Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit355-04-20021016_193700_20021017_002200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/16 |
Start Time | | 2002/10/16 19:37 |
End Time | | 2002/10/17 00:20 |
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 | | 7.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit355-04-20021016_193700_20021017_002200-constBx0 |
Minimum Dst Value | | -63 |
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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iIrJSFrqqivj4yrS0xs6hsrLy0UcfxcCkSZO2bNmijt+8eTPGNGS5d322NZGlnvqSp30QEZGVMtdVFQcFGQ0GPO6asbRHsEpKSlxcXBwdHfHn5cuXu3Xrtnv3bgzv2rULw1euXLnrchvybGvSGupZXl7+7LPPavfZjRs35s6da2Nj06FDB1dXV/xpeXxjydM+iIjISpnrqgo9PUXAKo+JuesctNB1pqSkiKdOnTrVqVMn9KQoMdyQ5Tbk2dakNdRz8uTJX375pXafbdiw4eWXX85VYMDd3d3y+MaSp30QEZGVMtdV3bh2DRmrOCioUXMoKytzc3NzdnZWx3z66aeYYPny5Q1cbkOebU2svp5paWl//vOfL168qN1ndnZ23t7eYhgD9vb2lsc3ljztg4iIrJSOJ7kLVVVV4hwsSExMfOaZZzw8PP74xz8eP3684cuVpwO1+nr269dvx44dN+/cZ+3bty8vLxfDCN02NjaWxzeWPO2DiIislL4Bq6KiYt68eba2thg+f/78iy++GBoaiuGff/75pZdeqqmpaeBy5elArbue/v7+BoNBnEql3Wdt2rRRT7jDQNu2bS2Pr9dDFjVJfYiIiHSi43Ww4LHHHhs4cGB2djbGv/322xs3blQnW7ly5dixYxu4XHk6UOuuJxL04cOHxTCPYBEREal4JffmZd31NHdgiedgERGR5Biwmlfrqad2n61fv77eXwuaG3+zkbtcnvZBRERWigGrebWeeta6DtacOXNsFC4uLtrrYNU7/iYDFhERtS4MWM1LlnrqS572QUREVooBq3nJUk99ydM+iIjISjFgNS9Z6qkvedoHERFZKQas5iVLPfUlT/sgIiIrxYDVvGSpp77kaR9ERGSldLzQ6MMPP/zkk0+OGDGisLDwPpcrTwcqSz31JU/7ICIiK6XjrXKuX79eVFQ0a9YsBweH+1yuPB2oLPXUlzztg4iIrJSFrqqiIr6yMq2xc6isrBQ3e+7atevOnTvV8QUFBU899RSevety7/psayJLPfUlT/sgIiIrZa6rKi4OMhoNeNw1Y2mPYJWUlLi4uDg6OuJPX1/fv/71rxgpnh0/fvySJUvuutyGPNuayFJPfcnTPoiIyEqZ66oKCz1FwCovj7nrHLQ6dOiQkpIinvq///u/HTt2YCArK+uZZ565cOHCXZfbkGdbE1nqqS952gcREVkpc13VjRvXkLGKi4MaNYeysjI3NzdnZ2fx54EDB1544YVr166NHDlyzZo1DVluQ55tTWSpp77kaR9ERGSldDzJXaiqqhLnYN1Ubj334osvzpkz57nnnrt8+XLDlytPBypLPfUlT/sgIiIrpW/AqqiomDdvnq2trTpm165dmGDTpk2NWq48Hags9dSXPO2DiIislI7XwYLHHnts4MCB2dnZ6rN79+59/vnnr1692qjlytOBylLP+1frXL/mXh0iIiJLmrqrevXVV3/88cfGLleeDlSWeupLnvZBRERWqum6quvXr3/33XcvvviieqWGhi9Xng5UlnrqS572QUREVqrpuirM+bnnnouNjb2H5crTgcpST33J0z6IiMhK8WbPzUuWeupLnvZBRERWigGreclST33J0z6IiMhKMWA1L1nqqS952gcREVkpBqzmJUs99SVP+yAiIivFgNW8ZKmnvuRpH0REZKV0vNDoww8//OSTT44YMaKwsPA+lytPBypLPfUlT/sgIiIrpeOtcq5fv15UVDRr1iwHB4f7XK48Hags9dSXPO2DiIislIWuKr4iPq0yrbFzqKysVG/2bOHuJgxYgiz11Jc87YOIiKyUua4qqDjIYDTgcdeMpT2CVVJS4uLi4ujoWGuajRs3DhgwoCHLbcizrYks9dSXPO2DiIislLmuyrPQUwSsmPKYu85Bq0OHDikpKdoJDh069NJLL1VVVTVkuQ15tjWRpZ76kqd9EBGRlTLXVV27cQ0ZK6g4qFFzKCsrc3Nzc3Z2VsekpqY+//zz+fn5DVxuQ55tTay7nj4+PtjZ7dq1e+qpp8aPH19RUSHG37hxY+7cuTY2Nojbrq6u+NPy+MaSp30QEZGV0vEkd6Gqqko9B6u0tPSFF14IDw9v7HLl6UCtu569evXy9vaurq7Gnp44cWL//v3F+A0bNrz88su5Cgy4u7tbHt9Y8rQPIiKyUvoGrIqKinnz5tna2oo/MfDDDz/cw3Ll6UBbTz2RrH/729+KYTs7OwQvMYwBe3t7y+MbS572QUREVkrH62DBY489NnDgwOzs7LpP8VeE9Wo99Txw4ICTk5MYbt++fXl5uRguKyuzsbGxPL6x5GkfRERkpXgl9+bVSuqZkJDQqVOnzMxM8WebNm2uXLkihjHQtm1by+Pr9ZBFTVYVIiIiHTBgNa/WUM/g4OCOHTtGR0erY3gEi4iIJMeA1bysvp67du16+umn4+LitCN5DhYREUmOAat5WXc9V6xY0bFjx/T09Frj169fX++vBc2Nv9nIXS5P+yAiIivVLF1VeXn5v//7v1uYQJ4O1LrrWffUqOrq6pvK9a7mzJljo3BxcdFeB6ve8TcZsIiIqHVB0Kl7AKKpTZ8+/fXXX7cwgTwdqCz11Jc87YOIiKzUO++8M3r0aHHc4QE4e/bsZ5999vjjjycnJ1uYTJ4OVJZ66kue9kFERFaqvLzcycnJ8i/idfTII484ODgcPXrU8lrJ04HKUk99ydM+iIiIdCRPBypLPfUlT/sgIiLSkTwdqCz11Jc87YOIiEhH8nSgstRTX/K0DyIiIh3J04HKUk99ydM+iIiIdCRPBypLPfUlT/sgIiLSkTwdqCz11Jc87YOIiEhH8nSgstRTX/K0DyIiIh3J04HKUk99ydM+iIiIdCRPBypLPfUlT/sgIiLSkTwdqCz11Jc87YOIiEhH8nSgstRTX/K0DyIiIh3J04HKUs/7V+uuls29OkRERNZHng5UlnrqS572QUREpCN5OlBZ6qkvedoHERGRjuTpQGWpp77kaR9EREQ6kqcDlaWe+pKnfRAREelIng5UlnrqS572QUREpCN5OlBZ6qkvedoHERFZrxvXrt3Py69fvny1puZ0YuL5wsJCT8/qnJyTPj6V6ekFBw+WRkZmbNhQnpCA8ReKi0vDw6sLCjC+LDo6fd26nB07YmbOTF66NGTkyPiPP/bv2zd6xgwfR8eoqVPl6UBlqae+5GkfRETUkiEDobxSVYXyTHJydW5u8rJlaWvXItOEvfWWb48ewW+8ETJixJEPPoicOPHYokX5Hh7xbm65u3enrV6NbISQVLB/f9KSJZnu7ohEx778MnzcOESi4OHDw8eP93Jw8O/Tx2gweHfrhtKra9dfSnt7U+nggNKne3dTKaZRxnja2prKzp1NpZ3dL8O2tvJ0oLLUU19oH2fPpiDPl5fH5uXtPXXqcG7uroqKOKT3c+eOl5SEXrpUcfp0Iqa8fPmsKC9cKD550qe09HBa2uqTJ33T09eVlUXhtefPF2Lg2rWac+cyMSUmQ3n9+uXmrSARETU7EZvOZWZeqa4uDQ+vzMjI3bXrpL9/4sKFqatWhY4eHTVliilCDRumJiGRe+7+UOKOUYlBt4ZFWechopI2TmlDlbejY73jA159FWXYmDE+jo5Hpk1D2otTQluCmxsDFlmC9uHpaWc0Gm6Xtmrp5eWA0tvbEeWhQ/0xQWDgYJRijJjGaBRT2itTdkPp69tTmb4fyuDg4Zg+IuJdX98eR4586O/fNz7+o5CQkYmJi8LDxyUlLUOZnr42JmZmdvbWxMSFOTk74uPdsrK2YExm5qbY2DmiRJLDlMeOLQ4NHZ2QMB+zjY//JCjoNZQYPnp0AcYnJi7AcGLi5xhOSVmJOWBueGFpaSTiIGJiZWUa0t7Fi6Wo9dWrNbW2gxiDUHjjxjVMiZhYWhpeXZ2PoIkAmp/vgdCZk7O9vDwaq1pWFi3GI4CKlzTDniMi0sOligqUVdnZ1y9fPp2YeLW6uiwqCiOLg4LOn8Tbp091Tk7BwYNnkpMRicqjorK3bj0VFpbp7l4cEpK+bt1JX9+01avz9+1LmD//+ObNiCCpq1dHTJiQtGRJ+LhxCfPmBQ4aFDFpkqed3SElqfg4OakpRxwQsvxA6gp5883omTMxz9i5cw8NGICsg5HIZEhjYgL1uJQYRiTCnENGjkROipw40a937/hPPsHK5OzYgRUuj4nJ9/A4c+xY3t69Z1NTxdeCGFmdj3d6j/Lo6KwtW8oTEjCM6mP8jWvXLp81HV+o+x0lAxZZogYsL68utUpt2Lr96Kw+6+PjqMQpZzVaiZjl5WWrTlm39PSsO8auTtnFzPhfIp0otWtYd5rb9XJQ1rMHSn9/U+wLChqKp8LC3kEVoqLe9/PrHRHxHsYEBw9TpnlFnd7bu6umXva1towYRtzERoiImIiAmJnpjoCYlrYGoTA5+SuEPJRHjkxLSlocFTUVETAyclJCwqdKOV+ZZhkeWVmbkQiPH9967NiijIx1SUlLsrI2IcYVFflXVMRXV+chHSIaIgIiyYnywRwXFAvC0s+fL8TAlStV9zk3cRC02WFNqqqyUZ3y8hgMo3bmpkF55kwy/sRGQFnvlEQt35WqKoQDhKeakhJEpeLAQISh5KVLEUcOjx2LRBI4eDBK/379UPr17PnLN2VKGBLZxVt8myYO8IiDQF26qKU4OGTUfJtm+YCTiFZibv6vvIIHkhAy0NHPPoudMydt7dqMDRuQ8Krz8q7W1P48fPN21kF5sbQUE1SmpaGOFfHxyIhIinjKXCTSFwNWUy7S+jcuqnD6dEJhoWd1dUFpaXhNTTFKdC342HLmzLHc3F1FRYcyMjZkZm5CXEhLMx1tKiryRc6vqSlD34NeCiFAfGlYXh6HhFFY6IXQkJOzIy7OFdNHRExITPw8JGQk/jx0aMCRIx8i1ohAc/jwOyhDQt5ETAkMHIIyIGCgMvyaEoOGi2NgKMPCRiEn4VXIPZGRk5XjYR+gjI6ehjIqarISlX4pMWdlboOUINhDE4+0R+k6a4LjL/HxzmN4XTSv7VqntNcEvqZ6YE2wlXx8nLA4X99eKP38evn59QkMHBwU9Hpo6Kjg4DcOHx4bGvoWtg9iXEzMLES01NSViGh5ebvz8vadOPGzKIuLg7FzKyvT8Dh3LhMP7Gg8Ll4sxR5E+kGMwANtIC9vb2bmxkOH+mPzik2hrIBDYuIiZMGcnB8x85KSUETAux69wwRIk9gjSK6oSFLSV5jD6dNHy8qiRF68qRw+REPCmmCV0JBqakrQqOqdG3IeHpgS64l4dO1aDYYb0s5RQTTy9PRv0aICAgarh1pFng4LG41mExs7VzkUuhDNNSRkhPqsaEjI5cqUY5DIU1K+RiNH+xcHRIl0Ic5AEuWligpxPEkcSUKMQInhsqgoMVyVm5vv4VERF5e9dStGIo6c9PVNXrYse9u2qKlTk776KnT06DgXF0QopBbTQZ2BA00HeJydfzm1SJxOpCm9RClikzKNCFV3lErk8tGUYp6+Siw7NGAAZhWkfM0XMmKEj6Nj2DvvYGT09OlHpk3L3LAhZeXKQm/v3F27KhISCg4r9TqRceVSTenF0ms3rlVcqkBZo7wtiDKvOq/6SnVUWRQGEk8nYoLMc5lnL59Nq0yrUD72NK9WkAEaiAHrXjRXFcQxGNG/isMDoqcUBwnEoQ7Re4lhy8dstN28GMY8MXD6dCJ6a8REdOfoEXNz9yDnITpERk4SXzjGx89DjyuOKqWnr0PniokxZVGRX1bWFvFV4LlzWej1EUARKRA+lK8FTyJbnD2bgolPnDiITvfIkanofRF9kCHQKyOLIE2iRGRUS4RI9OIokVpQYozov8XxP29vR/H1q1J2MxMBmy7D4WGvlg1/LeqOTXfuXG6tqIHAhEyDLBURMXGZ0eBiNIwwGnoZDfiwPMpomGs0zDAaVvv0WOTl4BkwaLvRXhwQRd33Gg0Hvbpsw5zDxxpDRyHcYyaIZeHh4xB6sNFEMBIHF8UBVKRqPFtUFIidIr4FFiEMcQ1JETs6MHCQOCSpzdDag5F1D7Le7WCqnZrdw8LexspHR8/w9++LXIu1Fd9Ko+EhzqKFV1fnqc24sd8mi2bP76Bbjas1NeJAS3lsbPq6dZmbNkVOmhTr4uLXu3f4hAkIJWFvvy0CiulIknIekvjO69bxJCXK3CrFsSURg8TXbeJIkghM4kiS9qiSJjaJMBT21lvBw4cnLV4cM3Nmzo4diQsXnvj557TVq4sCAzPd3cujonK2b0eAQxg6k5RUcPDgudzcIn//mpKS0vBwRL2iqMOXz57Njz2MGhUkRyMO5uQlXr16OeVkXM21mqiTh8sulvkV+hZUF/ic9Dl6+qh7pvue3D0TIiZ8Ev9JD98eYw6PcfByGBI4xM7Tro9fH4PR0Nu/N4b7+ffD+MEBg1G+euhVjO/m0w1lF88uaomnRDn1yFTMakb0jJEhI6dFTxsUOOiDIx8MODRgdszs4cHDFx1bNDVqKpaLgc1Zm93i3TZmbHSNc92Xv29d+rqwU2Fbs7eGl4ZjAgxvydoSXBKM8V6FXitTVvoX+W/I2IBgtz1ne351Pia7fP1ynvK/XKUcyxfxrhVkgAZiwLoXraAKLYQ4GQv9KErxbZq2FFFS9JeixHhMiVfhKcRK/CmSAcagRDREasnJ2Y6Eh9iXmvp1fLzbsWNfIgsePfr5kSMfRkdPDw0dFR4+Pjj4DQwEBQ0LDX0TiS0gYJCXl723t8P9B6/IyClxcS7Io3gkJS2Ni/sIcxZpTDvZfgQO7677Pe2Ssn84dsIYlLlpe9zHS727fmw0TDQahpr/qkB8i+CglAOMBnQavfEGivdTZYyjUuLl+Nz9tlKiz0GXMs7YGQNuRttZRsNGY+dVRsNPRgMCmdHLHqWHby+M+d6v53yjYZ1XF5RrjAZXo2GVp90co+Ff/v3X+DgmpCw/FOd68qRvePLy/PwDh2LmpqQs8wkejpB00Nt0eNXLxzE5eSk2e0GBh3I4dueRmBnHj38fE+eSnLzcJ2BgcPCIbcqBzO3mv5X28XFWjoH1UY5+vaaJYrOQSlNTVyknGn535Mi0lJQVISEjExLmozx6dAHCIkqEwqioqZhhaOhbmGFk5ETl2c+UkxcXI9Smpq5Akzh+fBsi3alTIQiXaDmXWsBn+tbk2o1r6E3PXj6bfCa5+EIxult0qxgWfS2eLb1YikiRdyL5dG5WpPcPedGhvjuXH48J+vmn5akx/nv2Lor3+OHHNdMily3cNOu1gHFvrR9hv7+f87dDDT91t1vzhmG3U+dVIw37uhq+GWbYb995wxBTKYZRejh1MQ13t8f0B50c3AcajN0cvu9n8OzmsHmAwdOp23eDDV49nTHs6+y8o6cpkKEMHDIEU4aOH7v5ja6Rc2ZsnTwodvmX2xe9m7Brs7v7hxFhu7/5+SOf9J8+C3f9V/a/kD++Tvl6XPi4ZUnL1HLxscVjwsagHB06elHiImSXTxI+QWqZETOjt1/vyZGTkWzeDX8X5dthbyMSDQsehn/VgQFYP8Mr/q+g7Onb0xSMvE3BqKtXV5T2XvYobT1tG3DKev2Pe36trdFWebfprJZiVmKVunh1UYdvjfGsPcbJxwllX/++KJHb1HJQwCB5OtDmCVjmNPWib9y4MXfuXBsbmw4dOri6uuLPe5uPPO1DBuJQB0IeQltVVTZyW2VlGgbEd4KlpeGlpRFIbOJLQzxyc3fn5u46fnxLZqZ7evq69PRvxEBVVW69X72ZjktdLD2Yu/O7lBVvBL7Wx6dHTy87R2NnRyUYmTtbVbypjQgegTfiAYf6d8WHbuVtS4y/t4d4rb3yVujoZYeyuzJGxLUuSmmnjBFlF0/TNF29Te/1ffxNH5dfDXhVLUUPMSpkFHqLsYfHOvo44jMxPg3PiZ2Dd1X0KBjzftT7KNH9qNMPUD52D/fv4+hpNzFgQF8vu3d9nXsZDe96dUFefM/TFuVko+0Qo+FDY+c3jYbpnqZoiBLDs4ydx5iO5NmOMho+MBqGmKY0PTvXaJhiNCzx7Ixo+K3R8LnRsN5owPA3Svmd0fCl0bDV2HnJ7XKbsTMS5B5P2w1GwwGvbus97fYfGrjGt9dPh8d9FTh4R/QHnwW9vuHIVNegoV9HTfko+I01MTPmh45eFz3r47DRK2Nnvxc01C1y0rjA1z6KmDQr7O3lcS4fHX5nZdzHH0VMWH10vlvU5NVJX7hFT1uZtHhhwifrM75dfOzLdRnrFiYu/Dr1a5SrU1fjEz/6aXz6352ze2v2VrXE5/79+ftRYtg90/37499/k/7NluNbNmVuwgT4EyXG4KlVaavWpK3ZkLEBwxi5LWfbT/k/7cvb53vS1+ekT0BRAAZ+PvEzxmzL3rY5azNmghf+mPMjZh5yKsS/yD+hIiG8NFyUx04fQ4n0gxiEYIRUhEiEP9Mq0zDeq9ALi1iWsuzj+I/fj3z/taDXxoePR2eJumBfz0+YPyly0vTo6QgW70W+h0iBHhRdbDevbkpDMvXKDp6mYyfdvRxROv9sGu+0zzS+215Tk7P30JT7NaUypuu+X0qHn5RhD1Pj7Lbf1DidDpj+KbofMM3f6aCDOn9nT9Oyenv1MMUXr55q2de7N8p+PqZAM+iQKdwMDXjNYAo6pibd71A/05R+pmd7+5qmdPZ1NtwOPeIIkJ3yT6EtRRapm0hulZ6/lHX/GcV4kV3sjL/MUyQYUSKpYNHYvHi4xbsh3i1OWuwa57oxYyN2AdoARqJpYfwXx75AuSR5ycqUlWhIHvkeISUhaCHYg5hsX/4+DKN54FlkQexKJL8pUVOwy6YemYoS/7M9fHvgPxqL6+dv2hT9/fubNlTgIJS9/HqZ3je8TRsW/9Rq6exj2kS9fE3PiozY3ae74XZGFFWotdHk6UDlOoK1YcOGl19+OVeBAXd393ubjzztg+rCR3B8FsfncnRU6ClXpKzAm92s2Fl4X1uWvGx/gel9DX3b7rzdK1NXLkhcMDRoqHj3aUAAMpV9/V/p4euMDjJec05VDcLflarsquzMc5lBxUE7cnYsOrboo7iP8EaJd9WZMTPRB2MM3nOVt+Apr/j1Hhs+Fm+goucbFWp60xRvheJt7s7PpkrMUoJXV6UXET2K+Awq3ii1/YfoD8z1Inf0PaLnMDNcXynmYKuWtnf0WOJD+S/bSlveDoXK52yl7KIdI8LlrYgpjgKahrsqr7W/NQfx2f2XeUr4EIci7ueoifbR+ee7P3urPFin1D6raXja8HGr9KwzRjve85c+vu4Ybal9rTgMIxq/k7fpH0H8F78WaApkb4W9hZe8c/gdtUToxL/YhIgJ4kgVwsfkqMn4pDE7ZjYiKf4r8W+IPIQPG0uTlyKSrk1fawpJmRuRUPHvvCRpiecJTwSgw6cO78rdFVcRd7DgYHplekx5DMLu5Qd74R682+BdTny1V6qcxoASI/GOhJVB5taWlZcrMb7mWg3iOKbBGyMmRoJPPZuKjxB4J0Tdv8v4btqRaagsEjk+WsjTgcoVsOzs7Ly9vcUwBuzt7e9tPqhCZGnk3ry9h4oO4ZPBD8d/QBvC/wn+hfCBQP1YIP6pXGJd8A+GD/cY83Hcx/jkJ6ZEid4R5ciQkfjHw/DatLVof/hnw5/GE0b1K+3AokCU6HHRfweXBGMYHzQ9Cz3xQTO0JBTtW7RylNVXq0WJFq8OYxq0fozBf2mmcrWtQuWcLfGfI4aLletviS/IxWmS11r8KSz4qI0aoRYoxTuCGC/ejPDugKfw345/e7xJocQWyDqXpX5exzbESFRfzEe8XAzgheITPDYLXoVP+djX+PSPD47z4ue94v+K+KB2D48xh8e8G/EugtGMmBmfHf3M9NHz6KdLYmYeyvfwyHQvqC4Qoaop3k8xT0Q01BqL2Jq99af8nxDItmVvQ4mmhbfCjHMZaG8nL5xEgCupKRFvoNiAKWdT8L6P4Ii2uj1nO3oF0eDxpolgtyZ1DToVzATNGE+h8aNHQVP/LOEzNHLxjclXyV9hGtGXYNFo5Ohj8LF4VswsfGJGiVfh/Vf0SSixidBjvR32NrYYoiFKzATlGyFvGG4fCXsz9E1Mg/8alIiwGINZGW4fbxP9ohgWBx5ufYXhaa+WIrrdPvzwS4Cz8xQhTDlMovTo4gjf7UDW2c70taytvXJ6nO3tr2VvT2Ma0/X2eNv6xotIZ2umvCN/KA+7O6fprJR2yqNzfa+qOxODkj7v+din2EQ9fXo4eNqP8Og/cK/z8B+ceu+y6/WTQ5cDnfsf6NH9oMPrO5x77LEbttYwYLNh4kLDmKWG+VM6z5prWPaO7cfTDF+813mGq+GTabZ4yu0jx/cWdV703VvTtgze6Ltwwc9T98ZvXnHI7efEHSu9XQPTDn5z6LPwwhD3+DVBJUEb0tf7nPTBxxg0UZRon2iKeD9EiTGr01Z7FXqhRC+OUowRU6LE+yfGo2Xiow7eUffk7kGI2Ze/T5QY/6/j/0JTRMsX77oYg49GeBWSDUoxn6jyKMSd4+eO410U/z54/xRfgKr/pOJ9o25JFjBgNeUim2/jtm/fvry8XAyXlZXZ2Njc23xQBe1hgPt/1P2qW/uJqu7X3uIAgzgSKw5L3CqVA9ri4LYIAaLXEcPiqK/4fmdI4JBapei30E2Kvg3d0vuR7+PlU6Om4nMYulL0mgiL6Bfnxs5FOTvW1I+ixEsWHF2Az2R4P1I/k205vgUlemL18xne1PD2h7dLBESPAg/Ry6KDFAe98e6GMZgMHS1yjHq4+9OET00neCZ8gvnPS5iHEovAckeHjMZ64jMlSnTJ3Xy6YSSiz7CgYVhncU6D6Bju+sAmdfJx6uPXB1sGG1DMU2znuz7QbWNKvBYPdOe1XuXo7YjNODlyMiqFj6TJysULqCFE73VWOcldJH7Rq4lPBWK8mEaMR8+HOIhPHTnVOeggc6ty0RmLM4XRO6LjPHr6KFJywmlTVkaviUaICUQfjGF8UkI/euzMsZDiYKTq6FOHsYisM0mXrtWkl8dcvFp9rDSi8lJFyqnQczVlJ8qiL18+e6oi9tKliqzigPM1xakn/SvPFySf+Ln8bGpCzvai0oi4jPU5BR6hR+cnpqzwjpgUETP7gH+/gJBhu73svfz67PDu6uHb63u/nh4Br27163MgaAiG9x16FeUeU9nnp4BBu317ePj32W602+XZ5XujYYfRdpupND12Ko/dt4e/V06n+055bFC+JP1WOYvOXRmzQ3l2pzKw3WjYrEyzUnksMRpWezl85Wm37tCAZf69vw0f91XY6K9jZi+KmLzh6JJlka6eidt3hC2P2L563/IPvZy77e1lMOJNSHy46GI4aGvwUNq7x+1WL04Pj3jvvaipUwsOHBAXTDrp41OhXB6pLDoa5ZWqKnEtAJIWA1br1KZNmytXrohhDLRt29bCxBbOFVMDlvhwjM4Vf+JDNrr2D458MDx4+LToaejvx4ePxxhkAgQU8TONKVFTMGZC+ARkAlGKEDP28FjM6vWg19UYJH4hIuLRrS+5la/AxRjx5bf4gG7v/ct5hdpS/c1IrfHaQ+V1D5Jrzyowdz5BQ2Ji3fLWPD1/Gba6B3IY9sX06OkIheiS8aEWnbr4jbR6Ym92VTaClDh/BcngbMu4ihW1EOYuzCZOBNSWeBYDyHBXrlRVV+dduFBcVhZVUWG6OszJk6ZrvoiTAvPzfzqe+X1m+sbYw3NiwmYE+rwW6DPE37uPn1fPIP/XA/2GhAWNCfYf7m109DY2/jccHgbjQYNxpzKwx2Dcj4HOGOO1x8HTw85nnbPn2i6e8+2Miwz+i/v6LHVKC1yVFLK4urqgvDwGGfTMmWSseUlJqLjjRVHRocxM96qq49qrjaB2eGBKVBBTVlXlKr88OInhixdLxVVFKivTbt7+SSm1AgxYTS45Odne3v7RRx99kCe563gECx+RRf+aeDpRXImk3ikbfrhYfBwXvTU6afyJfho9dEx5jLiiifZLbiwdH8TjKuK2Zm/Fn+6Z7hGlEeIXs6avFIsDV6etxjDGixJjTIe+TxxcdGwRPqm7xrnihbXKTZmbZsbMXJu+FolwRcoK8VsYhEXxW5g5sXNQIjj29us99YjpmBZyxqDAQRiDzPdu+Lvq72IwGcr+h0xnR4ojSeL8aO35j07eTpgeL8dr3wp7y/QD48DB6s+MBwYMFD9FFiWm0ZZYyqjQUTNiZnya8OnatLWo0Tdp32D15iXMmxAxYVb0rA+PfLgwceH6jPXYRJ6FniGnQg4WHBRlQFGAz0mfsFNh/kX+GLM9Z/vOnJ1LkpYsSV6CV82KmYXt8Hni52vS1mCjbcvetjtvt+9J36DiIOwRsVMe8MkQ1MpoL9qkXuzxfGFhcVBQWXR0zvbt+fv3p69bd/z779NWrcratCnju++yt27N3LQpa/Pm5KVLk5csiZ07N3b27Ohp02Jmzox8//2I997z69XLR7kqwR2PWh9h8HkKH6/w2W2wwTjEYBxpML5tML5vMLoZjF8YjKsNxo0G4y4lSOlwBRM79ZogYlh7RQ9xXb1Dh/qLi7Ao16tzNv5ygWIHdfj2XS5MzwYEvIopjxyZFhY25vjx75XreoQjZZ4/X4iBy5crEcXEdUZu3v4NsvZqHeql45px15OKAavJ2draLliw4MKFCw9yoTqeg6XfSrUS4nsc8Q1O8YVixERRFp4v1EbGqitV8RXxZy+f1R7aEd/yaEvtRfNEptGe8UD0gIlbwiESKRm7/pBdnZeHdo2odDohIWvLlvx9+xIXLkxZsSJq6tTYOXMODRgQNHy4X+/eAQMH+jo7+7/yiifejpQLLN26H1zTPzy7dPG0tfW0t8eifZycvOztQ0aMCB42DCktdNSoiIkTQt4ZFf3F9IjP34v9YU7k1klHjDPCf3onPvqTqMNTkpK+io93y8hYd+zYooSETyIjJyIeeXs7+vn1VkJSd/USaHc+OteKXLfDVu1pbt9AzM5458WNb1+U+JdXaW9K5uPTrdbVPcTll8PC3hY3HMNk4eFjlSt3jMb48PBxPj6OcXGuCGrJycsiIiakpn4dGTkpLe3b2Ng52dlbUWZkbFCu6GEan539r7S01efOZfLquDqSpwNttnq2a9fu/PnzD3ih69evN/crwkbtcnnaB9EDcC4zE9HEdPu2/HyUlyoqymNikGOa7mSdqzU1N65dK4uKwhILDh48m5JS5O+P4dLw8OqcnLy9e7Ea8W5uycuXBw4aFD5+vJeDg7glHIKRj6MjcknQa69FTZok7rbr37dv8MiRRvU+u/cdmExJyM7OU3M3FZSYuXfXrohoWJx/v36mxDZ0aNDrr8fMmpXw6ac5P/6Y7+FRHByMhIeyKCAgb9++3B9/zN21K2f79sr0dHFfFOU77YoLxcXYAve/ea9erbmu7CdxLTo8ystjysqicnK2FxZ6IamcOmU6zlRVlVtaGo6MUlERjwlyc3elpq6KipqKEINAk5OzEyGmrCwc4ysq4tR7mJ46FYo5nDzpk5KyMjNzc0zMzOjo6YhHIkjdvtWYg/Fu17+981q4te88cedNw+zqhLwuylG07sol7iZhnbGSmZnuWMO8vL3V1QWorLinws36rm2rftt7U3MlP5TV1Xn4E1vj0qUKVPDcuePKfVpTMVxVlYN5YjxSnTgmp97jFVvm9OmjymWcM8VrxXzM3Y9LXDUQ02CgsjIN04s7iGD+