Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit275-01-20020408_204100_20020409_012600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/08 |
Start Time | | 2002/04/08 20:41 |
End Time | | 2002/04/09 01:24 |
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 | | -7.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit275-01-20020408_204100_20020409_012600-constBx0 |
Minimum Dst Value | | 7 |
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 GOES-10 for time period of this run.
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o0UP4rf3IbkN+fLchWDxATgghhJBb0rjRvtVgJ3YmJiY++eST6u+NtGnTpqamRvjhUX+t3Vq4Rdg/CCGEEG2RZwC1BzvDw8Mff/zxmJgYNeQ3mMFqRHkJIYQQSZFnAG31dm7duvWRRx6Jj483DWzqPVjy9A9CCCFEQ+QZQFu3ncuWLXv88cePHTtmFr5mzRqLpwWthV+/zSaXp38QQghppRw+fPj1119v3759E2+puoGDg8N//vOfVatW2S6VPANo67azfgNXV1dfV9535e7u7qDg6elp+h4si+HXKbAIIYTYF3//+98///zzM2fO/DbZIaNdu3b9+9//DgkJsRFNngFUFju1RZ7+QQghpJWCoerKlSu/caaZmZlPPPGEjQjyDKCy2Nl4zKbKmrs4hBBCiC2aa6iyna88A6gsdmqLPP2DEEJIK4UCq3mRxU5tkad/EEIIaaVQYDUvstipLfL0D0IIIa0UCqzmRRY7tUWe/kEIIaSV0vihSt12fPfdd3fo0MHNzS0/P7+R+cozgMpip7bI0z8IIYS0UjQRWMJz7dq1wsLC2bNnu7i4NDJfeQZQWexsPDxFSAghpBVhY6gqT0ioTEu73RQqKyvvv/9+eKZMmbJu3To1/Pvvv0dIQ/K95V17QhY7tUWe/kEIIaSVYm2oKgoL0+t0+NxSY5nOYBUXF3t6enbv3h2Xly9f7tat27Zt264rP1gHf01NzS3zbchde0IWO7VFnv5BCCGklWJtqMo3GITAKouNvWUKpjg6Oqampopbp06devLJJ728vODC35B8G3LXnpDFTm2Rp38QQghppVgbqmqvXoXGKgoLu60USktLvb29XV1d1ZAPPvgAET7//PMG5tuQu/aELHZqizz9gxBCSCtFw03ugqqqKrEHCyQlJT366KO+vr5//etfMzMzG56vPAOoLHZqizz9gxBCSCtFW4FVXl4+b968zp07w3/u3Llnn302IiIC/j179jz//PMXLlxoYL7yDKCy2Nl4eIqQEEJIK0LD92CBBx98cPDgwVlZWQgfN27ct99+q0Zbvnz5xIkTG5ivPAOoLHZqizz9gxBCSCuFb3JvXmSxU1vk6R+EEEJaKRRYzYssdmqLPP2DEEJIK4UCq3mRxU5tkad/EEIIaaVQYDUvstipLfL0D0IIIa0UCqzmRRY7Gw9PERJCCGlFUGA1L7LYqS3y9A9CCCGtFAqs5qXV22lxSsnabFNtba2Hh4eDg4Ojo6OXlxcu7zjTRhWaEEIIaWIosJoXO7GzvsCyGM3Hx6djx47ZCvCsXbtWk+wIIYSQloaGLxq9++67O3To4Obmlp+f38h85RlA7cTOBgosJycnf39/4YfH2dlZk+wIIYSQloaGP5Vz7dq1wsLC2bNnu7i4NDJfeQZQO7GzvsBq3779Aw888K9//WvlypVXr14V4e3atSsrKxP+0tJSBwcHTbIjhBBCWho2hqry8oTKyrTbTaGyslL82HPXrl23bNmihufl5T388MO4e8t8b3nXnrATOy022KVLl+Li4pydnWfMmCFC2rRpU1NTI/zwtG3b1naaNtDcBEIIIURDrA1VRUVher0On1tqLNMZrOLiYk9Pz+7du+MyMDDwH//4BwLF3UmTJi1ZsuSW+Tbkrj1hJ3baaDAoa3WmijNYhBBCJMHaUJWfbxACq6ws9pYpmOLo6Jiamipu/d///d/mzZvhycjIePTRR8+fP3/LfBty156wEzttNFh+fn6HDh2En3uwCCGESIK1oaq29io0VlFR2G2lUFpa6u3t7erqKi537dr1zDPPXL16ddSoUV9++WVD8m3IXXvCTuw0azA3N7eUlJTLly+npaX17t37nXfeEeFr1qyxdorwtppcnv5BCCGklaLhJndBVVWV2IN1XXnt0bPPPuvu7v7EE09gtG14vvIMoK3eTotbo7Zv3/7cc8/de++9Tz31FBT3xYsXRTg6BHqDg4Knp6fpe7AosAghhNgT2gqs8vLyefPmde7cWQ3ZunUrInz33Xe3la88A6gsdmqLPP2DEEJIK0XD92CBBx98cPDgwVlZWerdHTt2PP3001euXLmtfOUZQGWxs/HwFCEhhJBWRFMPVS+++OJPP/10u/nKM4DKYqe2yNM/CCGEtFKabqi6du3aN9988+yzz6pvamh4vvIMoLLYqS3y9A9CCCGtlKYbqpDyE088ERcXdwf5yjOAymKntsjTPwghhLRSmmuoosASyGKntsjTPwghhLRSKLCaF1ns1BZ5+gchhJBWCgVW8yKLndoiT/8ghBDSSqHAal5ksbPx8DUNhBBCWhEUWM2LLHZqizz9gxBCSCtFwxeN3n333R06dHBzc8vPz29kvvIMoLLYqS3y9A9CCCGtFA1/KufatWuFhYWzZ892cXFpZL7yDKCy2Kkt8vQPQgghrRQbQ1VCeUJaZdrtplBZWan+2LONbTMUWAJZ7NQW9I/gwmBDviG8KHxdxrr48vgNWRsyqzJ35+0uulAUWRKZfy4/qyqr6HxRVU0V3Ku1VxGCB4+fPQ5/bFls+aVyREP/Ri+HB5GRYMH5AqRQfL44oCAAERCt5GIJbuVU51y+dhl+pGDqXrhywVoJkctvVRkyguoVzZpUkYSmEQ2KlkK7qC2OEMTEJVwRcubyGbgIwUdcqhEIIURzrEmZsKIwnV6Hzy01lukMVnFxsaenZ/fu3c3ifPvtt4MGDWpIvg25a0/IYqe2oH+I3ik+3f27w+0X3A9ur8BecLv4dRG3egb0dDI4Ddo7CP5Xwl+B+1LoS3BdA1xNU+hiMMZ3DTQGDtg7wJhOUC81HJ8eAT2QzrDQYfCP3z8e7oT9E1z8XMbuHztq36gpB6e8EfXGmIgxU6OnogBzYud0D+g+N3Eu8v0w6UPEfz/+/YVJC/H5Jv2b+Ynzf8r+ySvea/fJ3e5x7tuyt8G/MWvjkiNLvkz7ckHSglmxs95PeH9I6JCFhxf2Deo7//B8kSZCpkRNeffQu9MPTf/i6BfeCd678nbhqfDi8M9SPoO7Mm2lf4H/phObfHN9I4ojIBb1+XpE2Jq9dXLU5NXHVo8MH4nL1yJf84jzmBk7E+l8kPgBLj9O/hiJL0tdhgjLji5D5CUpS2AU4rwb8y4iLD2yFNYhBbhr0tcgwsqjK1HOT1M+XZ+5HuF7C/auPb72cMVhKN30s+koQHplOkoSVRK1I2cHLiGF4TlYchDRokujfdJ94C5PXR5YEAg/KgSJwAqkBrt+zvsZ7pbsLSjDV8e+QqZz4uagGBMjJ048MLF/cH+3fW7GBt1nbNAXQ1409oEAYx9AGzn7OcMdEjIE7uuRryPw9SijOzx0OEJeCH4BrYYPWhmX4w+MhzszZiYeRysgZWHvjNgZ02Omw7MoeRFyR5lREpiGOFtObEEdrstchwKjwtF8uPw5x1hgNCgad8/JPXA3n9iMp/AIagANkXE2A98HKi9XwmooQsh9oREh7yDTIfUQiEv0bSH7CCF2gDUpg/8NxMiCL4e3TMEUR0fH1NRU0wh79+59/vnnq6qqzJ66g1LZH7LY2XjM+pmpMOoT1McojIKNwqhnYE+4nfWdTfVTJ30nuN0Cuhmlkn8PU+UkPp0NnVWBJYSaiCzCzdLp6t9VdS1+nPycjCn4d7MaweCklgSDvbVoQibayEhEgIhUo5kZLi67+nVVXYsfYaaIoGrT+h9RVIsFFikIpSuaA5K0fjSoH1XdimJ3MnSylpFIzawJTLMTKdiIJtIRDWEjHRHBrEvcVjqi0oTJwkazj2idgXsHwn0pzCjxIb7RDZAmehrS7xdk7HXj9o+DOzt2Nu5+kvwJFDmkJ+QpJFpudS7+L4Ysy6nOae