36Jduz4wG37hNiFhdEbGF/n560tLEwsLLSUlicgj/ljs6NFIlIyPwsI6iF/3deflQbH+FlHFTrmo4x+EEEKUQvxP66lT+wsKNrn5K/ni539zcpbilZAwMiHhFeiz4GDf6Oi+8fHDCguDtT94zYLIQ8nqBFBV7JSLOv5BCCGE1JZz50qcrbepE0BVsVMu6vgHIYQQIhF1AqgqdspFHf8ghBBCJKJOAFXFTrmo4x+EEEKIRNQJoKrYKRd1/IMQQgiRiDoBVBU75aKOfxBCCCESUSeAqmKnXNTxD0IIIUQi6gRQVeyUizr+QQghhEhEnQCqip1yUcc/CCGEEImoE0BVsVMu6vgHIYQQIhF1Aqgqdt46Hvq3iYQQQsjtgzoBVBU75aKOfxBCCCESUSeAqmKnXNTxD0IIIUQi6gRQVeyUizr+QQghhEhEnQCqip1yUcc/CCGEEImoE0BVsVMu6vgHIYQQIhF1AqgqdspFHf8ghBBCJKJOAFXFTrmo4x+EEEKIRNQJoKrYKRd1/IMQQgiRiDoBVBU75aKOfxBCCCESUSeAqmKnXNTxD0IIIUQi6gRQVeyUizr+QQghhEhEnQCqip1yUcc/CCGEEImoE0BVsVMu6vgHIYQQIhF1AqgqdspFHf8ghBBCJKJOAPVsO0NDQwMDA5s0adKiRYsRI0aUl5eL9CtXrkyaNMnLy6tZs2aTJ0/GW9fptUUd/yCEEEIkok4A9Ww7O3XqFBISUlVVVVJSMmrUqO7du4v0RYsWPfnkk7ka2Fm6dKnr9Nqijn8QQgghElEngDYcOysrK++9916x7+PjA+El9rHj6+vrOr22qOMfhBBCiETUCaANx86NGzcGBASI/aZNm5aVlYn90tJSLy8v1+m1RR3/IIQQQiSiTgBtIHbu3LmzVatWOTk54m2jRo0uXLgg9rHTuHFj1+kOucMldWYKIYQQ0mBRJ4B6mJ0O9U1MTEzLli2Tk5P1FK5gEUIIIbch6gRQj7dz9erVDz74YGpqqjGRz2ARQgghtyHqBFDPtnP27NktW7bMzs62SV+4cKHDbws6S79ayyFXxz8IIYQQiagTQD3bTvtHo6qqqq5qv3c1ceJEL42goCDj72A5TL9KgUUIIYTUPeoEUFXslIs6/kEIIYRIRJ0AqoqdclHHPwghhBCJqBNAVbFTLur4ByGEECIRdQKoKnbKRR3/IIQQQiSiTgBVxU65qOMfhBBCiETUCaCq2CkXdfyDEEIIkYg6AVQVO+Wijn8QQgghElEngKpip1zU8Q9CCCFEIuoEUFXslIs6/kEIIYRIRJ0AqoqdclHHPwghhBCJqBNAVbFTLur4ByGEECIRdQKoKnbKRR3/IIQQQiSiTgBVxU65qOMfhBBCiETUCaCq2Hnr3HEj9d0cQgghxPNQJ4CqYqdc1PEPQgghRCLqBFBV7JSLOv5BCCGESESdAKqKnXJRxz8IIYQQiagTQFWxUy7q+AchhBAiEXUCqCp2ykUd/yCEEEIkok4AVcVOuajjH4QQQohE1AmgqtgpF3X8gxBCCJGIOgFUFTvloo5/EEIIIRJRJ4CqYqdc1PEPQgghRCLqBFBV7JSLOv5BCCGESESdAKqKnXJRxz8IIYQQiagTQFWxUy7q+AchhBAiEXUCqCp2ykUd/yCEEEIkok4AbQh2lpWVPfzww8Yxu3LlyqRJk7y8vJo1azZ58mS8dZ1eW9TxD0IIIUQi6gTQhmDnmDFjZsyYYRyzRYsWPfnkk7ka2Fm6dKnr9Nqijn8QQgghElEngHq8nVlZWY8++ui5c+eMY+bj4xMSEiL2sePr6+s6vbao4x+EEEKIRNQJoB5vZ7du3VasWHH1xjFr2rRpWVmZ2C8tLfXy8nKdXlvU8Q9CCCFEIuoEUM+2Mzw83GQyiUepjGPWqFGjCxcuiH3sNG7c2HW6Q+5wSZ3YQwghhDRo1AmgHmanjb5p3bp1XFyc/pGejStYhBBCyG2IOgHUs+10trDEZ7AIIYSQ2xB1AmjDsdM4ZgsXLnT4bUFn6VdrOeTq+AchhBAiEXUCaMOx0+Z3sCZOnOilERQUZPwdLIfpVymwCCGEkLpHnQCqip1yUcc/CCGEEImoE0BVsVMu6vgHIYQQIhF1AqgqdspFHf8ghBBCJKJOAFXFTrmo4x+EEEKIRNQJoKrYKRd1/IMQQgiRiDoBVBU75aKOfxBCCCESUSeAqmKnXNTxD0IIIUQi6gRQVeyUizr+QQghhEhEnQCqip1yUcc/CCGEEImoE0BVsVMu6vgHIYQQIhF1AqgqdspFHf8ghBBCJKJOAFXFTrmo4x+EEEKIRNQJoKrYKRd1/IMQQgiRiDoBVBU7b507bqS+m0MIIYR4HuoEUFXslMsdhBBCCLkp6juG/0qoYqdH8Cu4XV1X0QBMaBhVNAATGkYVDcCEhlFFAzCBVXgcqtjpETQAz24AJjSMKhqACQ2jigZgQsOoogGYwCo8DlXs9AgagGc3ABMaRhUNwISGUUUDMKFhVNEATGAVHocqdnoEDcCzG4AJDaOKBmBCw6iiAZjQMKpoACawCo9DFTuJQB3Pvs3hQNwmcCBuEzgQtwkcCImwK9WCJ89tAgfiNoEDcZvAgbhN4EBIhF2pFjx5bhM4ELcJHIjbBA7EbQIHQiLsSrXgyXObwIG4TeBA3CZwIG4TOBASYVeqBU+e2wQOxG0CB+I2gQNxm8CBkAi7khBCCCFEMhRYhBBCCCGSocAihBBCCJEMBRYhhBBCiGQosAghhBBCJEOBRQghhBAiGQosQgghhBDJUGB5NndUY0wMDg5u167d3Xff3aJFiyFDhhw7dsz+wCtXrkyaNMnLy6tZs2aTJ0/GW9fpxDUOB0JQVlb28MMPO/t1GQ6EXBwOxB034vBADoRcnPV2enp6586d77333gcffHDZsmX2B3Ig5OLOGdG0aVP7AzkQtw4FVkPA5uRp3779+vXrT548WVlZOX369MDAQPtDFi1a9OSTT+ZqYGfp0qWu04k7OAzeY8aMmTFjhrO4zoGoC+zDSY2HcCDqApuez8nJwcXG8uXLT5w4UVBQMGDAAPtDOBB1gYtTYM6cOW+//bZ9Ogfi1qHAagi4OHmqqqr+7d/+zT6nj49PSEiI2MeOr6+v63TiDvYDkZWV9eijj547d85ZyOdA1AXuCywORJ1i0/NQVPPnz3edkwNRFzg7Bc6fP9+qVasjR47Y5+RA3DoUWA0BZyfP6dOnZ86c2b17d/ucTZs2LSsrE/ulpaVeXl6u04k72A9Et27dVqxYYf8RB6JOse/t5s2b40rjf/