qAKWJTYvhjFPxE1sZOyO1NQVqGly8lKUKSlfo8rp6d9i42NiBNOcnB2JiQvz8nYnJS0R169p1Fe34iCiPB1os9XzT3/6U15e3gNe6I0bN+bMmWOjcHFx0V4HiwGLWiB0XugLm3stdINMg369JDS0Ch9xdu3K3bMnfNw4cVs3v169jLcvvS3uIhLQvz/KsDFjkCfiP/kEA8cWL0agObpgAcJNzOzZGH/kww99e/SInDIFASh6+nRMk7F+PeLRuaws021oc3KytmwpCgxMWrIkb/fuhPnz8SyWGDN3LqYPVO6C4qXcyUREmVu3jRMhqQH3071LSLK1NR0o6tED1QkcMiR87Ngj06YhjSG3xcyYkbhgQfLSpRkbN2Zv3Zq/fz/iHVZYfF2IPY6u8GJpKQJQdV4eBkSJP5GQ0CSUU/6uNfUN41omce4a4oK4jxOCjnIHqmB0/wUFB9D3Z2VtUu5nuly91X1S0jIMI8wpdzhdEhIyEkENyezw4XHK/VXfRnjCSOPtG47dvtXYaOPtOz55ezvWCWHi+JmTcuSsP8rDh8cqNzSbpCknKMfPxqMMC3tHOYo2EqU4xubn10edQ937t4r46OfXQ4132puM3T4iKL5C7Yn5BwUNjYtzycjYiP8rRNv4eLeEhPnKfS/6aWKog3it9nvbuqn0zsOK5m6Pa6uuUkTEe0jAiHHims+nTyeeP1+I4IVsjfHZ2duw2Y8dWxQYOAiJTdmwb8nTgTZbPb/99tvBgweXlJQ01wrcD3naBzWXM8nJBfv3Iz2gkxa3JCsODDzp43NNuW2IdkpxvOfm7a+x6oVYcy4zs8lX2vzSS8PDU1euRKwJGDDAePvWbNq7lIhYI+6Pqw092pu+GTX3MBH3vr11B1xNKcbcus+umNudx4HqxiB16dppsKpY6KH+/QMHDUKMw/ZPXr4cES193bqICRPiPv4Y4yPeew8hL3z8+NBRo2Jnz05bvTr/p58KDh48nZiIh4hEFr5SpGZU99ws8SXgBeWCNeqdJJAYystjysujY2PnxMXNFWeDqV9K3j7PrIvmq0ztLQrM3bar9pGz26FKBCDt3VprH3XTHqszP/+73C5MfJ97+25j3TRJ0ZTGgoKGI4oFB7+h5LbXsYZIb0ouHKSmST8/cb8yJ3Xlxc24xHhxCy81z2mqcCuhytOBNls9m+VK7nqxolUlq4NeuezIkXoOiijRwb9PH/T96NpDRo5E1+7Xp48IIujpMT552TJ08+cyMiri48XRr6wtW2KmT/d75RVMg5f49e6du3On+LW8CGTIZ1XZ2YgFxUFBpohw4MCxRYswIG73hhiRoBw9Sv3669g5c1JXrcL45KVLxZiYmTMxN0yftXlz1NSpxz7/PHj4cKyDafyePRjI2bkTwyHDh6shRsQdEX0O9euHEvPHHIoDAky3b0tORlkaEWFak3378NpjixdjHaKnTUPciXj3XdQx8v33UVkEmkMDBsR99BGWGP/pp6GjR8eK41KDBxtv3zxOLFEcFUPFjcq9e01bb+JErG3mhg3YOOXR0YitZ1NS8vbuvXUP4MjIktBQcRhJzqNEZA6CFyJXaWn4hQsl4vhZevq6vLzdyr2bvg4JGSnueo5S3AE9LGzMsWOLwsPHJScvjYiYkJy8HFNmZKxXvmX7Ca8tKQnNy9t7+rTpx6Fnz6aILwGzsrYUFR1KTl6Gp5KSlhQU7M/O3lpWFllU5H/uXBamxDSZme6FhV6YeWbmxpiYmXFxLsodXfuIwIfhgICBMTGzUlO/TktbnZu7WznCtz8nZzuWKL4rvHz5rCjF7wPOKZdIFLeN0uZO7b3LkEHFd44oq6qyEUYLCg6GhLypSX5d1KQo7mQqDgFGRLzn59f76NEFyuluq+XpQGWpp77kaR/0wCAPHZk2LWjo0FtfUSkPZKNEpJZhw3y6dat79EUbvLQPL+V4j/iire404llkFESWgEGD1LjjWff4kPa1Zso77pKrHaMpRajCshCDsn/4AbHmTFJSoaenOMDTwO0jss5dE8/VmhrMuSIxMdPdvSIhoTQ8HEtBgsSCzhcWSvvNGrV6IvyVlUUh94i7uz6Y5YpvbIuLg+LiXPPy9qSkrERiQ1KsqSk5cyZZ3Gq21kvk6UBlqae+5GkfdG/EGcTqecTieyKRJzCy1sTo8uPd3BA+tCEJuarI31/NH3jVmeRkRIf0detiZ8+OmDjx0IABRz78MGTkyONbtyKypK1dizTmK36ur4livr17I+UkL1uWsnIl5hkyYoSP8vWcNjzdOtKjjBfnQplynnKsCEuJnDQJw8HKUaiQN9/E3MLHjsUYzMoUm5RTv4Nef92oXGHSx9Ex7O23TeOVrwJFgEv49FPEneoHfs4lEbVA8nSgstRTX/K0D+si4khjD1GIs4ZFHhInEYsxYkD9U30ol5gwnX2Mx7nMzMq0tLKoqFMhIenffJP4xRfBb7yBVOHdrZun8psvZJdDffv69enj0707hn2dnT0RTd54I2jIEASXsDFjoqdNCx01SsSdgMGDg157LWPjxowNGyycUGUBqlCVnY31QeTK2bkzceHCC8XFtWaF1UZ0y9mx48i0aenffhvn6loSHIzodvH06dOJiags5qBuTEFsUhEWRUAUz2IMnhJnd2mDo/hyDYlQbK57qAgRtVbydKCy1FNf1tI+RC+ILhb9XEV8/MXSUvSjZ1NTc7ZvPxUWhl68ODAwfd260oiI7K1bK+LixK0tCg4ePJebiz64pqSkJDT0YlmZ+J6lPCZGLdGFoxPF+AslJWKe6NFLQkJSVq7M27073s0ta+PGqKlTk5cuNZ0c4+p6aMCAiEmTfHv0ODxunF/v3