6/RUJIg7AmZfCHDI0VVhR2WymUlpZ6e3u7urqqIUePHn366adzc3MbmG9D7toTstipLegfaZVpKadTSi6WYNTBl/6I4ojiC8UYijLPZu7I2RFXHrfpxCZ41meu/yzls59zf56fOD+wIHDJkSURpyLWHl8bUxaD/h1dGh1ZEolenlyRjDEsuyrbmEJV5tbsrUdOH0EKB0oOwI90vjv+3aLkRRjtvBO8ffN83ePct2RvmRY9bfnR5SPDR4rJlVH7Rs1LnDd+//gVR1fA/8XRLzBMfpD4Qf/g/mP3j+0V2KtvYN8Xgl/AsPpy+MsYRycemCjGVIQMDR2KURYKb1DIoL5Bfd859A6e/Tj5Y7goP1KDHxm9G/MuXIzQiIb4Q0OGIoWRYSPhDgkdoqvTl+pHiMVJkZPEsI2UZ8TMEOUxJrJ3EMqAwPcS3kPgh4kfopCzY2Z3D+g+JmIMEnTb54biIdrU6KkIhNXIdHbcbLh4ECFiQgjlF9pCZCdkxI0pwDq5JnRJrwBj4OCQwUJhGNVYoFGNORucoTOQjnj21YhXdcrME0LeiHoDMeGOjhiNup0TNwdl25C1AQ0aWhS6PHW5mBVDB1iXsQ4thVsr01ZuzNroFe/1Y9aPaKOduTuhVODiETHthKe+Sf8GTfn98e+nH5oOP2r485TPh4UNQy0ZDQ93EzXwVvRbqJN3D72L8iApuMNChwl7IaRgu5gxfTnsZVUejQgbAbf/3v66OiWtijMRWdSVmRTWmUpzv271I4gKHBhsrB+UB0l9nPQxKmRZ6jL0ENQAOjB67LbsbWpX339qv7Grl8agD6OrJ1Uk4ZN/Lh9/MlU1VQjB//L4O1LXW+GWXyrH39Txs8fFGjoC4b9et8Yq1sThESvgYqU1qyoLfvwxXr52WSymw0Ui8IhVWhsr6YTYNxpuchdUVVWpe7BKSkqeeeaZyMjI282XAovYojX2D4w34iPWgMR6kNjLhXFIbAnCXRHzlqmJvURieIMrhjeMhRjM4CJxhGMcFaPddSuDnLWNYhYLYBpZ+JGm2OoEK+Bi8IYJUKvwQ7wK7QsXQ7jYxybGdbgXrl7A4K0WGEM+HsEtUQ+iTkSxW8IGKdXY63XtherFpSiwWO9DoHBRbGGCWPJDBNgIKZNxNgMCKPl0sk+6T3hxODTQ9pztxiXRrPVibfSnEz9BwW/P3j4rdhYEHzTlzNiZ0FK9A3vfpMAMv06OWpwquzFhpkxGCrVtNnMphFrvIGOyYrlcqENoZeNcncFFZCHmBYWCH71vtIgMST0kZAhiQo7jUpX4QlMKiS8KjETE6vzYiLGIBu0OCfvt8W+hejdlbYLeRT3AcChdYfiu3F2oE/1JPVz4jV9mTvwEKYxom09sRkzcQuDewr14VkSDmkRdfZL8iWe8p/Dge87KoyshOjdkbsCXAURANLGYK9JBdpDgSGH3yd0oyZ6TeyBDf8n9BQI0uDAYf0RoKbSskIwtoe+R1o62Aqu8vHzevHmdO3cWl/D88MMPd5BvaxxA7wxZ7NQWefoHkRlINAg1KFSotIjiCOgAw0kD9MGa9DXDwoYtOLwAigd6AjpGXUcWk4i4C3d42HB1KtFsPkzEv7G4bGnt2FTJibVsi2ujYspNzMnZWBMXa6w3VrGtL+baWGO9IfuUnXYWV8NNy2Nj1dhUPopMzaKJWcYJBybA9U7wHhk+UuzDmxM3Z2LkRGg4MYeKW32D+i4+sljMfSJk/uH506KnQe19ePhDCL6v07+efmj6lhNbIPV883wRf2fuzg1ZGwILAgMKAqC2IePQptDi+E6CrxziuIaYAoS2a/h3LdKS0fA9WODBBx8cPHhwVlZW/Vs8RWgRWezUFnn6ByE2ELNrGKTFRKBY78OluvanzhribnBhMD5RJVEQavFl8WuPr91/av+SI0sw5M9PnL/txLbVx1aLExLQAQdOHYAbcSoC8kJ/Ug99sPnEZmgFxIffK95rWeoyXO7KM842iWMWwQXBuLsz2ygjduTsWHVsFW6tSls1OWryoqRFEC4zY2YK2QeVg0tx2kAIGqEFX933qjof1iewjziyIOSUWFAWhxuEOzhkMJ59MeRFfPoH9x+3fxwuoWnwFFydstAMf7+gfiIdoSaHhBin2UZHGOfkRkWMgts3uG/9GT5TRSh2Xpp9bmzrVDSluhBsTTgKPWcWTez5E/JXlEpMAfYJ6