7nf+bOnXvp0iX7nByIusBmIB544IFp06a1aNHivvvuGzx48MmTJ+1zciDqAmcxYunSpcOGDXOYkwNx61BgNQQcnjzi5vr9999/4MAB+08bNWp04cIFsY+dxo0bu04n7mAzEOHh4SaTSTyj4GyC40DUBQ57+5dffklJScEF9/jx4+0/5UDUBTYDgd4bNGhQiUb//v2HDh1qfwgHoi5weEZcvnz5v/7rv7KyshwewoG4dSiwGgLOgvepU6fef//9p556yv4jXp3UBTYD0bp167i4OIcf6XAg6gIX9wQLCgocdiYHoi6wGQh0JvpQ7ENjNW/e3P4QDkRd4PCMWL16dc+ePZ0dwoG4dSiwGgIuwgk01r333mufzvvrdYHrr+o4HCYORF3g4owoLCx84IEH7NM5EHWBzUD4+flBV4n9Y8eOORRYHIi6wOEZ8fe//z0+Pt7ZIRyIW4cCqyFgc/K89NJLWVlZFy5cOHz48Lhx4xw+g7Vw4UKH3wRxlk7cwZ2HqW3eciDqApve7t+/f0ZGxvnz53FedOzY8bXXXrPPyYGoC2wGYtmyZQMHDtRvERqf/uFA1Cn2U1NwcHDbtm1d5ORA3DoUWJ6NwwWStWvX/u1vf/vtb3/78MMPjxo16vjx48b8YufKlSsTJ0700ggKCjL+xonDdOKaGleqnAksDoRcXJwRd99996OPPjplypRz584Z84sdDoRcnJ0R7733XvPmzZs1a4brQIcPuXMg5OJsIPz8/DZu3Ogwv9jhQNw6FFiEEEIIIZKhwCKEEEIIkQwFFiGEEEKIZCiwCCGEEEIkQ4HlwYSGhgYGBjZp0qRFixYjRowoLy8X6bX9k053/hzaxeFXXf7VcY2Hu1k7IYQQ4kFQYHkwnTp1CgkJqaqqKikpGTVqlP5zDLX9k053/hzaxeE6rgXWLdZOCCGEeBAUWA0EqBP9B0Vv5QfibP4c2kiNh7sWWLdYOyGEEOJBUGA1EDZu3BgQECD2b/ovDuz/HNpIjYe7Fli3WDshhBDiQVBgNQR27tzZqlWrnJwc8fbm/qTT9Z9D13j41ZoE1i3WTgghhHgQFFgeT0xMTMuWLZOTk/WUm17BsvlzaJtH12u7glXbw138NTUhhBDiWVBgeTarV69+8MEHU1NTjYm38gyWsz+HdufwW38Gy0XthBBCiAdBgeXBzJ49u2XLltnZ2Tbptf2TThd/Du1OsTquBdYt1k4IIYR4EBRYHswddlRVVV2t/Z90uvhzaCMu/uOzxr86vvXaCSGEEA+CAosQQgghRDIUWIQQQgghkqHAIoQQQgiRDAUWIYQQQohkKLAIIYQQQiRDgUUIIYQQIhkKLEIIIYQQyVBgEUIIIYRIhgKLEEIIIUQyFFiEEEIIIZKhwCKEEEIIkQwFFiGEEEKIZCiwCCGEEEIkQ4FFCCGEECIZCixCCCGEEMlQYBFCCCGESIYCixBCCCFEMhRYhBBCCCGSocAihBBCCJEMBRYhhBBCiGQosAghhBBCJEOBRQghhBAiGQosQgghhBDJUGARQgghhEiGAosQQgghRDIUWIQQQgghkvn/719U755I6CYAAAAASUVORK5CYII=)
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