kemTk2YP1/8sBzLxWtP+vikrV5968Sd7duPLVp0fNs2lEgbSUuWoBTnF8fOmYM/TafmLFqEYQSIiAkTYmfODBw0KOyddzDnwCFD/F95JWjo0JARIyImToycPDl61qwjH34YM3euqZw1K3r69FgXl6gPPkC8wDRho0f79eqFlyD9+HTt6tOtm4+TE8IQRvr27HmrNN0Ipw+mMQ306oUpPTXf4unyMM2/b1/km+ZuMkRETctaOtD7J0s99XXP7QNB53xhoYgmVdnZarxA3Ml0dy8KDDSFnuBgDCP0iHN+MU1lRgZCz5mkJIwR5+Ei5aglpkc0KfDwQARJXbMGgSbO1RVRJnz8ePTcwW+8YTrhRvnFuzgpR/tDLW9x3rEoxW/UldLH0VH9zkicI+yjvFbMwVeMUZ71EnMT5xRrf66l/WHX3X7N3sApW/jDs0sXbMnD48dHvPsuYiLCZerXXyd99RWCILJd0uLFx774AiOPfvYZYl/oqFGhb74ZMHBg0GuvIVphR/O3ZkQkAwYsskS0D/HNiyjF6TUIT+L38OJ7FhGnLpaWFgcFITOFjxsnfuIkfqPupbnojogmt8o6ocdbE31ElPHWlLd+Ya79TbuILOL8Ys1ZxrdepSz9VlRSTtm5FbyU2OStRCvtsrSlp3bdxBLFOmtimTiJJ2DQIKwA4p3pMkXvv48YgZyB8Bfv5hYycmTklCmmKXv2VNfz1u/qlXUTpY9mPTGMyfx69zb9zv/VV01XfezXz1T274+R4mrUkZMmRU6ciHCJEoEmcNAghBjThbMHDcIqBQwYgDJQGcZr/fr0CXztteDhww+/8070jBlxH3987MsvU5YtS/z888Qvvoj76KOEefNula6uGMDKx8yaFeviEv/RR4hNaatWma7fuG3biQMHkICRhktCQ8VXh/fQnBitiEgeDFhkCdpH0Ouvmzr7QYPEJZ5N3b+4UqIIBEpY8e/TR40stx7iEjsilIi4owSLW2FCXGVRHB8Sx5A0l/O543iSphQxRfziPXTECNMVF2fMQIg5tngxMof4Wq3AwyNl5cqyqCjEgnPHjyPwXaqowJ9Xq6tFiTEXiouL/P2rjh9HYhBfI1bEx5t+tR4VhXR46yvFkBBRijFZW7aURUfn7d1bmZ5eGh6OeVampSEuIFOKS0pa2IaY5lpNjeni3Xl54gtHRFK8BH+KqCquMqAOYwL1DHFtafmMK+2t37Qlf0pGRNQsGLDIErSPer4kMvM7dnEM6dCAAYg+SYsXJ8yfX+jlZfqluvKjMHF3DhF31DOcMKampAShpyo313Qfj9RUhJ5q5bwocV9YcVSspqysJDQU8eh0YiISg/iVFqMDERG1WAxYZAnaR+Lnn0dNnSpOuE5buzbO1TVz06bEhQvzDxxIWbmyYP9+cbI24lRxYGDurl3i91bNveJERETNiQGLLJGnfRAREelIng5UlnrqS572QUREpCN5OlBZ6nn/rPS2iURERC2HPB2oLPXUlzztg4iISEfydKCy1FNf8rQPIiIiHcnTgcpST33J0z6IiIh0JE8HKks99SVP+yAiItKRPB2oLPXUlzztg4iISEfydKCy1FNf8rQPIiIiHcnTgcpST33J0z6IiIh0JE8HKks99SVP+yAiItKRPB2oLPXUlzztg4iISEfydKCy1FNf8rQPIiIiHcnTgcpST33J0z6IiIh0JE8HKks99SVP+yAiItKRPB2oLPXUlzztg4iISEfydKCy1FNf8rQPIiIiHcnTgVp3PX18fJydndu1a/fUU0+NHz++oqJCjL9x48bcuXNtbGw6dOjg6uqKPy2Pbyx52gcREZGO5OlArbuevXr18vb2rq6uLi0tnThxYv/+/cX4DRs2vPzyy7kKDLi7u1se31jytA8iIiIdydOBtp56VlVV/fa3vxXDdnZ2CF5iGAP29vaWxzeWPO2DiIhIR/J0oK2nngcOHHBychLD7du3Ly8vF8NlZWU2NjaWxzeWPO2DiIhIR/J0oK2kngkJCZ06dcrMzBR/tmnT5sqVK2IYA23btrU8vl4PWdRkVSEiImq15OlAraye9eab4ODgjh07RkdHq2N4BIuIiKgFkqcDtfp67tq16+mnn46Li9OO5DlYRERELZA8Hah113PFihUdO3ZMT0+vNX79+vX1/lrQ3Pibjdzl8rQPIiIiHcnTgVp3PeueGlVdXX1Tud7VnDlzbBQuLi7a62DVO/4mAxYREVHTk6cDlaWe+pKnfRAREelIng5UlnrqS572QUREpCN5OlBZ6qkvedoHERGRjuTpQGWpp77kaR9EREQ6kqcDlaWe+pKnfRAREelIng5UlnrqS572QUREpCN5OlBZ6qkvedoHERGRjuTpQGWpp77kaR9EREQ6kqcDlaWe+pKnfRAREelIng5UlnrqS572QUREpCN5OlBZ6qkvedoHERGRjuTpQGWpp77kaR9EREQ6kqcDlaWe+pKnfRAREelIng5Ulnrev4fu1NyrQ0REZH3k6UBlqae+5GkfREREOpKnA5WlnvqSp30QERHpSJ4OVJZ66kue9kFERKQjeTpQWeqpL3naBxERkY7k6UBlqae+5GkfREREOpKnA5WlnvqSp30QERHpSJ4OVJZ66kue9kFERKQjeTpQWeqpL3naBxERkY7k6UBlqae+5GkfREREOpKnA5WlnvqSp30QERHpSJ4OVJZ66kue9kFERKQjeTpQWeqpL3naBxERkY7k6UBlqae+5GkfREREOpKnA20N9SwvL3/22We1++zGjRtz5861sbHp0KGDq6sr/rQ8vrHkaR9EREQ6kqcDbQ31nDx58pdffqndZxs2bHj55ZdzFRhwd3e3PL