mPcLRDgOjjUaODb0W/DnZs4Fy60NeKg/qccnDI3fu77Ce+jCb44+gX03PKjy8UcIUSeT7oPhKDQeRB88xLnIT7aCw2BpkHloHWM7Z4fiOZGl4gsiYSLHgJP+aVyCD4IOzEpLiQ+z0TfMXyTe/Mii53aIk//IMSeELuyxGo4lJ/wiDOVYlFYrLEiRGzhQgREE5di5U7sCROPqBM8QgGYumIhXiw6wxVr0OIpsyVdJJJUkQQP5EVAQQDk5vLU5dtytkGIrExbKQ7wQt5NipwEWTYmYsyEAxOg5xYcXjAyfCRETPeA7h7xHn2D+k6Nnorwl8NehuDDJVQgFNWkA5PU+bChoUNNZZbpuRCxYnvLKUAbB2JMD9bYEHymB3TMzpcIwScOW4hdksLtHdgbHuN+xINvDQsbBpEHF3INem7F0RUQbdDWUHIfJ3+8Im0F7gYVBkHhiVfnoJKjS6NR8wnlCdD9+KgvTLleNz8n2kv4xdQdPur2g+t1a7Wmq/NiWwI8os+Yvjqnpc35UWA1L7LY2XhsTIcSQkizo870qHLhep2mFMM/lJzYlZhyOgWawzfX98jpI1uztx6uOAwxF1oYCrGyPWf7ouRFUDAfJX0Ekbf0yFL1BMaipEWQerNjZ0PJjQgfMXDvQHiGhw03Hj1RzqZAC0JdTTk4BQoPqg6RIYwQE5evR72OaBBJuroXzVicuhPLweI8tY1NfjZ2AYqlW7GYKxasxbFi8f4UdU4RehTl8YjzQMwZMTPghyQVB30g6Yzb+xQ9+lrka3DF+1bEZkHxxhwxCYpLyFy4EyONB4ZeO/CaWDRHUgh5P/79adHTVh9bDReK2T3OfWfuTu8Eb7H9ceOJjZCARi1YFo+GKL5QHFwYjCZD64i3HgoFL1w0IvScWMaFEK++Ui3m/MKKwkRTIvBY5TFDvqHiYoVxJ9/VC2LyGEPVlWtX1HMhZv2k6aDAEship7bI0z8IIcQMda7OVMkJ1JOe100GcrNZouvKRKA6dQcX+gDujpwdyaeTITsgDpanLoeGWJi08PsM40nbmbEz345+GyLPM94Tcu2Dwx8Yp+7iPKCEJuyfAK0zIHjAjcVN8TZB5aU5QmBZ3ORnusZq8Q0pIoLpG1IszsyZ6kJnwy2OfVh808qNA86KXBOrtINDBiOvAXsHwFLIQQg+8Qo9Xd2xD2Gd2Yyj6RSgSAfmY6hCfW7M2vhj1o++eb6bTmzSn9Svy1i3t3CvWILfc3JPVElUSFHIgZID+MCDhoB7qOwQRGF8eXxQYRAaBXGgxdEu+ECOhxeH4xINdPTMUUSAu//U/rQzaUmnk6Dz0KbIFxHQoCeqT+zO211wrgDiL7sqGy7Sl2cAbfV2WpxSqq2t9fDwcHBwcHR09PLywqXt8DvItLHlJoQQ0jjUzfhC7YmfScAQDjesKAwjunhRCCQF1AAkhZg08k7wXnVs1fj947869tWofaPWpK+ZcnDKiqPGFcYVaSvwmZ84H4rE+E7mEz/Nip0FqYFHtuZsXXJkCVJAmquPrf4592eoQLhe8V47c3YaD6ie2PRa5GsLDy9EypMiJ70c9jIU0piIMZBHk6MmG6fuDoxXlz7VmTAhjMQWPSGzbByzMI1mtmIr0hFST5yl7erfFUMVSlv/sz5zPVyIV4t31Vsi2ncZ39WPIAItprP04NK297UVVqAGdDe/3BEfeQZQO7HTrMF8fHw6duyYrQDP2rVrbYc3MjtCCCHEDKH/xKye+mYc9UcUyi+VizfaQAtmnM0Qa7XGqbuCYGg7qBaoOvHzG3ADCgJWpq0Uv0KRfDoZkVPPpEI1xpbFIhAepIA4CITESSxLRLTIksj7/nDfnpg9oUWh+07tg7v75O6Yspg9J/fA3ZGzY1/xPkhP3zzjsZLNJzZDU8KDlCGeAgsC4UeySG1n7k64P2T+gMj4IBoiiEAkBdc31xcuwoXA+rfbvx90flBMsAmBJVwh/iiwWh9mDebk5OTv7y/88Dg7O9sOb2R2hBBCSEtjwoQJY8aMqa6uthZBrN5euXal9notPsJz4eqvry0UGrG6phq3Ll69iFvGV/4qEUxd8UOr2aeyPed6Ov7JcfuB7eLgcMH5Asiv3Gr884UEjCiOSKtMk2cAtRM7zRqsXbt2ZWVlwl9aWurg4GA7vJHZEUIIIS0NjHc9evS467finnvucXFxOXz4sO1SyTOA2omdZg3Wpk2bmpoa4Yenbdu2tsOtpWmDJjCCEEIIsXPkGUDtxM67OINFCCGEtHjkGUDtxM67uAeLEEIIafHIM4DaiZ1mDbZmzRqLpwWthddP4bayI4QQQkhDkGcAbfV2WtwaVVtb6+7u7qDg6elp+h4si+HXKbAIIYSQpkeeAVQWO7VFnv5BCCGEaIg8A6gsdjYeniIkhBBCGok8A6gsdmqLPP2DEEII0RB5BlBZ7NQWefoHIYQQoiHyDKCy2Kkt8vQPQgghREPkGUBlsVNb5OkfhBBCiIbIM4DKYqe2yNM/CCGEEA2RZwCVxc7Gw1OEhBBCSCORZwCVxU5tkad/EEIIIRoizwAqi53aIk//IIQQQjREngFUFju1RZ7+QQghhGiIPAOoLHZqizz9gxBCCNEQeQZQWezUFnn6ByGEEKIh8gygstjZeHiKkBBCCGkk8gygstipLfL0D0IIIURD5BlAZbFTW+TpH4QQQoiGyDOAymKntsjTPwghhBANkWcAlcVObZGnfxBCCCEaIs8A2gx22kHl2oEJhBBCyG+PPAMoBVZD4SlCQgghpJHIM4BSYN0JdmACIYQQ8tsjzwDaPALLGk2UhRpeW1vr4eHh4ODg6Ojo5eWFyztOX6OSEkIIIRIhzwBqnzNY1rLw8fHp2LFjtgI8a9eu1TZ9QgghhNhAngFULoHl5OTk7+8v/PA4Oztrmz4hhBBCbCDPAGq3Aqt9+/YPPPDAv/71r5UrV169elWEt2vXrqysTPhLS0sdHBzuOH1tCkoIIYTIhDwDqD3beenSpbi4OGdn5xkzZoiQNm3a1NTUCD88bdu2tfG4jb1i8vQPQgghREPkGUCbzc6UlBRIn/vvv7+pVUteXp46U8UZLEIIIaQZkWcAbTY7O3fuvGDBgvPnzzd1Rvn5+R06dBB+7sEihBBCmhF5BtBms/O+++47d+5cEyXu5uaWkpJy+fLltLS03r17v/POOyJ8zZo11k4R3laTy9M/CCGEEA2RZwBtNjv/9re/5eTkNFHi27dvf+655+69996nnnrK29v74sWLIry2ttbd3d1BwdPT0/Q9WBRYhBBCSFMjzwDabHZ+/fXXQ4cOLS4ubq4CNAZ5+gchhBCiIfIMoM1mZ6s7mteKikoIIYS0TOQZQGWxU1vk6R+EEEKIhsgzgMpip7bI0z8IIYQQDZFnAJXFTm2Rp38QQgghGiLPACqLndoiT/8ghBBCNESeAVQWO7VFnv5BCCGEaIg8A6gsdjYeniIkhBBCGok8A6gsdmqLPP2DEEII0RB5BlBZ7NQWefoHIYQQoiHyDKCy2Kkt8vQPQgghREPkGUBlsVNb5OkfhBBCiIbIM4DKYqe2yNM/CCGEEA2RZwCVxc7Gw1OEhBBCSCORZwCVxU5tkad/EEIIIRoizwAqi53aIk//IIQQQjREngFUFju1RZ7+QQghhGiIPAOoLHZqizz9gxBCCNEQeQZQWezUFnn6ByGEEKIh8gygstjZeHiKkBBCCGkk8gygstipLfL0D0IIIURD5BlAZbFTUFtb6+Hh4eDg4Ojo6OXlhcs7S0ee/kEIIYRoiDwDqCx2Cnx8fDp27JitAM/atWvvLB30j5wdO7K3bi0MDk738TkVGQn3zNGjebt3V+flFQQEVGVlnU5JgXvlwoXzRUV45FJ5Odxrly9raQ8hhBDSqqDAsk+cnJz8/f2FHx5nZ+c7Swf9Q79ap/fR6d/X6T/XGaZ10S/SBbzlqvfSBUzorp+qM4x00o/S6Yfr/F/uZhjVOeTVofpXdIdmTPMb4Rz/vlfAcNeYmdODhw48MGHc/nHjwt1GHpg4MbBXrwRv76C+fZMXLQodMuTIJ5/sHz8+cd48BCYtXJjx3XdHliw5sWVLvJfXyd27ESffzw/hkHQnNm2CpCsKC8s3GEoPHcpYt64qMzPX1/d8cTH034WiotLo6OqcnHP5+ZB6NVVV8NdevSpkH/Tf9TrZR/FHCCGkqaHAsk/atWtXVlYm/KWlpQ4ODneWjlFg6XXqx7Bb8fzcyej6Kv7dOtMI+p2Ku8kYwfCDEu1HJeZPOv0GnX6zTr9Kp9+i03+k02/U6T9w0n+jM7zfSb8Sfp3+Q51+rk4/W/G83knvrTOM7qqfrvN7xVnvoTOM7wRXP02nH6fTT9EZXugMYRc4oLf+JV3wwP76wbrAvq76fjpDNyd9N53eWeffvSs8IUOH6rvoot54Q6/THXzrLT8Xl/2jRwf37x82YkTkxIkQfLGzZ0PkQcaFDRuWvHgx/Ic//DB62rTkTz6BnsOnLC5OTNdB1V0oLYW8g4CDqqtITi6OiCiLjYWMK09IQCBE3qXycgSq2q4yLQ0huLx85gxU3cWSElQpYl6vm+eD+EM4xJ+p8hNakBBCSKuGAss+adOmTU1NjfDD07ZtWxuR77JJ+F63sOBhoXuH+hmcw8JehmYK3TsMbmBAH6OKMjjdJLD2dIbrt6eL6ur1nW6KcCOaosB2O6l+84+i2ww/KxF+7mxBye1SImxRbm1Qov2kpLND0XO/KDIOrk8nuIZlnRFu+LSzUeGtUHTeOkXwIc4CRfPN7Kz/XOf3dhf9xzr9RJ1Ryb1plHHGKboxnaDq/EcZp+uCX3lBP1oXOKg39Jyhp5O+t07fQ6d31ekH6Pz7ddW/ogt+sb9+qC7kpSG4tXfAAOg8Q5fOfs7OEHZB/fpB5IUNHw73wMSJcCPGjoUb/MILAd27B/btGzp4cGCvXvvHj0fkpI8+ihgz5tjq1XCPfvHFkSVLjq9dCzfB2zvtq6/i3N1zduyAvyAgIG3lypKDByEES6KiIAQRciY1FVIPMg5+yDjhlkRGwj17/DhEHgQf/BBzpnN7uIUQ6ELcRRx81AgIafoOSwgh9gYFln2i4QyW6q+pMQ60587l19ZeLS2NrqmpLimJrKo6UVgYDA8+ubm+ZWUx6ek+8KemLi8oCExMnH/ixKbY2FnJyYvj4uYcOjQ9Ls5r375Rhw/PDwzsFR//vp+fS0zMu3DDwobBDQjoFhDQA6ItOLgf1NLevYPgBgcPgBsQ0NMo2gxdbsyl6RUl59cVrr9fd+WWkwWhpsg7P72z+ojFj0HRhYZdXawKPl9FEW5Tom1VIuzsZNR8u+qUnzKrZ9iklGqDkH1GbWecuvtBp9+k03+h06/XGeZ31n+j83uvi36lzm9OJ/1ynd5Lp/dW3GmKsBtrdA1uzvrpOsNLLvpJRvUGPWeUcd0Ut7MO6g2iDdouoEcPfT+df1fjXJ0xvIvi6owTeMZbUG/9+wsNB9e/WzfjLScnPGtwchKBka+9pgq+vS++aIzWtSvuGjp3htqDZ9+rr8KNmzMHSaV8+mnsrFlQeHCTFiyA4Iv38kpbtSp62rSM776Lmjw5a+NGiL+sTZsS58+HOoQoTPfxKfD3h1scFpa6fHnF4cOQhlXZ2fkGAyRdaXT06ZSUiqSkorAwaL6y2NirFy6UJyTUXr2KcDHnJ2b4IPIQKKRefRe38GncXwwhhGgMBZZ9ouEeLO0KZQFoNbhXrhgnUSDg4Ll27fLFiyXwVFQkIaSoKAxuWVns5ctnoO0uXSqvrEwrL09ASHb21lOnIlNSPisuDj9yZEl+vgH+rKwf4eJz9OjKuDj3Y8dWHzw4JS3tq/DwkdB8kHHx8e9FRU2Oi5sdF+cRHT3twIHxEHaRkZMhiQ4cmKjouYFG0ebf9Yb2UiSdv18P46Sdfy/FL27dJNeEehO3/A3dlBBLQu2G4HOxGkGRd367jIrQ7xdFF+6qm8BTxJxhu9BwSkbrjMrSsNHJGL5ZmZDboog5X51hRWf4DZ+46Dfq/Ba46L/WGeZ1Ns7PeStKbpZO/5pR1fm92gVKzh9K7g2d39Auxu100HODlE8fnf4VncHZCX7/Ht30w3WGbl2MM3Y6EyVX9zEKvjoNZ+jUyfTWjQguLnADe/c2uj17GqN16WIaQSjCkCFD4Ia+9JJRFw4YAG0X4Ooa6OqKx0NefBGXQgsefOstozqcNAnhoUOHQvyFDhkS9eab4SNHQvbtHz8+e+tWiLyikBDovMK9e+FC2OX6+p7YtKkwOBiXZ44exSUEHPQcBJyYulPXasWsnljSFRru8pkz15WFXUTAh7N6hJBbQoFln6xZs8baKcLbanIZ+gckHVxIN7hVVVnQfGfPHoeegx8fqLrS0mhovoKCgKqq7KysDdB2aWkrT540wM3IWJedve348bWnTh2AW1JiFHz5+X4JCd4nTmyKj/eC8jt0aDqU3KFD0/buHRQbOxN6DiEQRlFRb8AfEjLEYHDy83PGx6jhAnspU3cDFanXT52lM/v4+Rmn6wL8lak7vy7WZub8lTTVab/6Us9fmdsL0Hc3kX2dTSME7DZOHAb6Kspye3coOb8tzoafOxm2djIKu586