6x5GkfREREOpKnA7X6eqalpf35z3++ePGidp/Z2dl5e3uLYQzY29tbHt9Y8rQPIiIiHcnTgVp9Pfv167djx46bd+6z9u3bl5eXi+GysjIbGxvL4xtLnvZBRESkI3k6UOuup7+/v8FgEKdSafdZmzZtrly5IoYx0LZtW8vj6/WQRU1SHyIiolZNng7UyupZK9+8+OKLhw8fVp9SJ+MRLCIiohZIng7Uuutp7sASz8EiIiJqgeTpQFtPPbX7bP369fX+WtDc+JuN3OXytA8iIiIdydOBtp561roO1pw5c2wULi4u2utg1Tv+JgMWERFR05OnA5WlnvqSp30QERHpSJ4OVJZ66kue9kFERKQjeTpQWeqpL3naBxERkY7k6UBlqae+5GkfREREOpKnA5WlnvqSp30QERHpSJ4OVJZ66kue9kFERKQjeTpQWeqpL3naBxERkY7k6UBlqae+5GkfREREOpKnA5WlnvqSp30QERHpSJ4OVJZ66kue9kFERKQjeTpQWeqpL3naBxERkY7k6UBlqae+5GkfREREOpKnA5WlnvqSp30QERHpSJ4OVJZ63r+H7tTcq0NERGR95OlAZamnvh4iIiKie9LcffgDIks9W4IH0KqaehGtoApcRAuZPxfRQubPRbSQ+XMRrQ83xIPTClp2K6gCF9FC5s9FtJD5cxEtZP5cROvDDfHgtIKW3QqqwEW0kPlzES1k/lxEC5k/F9H6cEM8OK2gZbeCKnARLWT+XEQLmT8X0ULmz0W0PtwQrQpbdgvBHdFCcEe0ENwRLQR3xIPEbd2q8J+nheCOaCG4I1oI7ogWgjviQeK2blX4z9NCcEe0ENwRLQR3RAvBHfEgcVu3KvznaSG4I1oI7ogWgjuiheCOeJC4rVsV/vO0ENwRLQR3RAvBHdFCcEc8SNzWRERERDpjwCIiIiLSGQMWERERkc4YsIiIiIh0xoBFREREpDMGLCIiIiKdMWARERER6YwBq+Xy8fFxdnZu167dU089NX78+IqKCjH+xo0bc+fOtbGx6dChg6urK/6s+1pz0zTktVSLuR1xU7mojGDutdwROjK3IyzsIBV3hI7MbXAvL69u3br95je/wfgxY8acOnWq7mu5I3R0PxuTO+IBYMBquXr16uXt7V1dXV1aWjpx4sT+/fuL8Rs2bHj55ZdzFRhwd3ev+1pz0zTktVSLuR2hshCwuCN0ZG5H3HUH3eSO0JW5Dd69e3cPD4+zZ89WVVUtWLAAIazua7kjdHQ/G5M74gFgwLIOeMP67W9/K4bt7Ozw7iaGMWBvb69Opvb05qax8FpqCO2OUNUNWNwRTa3eHVF3PHdEUzO3IxC//u3f/k39kzuiKdzDxuSOeJAYsKzDgQMHnJycxHD79u3Ly8vFcFlZmY2NjTqZ+s9jbhoLr6WG0O4IlYWAxR3RROrdEXXHc0c0tXp3xPnz5xcvXqw9lMgd0RTuYWNyRzxIDFhWICEhoVOnTpmZmeLPNm3aXLlyRQxjoG3btnVfYm6ahryWzKm1I1QWviLkjmgK5naEufE3uSOaRr0bXJyV+MQTTxw/frzuS7gjdHQ/G5M74gFgwGrpgoODO3bsGB0drY5pyCcMfjrRXd0dobIQsLgjdGduR1jYQTe5I5qAhQ1+7ty5+fPnd+3ate5T3BE6up+NyR3xADBgtWi7du16+umn4+LitCMb8h05v1/XV707QmUhYHFH6MvcjrC8g25yR+jtrhscGavec7O4I3R0PxuTO+IBYMBquVasWIEPiOnp6bXGr1+/3tyvPNSe3tw0Fl5L5pjbESoL52BxR+jI3I6wsIO4I5qCuQ3+1ltvpaWlXbly5cSJE1OnTq33HCzuCB3dw8bkjniQGLBarofqqK6uvqlcp2TOnDk2ChcXF+11StR/HnPTWHgtmWNuR9R9SvsSMcAdoSNzO8LyDhID3BE6MrfB9+zZ8/e///3Xv/71s88+O3HixNOnT2tfIga4I3R0DxuTO+JBYsAiIiIi0hkDFhEREZHOGLCIiIiIdMaARURERKQzBiwiIiLrY+6u2429kXNDbpcu1P1Bj4XZNvDltX4w0b59+3vbGi0QAxYREZH1MXfX7cbeyLkht0vXqpWQGnt/6IfMXzhw5cqVs2fPtvxyK8KARUREZN20d92+n4uImrt7t1athNTYa5OaC1iXL1/u1KnTyZMnLb/cijBgERERWTftXbfv5zY45m6jrlUrITX27jrmApa7u/vYsWMtv9a6MGARERFZsVp33b7nGzlbuF26Vq2E1Nj7Q9cbsK5fv/7f//3faWlpll9rXRiwiIiIrFXdu27f2xGsuvOp95z0mw0+gtXAlwu7du169dVX715bq8KARUREZJXqvev2PZyDdde7d2s1xTlY//jHP8LDwxuydCvCgEVERGR9zN11u7E3cr7r/exrqZWQGnt/6LoBy8vLq0uXLg1cuhVhwCIiIrI+5u663dgbOVu4XbrlJVqebQNfDg4ODgcOHNBlm7QoDFhEREREOmPAIiIiItIZAxYRERGRzhiwiIiIiHTGgEVERESkMwYsIiIiIp0xYBERERHpjAGLiIiISGcMWEREREQ6Y8AiIiIi0hkDFhEREZHOGLCIiIiIdMaARURERKQzBiwiIiIinTFgEREREemMAYuIiIhIZwxYRERERDpjwCIiIiLSGQMWERERkc4YsIiIiIh0xoBFREREpDMGLCIiIiKdMWARERER6YwBi4iIiEhnDFhEREREOmPAIiIiItLZ/wNnitR4oCPPKgAAAABJRU5ErkJggg==)
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