BXzbXb+9U7DPAP1mXchXg/Tf6wI/761f0cl/aVfD3E76+Z0MU7tAyQW91Uc/Uxc0rr9+si5oeC/9aJ2hfxejmHM1zrfpe+sgnowTb927q2LLGFJPqBk6dzYqOSWaxQjiI6TeDcF3czSRgshCTNqJeT6EQMkF9OoFJYdi7Bs50qjklN17UZMnI5HQYcOg5xAnsE8feA6++WZQ376J8+bBPbJ0KVTd0RUrDk6ZkvTxx/FeXvgkL1qEy4zvv4+dNSt7+3aju21bgrd31saNKZ99lu7jAw9c6D+4pZGRaStXlsfHZ6xbdzo5Od9gqEhKguyryspSt/TBjy4q5vbE7j3cEoJPbOnj7j1CWhQyDKACWewU1NbWuru7Oyh4enqavgeLAqt5MZu0u65oO3gg6aqrc+ARU3fFxRHnzxfl5e0+fToZ0i0nZ2d6ug8kXVbWj4mJ87Ozt0ClZWdvh5LLydkBNy1tFfQcPMnJi3ErKemj0NAhSUkLlaVYLyi5AwcmwsWl2DYXENBd0XAvKHpugDJp193C4umNyMr6rF83a0pOqEN12s+C1FNuBQX2Ncq1gN6K7LuxbutvcIEbGjDUsMfpQNAkvz1dooPfDvq57yG/d0O3DIncMXH/j+P2bRgVs2lG+LcjkrZ9FPb1S0nbPg79cujhLQvCVg+PXTcz4rPRBz6bEPbpyKDFfSI+HO33nnO49wj9x7q9swfqPXQBb/Ywrrq+42Rcb52q83+1q36KLnBkL1wGDO8N12+wC2Sffqgye9dP0XyDIfs6GafuINF6K9NvfZRJOyEHuxkVoVGudb5p6k5vaeruhiIUUk+JbP4Rgk+RjFBvYpXWNIIIDBk82LiHb8QI4wzf0KFihk8IvoCePaH/IsaOxWXC3LmhQ4YcXbkS2i5t1SqouuRPPjmyeHHi/PmZGzbAPblnD5RfUWjokSVLikJCoOrydu8W67nHxQHezZuhDvN8fePc3U/q9Qg5qUQ4sXHjiU2bEC0/MBCXZdHR0IVliYkIgSJEIuWJiSWRkaXR0RCC8FwoKioICLhcWSmOfSAQQvBcfj60IITg5TNn1BO+kI/CRYgIhyvOhYgIwhWTiGYHgXki2M4Qs8jiu4Rw0fqiq4g5ZtExRJ/RCvH9pCmQZwCVxU5tkad/2Ddilg66TazAqkoOqq6wMBhKLj/fcPZsZm6ub2npISg2eEpKorKztxYVhSUnLyouDoe2KygIhFbLzFwHFwIuLs7j4MEpiYkf7Ns3Kinp46CgvocPz4duO3ToHbihoUOh5yC8bkiroD6KnuuvyDXX+musdULNxdqknalQCwx0VfwWBJ+pfPT376Gvfw5DyTcwwDgnF+RvLJW/obvp1J3fHid16m7vbuMuwJBdLxpD9vTU7+lk2O1s3LG3p1Pgtj4GX6eQjS8ZtjqFfz9S/22n0FWD/VY6BXzm6vd5V3yCPnrB7yPn0LlD9HN1+95z08/ShbuPgNQLerevYVYnv+nOhrec9DN1/mOV8xNjB+jf0O0dNUg/Thf4Uk/49SOUzyvKWu0oiLwuEH/GiTdXRYENUqReD8Xtomg+nfHSKPi63FiQFdrOfK1WEXliAs/PouBTZKIQeTek3s3pmE4iijXfG/qyLtqNOUJlIXjvoEGqG9S3r8gUt1DCvcrEYbibG9yIV181Csfhw8XuQNxFtMBevYyactgwMYlonFCcMgW3ENm4KDx0aNjw4UgTQjB85EioRuRyZOlSxIeg3D9+fNycOfvc3HArwds78rXXcAv+o19+uW/UqNQvvkAIpCekZNKCBfBAiWasX4+kTmzZAjdbcSFJkxYuhJqEyoQne9s25JK5cWP0tGkiQvbWrcZzJ6tWIR14khcvRuDhDz+Exj321VcRY8bgFkqS8tlneCRx3rx4T89D06enLluGy6PLlqE8KIkxwqefolQoA0oV9frrMdOn4xKlMtqydKnRrsWL4UcuSPPQu+/Gzp6Nqkj/+mvjeZdt2xCe7+eHXAqDglDa3J9/ztqwAZ+c7dtTly9HIG6d2r8f/pKDByGIIXmhlXN9faGGIYJLoqIQeGP29MiRnB07zqSm5hsM5QkJEMpFYWFF4eFI7ZQyyVqiuPAjMtJBdriFmoHaFhO0QpqjVLA047vvoOlTP/sMpsHk1M8/F4bDOtQMjEVSsEg00MGpU9GmaHTxXQJxjB1jzBj12wW+nwR062b8UtGnDy7FAfCUpUuNx8A/+ggpoIaRET7woMOIlwElzp2Lby8oBpI6/NFHqLe42bNjZswQEVCr0e+8g9QQgk6FthPhSA3tgoZA4iKdpI8+QgR0AzwS6+6O4qGlEA2NeGjaNGNGH3wA9/D8+cY+OWsWWu3AhAnyDKCy2Nl4+FuEpJGo83PiI5Zci4sjLlwohno7c+aosn/OuKh64sSm48e/S0n57PhxH2W33KqIiDGQdIGBvaKjp0EnhYS8CNdgcDFdPIV60/96+qF7nbT6dY01NPQluGFhw5QIvdQ5Nn3dpjoh0cQibJ0Ou3lT3Q2h1kOVfVYUoenUnYVNdWIBV2QnUjPfvadkFBjY+1cBevNUojiBEWQwTv6F+RvtCjEMVoRgV8Puzn67nf12Gz1Bvn0g+0K2DdLv1oX88KJ+oy5wZR+j4Pu8h98iF79FzgHv9dQv1AXPHgDBFzJziN5LFzxlgH6Szt+th35CZ7+xXfxHdDeM7rx34ov6ybr9b42B1Auf+AoUXtCwFyDy/Fy7GLoa34FiFGfOxvmzX5WTMuCZ6TAhzoQCE2LL8uY8oeSUCHpLilCs8NqaAhTpKFv6/G6e/KsvHEUEs/1/9SPciGaxPCYzjn4W0zHZdChcyxFM7LI492lajbfMSOxrtKiYxbOiCcyksGkNi4nSG4rZUjXeaFDr6TSwAk0Nt7wNQAkUNWxR4t9eBSoRLH+X0P36leNGOtZ7zo0C22gIJR2zHijPACqLndoiT/8gLRAh1OCKAxDV1TnXrl2uqEiCW1YWixBINzEVV1mZJo5BwMUtsZEOz6rHI8SmutOnU5AIpF5VVTakXlVVJtyzZzPy8w2nTydD7UH5nTy5Jz3dp7BwL3Refr5fXJx7dva2xMT5WVmbjhxZkp6+BoowLW0l/Pv3j09K+giqKDHxA2Vr3Ttwoe2CgvoGBvaxpAjF+YnuQlcJSScu8Yji9lblmpngE0JNaEFVLN786aRO/tmYAhS3xJpvXUlu2qInVKDp2vENhWpwDgzo5e/fLSx0BLRs7KE5AYbuiXHzAg29EmLfC/EbejD8rf0B4w4ETogPfW//7vFpB1fs3zUuM3Z95LZJWREbo3ymZBi+j//h/dRtyw+v/TBm9Yzjm9fGLJuRp/8levnbJ/12x3w+M2+Pb8ySWWnfrUr96jN8Mjf9kPTFR7k7d8a/7wH30Ix3M9evPzhlSuqyZYemT0947734996DJ1aZLTj84YfGGQhl/iBm5kyERE6cGPXGG8ZphkmTxESX8RXHynwGIsB/YNw4hEMphrz4Ii5DlVeoiHO1YsIsfMQI43xJ795QkMZ3qSgzagcmTIACEK/Wixg9Gn48HvzCC8EDB4YOGWJMXJkLiffywrMoG0KilO16YcOHh738MgoW7uaGW3EeHmLaA348gvDot9/e5+YWMWYM4iOp2DlzjDMiCxYY3Q8/RISY6dPDR448MH58+CuviHSMxz7Gj0dJ9ilTgCiD3uQg8I2NhooIRtb6uqkgMfuofm5EU54VuxKFGvtV8SiqQmxVFLV048Sxi4sxI+VgsjFxZeU6UjmGgmo0LluPHi3eUIPcYdE+xfCY2bNRJ/Hvv48Ih959F8mK4yn7Ro2CmWjQHF/fI0uWFAQGGle09Xq4J7ZsSVu58sTGjWI2EZfJixYdWbrUOLGk1E+cpydcVB2MRUb7x44V+yPDhg07+sUXxunAxYvRfNFTpxrrDXm9+qqoT7jpPj5opvQ1a9TJKnSM/fiMH3/o7bfFmxGNk2TKWxKTFi6EGzNrFtKEpQffegselBBppnz6qXFG7dNPjUdtFi9GYdCs8gygstipLfL0D0Iag+nWOug/8Tl/vgguVB1cqDp1WRZS7+LFEtyFLoRbVBRWXZ0HqVddfQIi78yZVESGQEQ4PiUlUQgsKNgLkXfypD42dlZe3i+pqcvhQuRB6qWlrUhKWpiZ+QO0YEbG95GRr6WmfgHZFxMzQ5kCHBIY6AqPWKUVrz4Rgi8oqF/9GbW6Rdi+qrSqt8b66zGLOiVnYepOPCUUof+N0xguN2fUXRWdN09JdkVMg8EFBUYikZGTcBkXNwcmJCS8h/LHxMyGjbGxM+LjvQ4dmp6RsR4eiGCYD0EMWQxxnJW1oaAgEHIZVQfpnH/SD7WKy3PnCgryAy9cKEYIWqGy4lj12Vw0QXlJolG1n4xF8wn3dEEK2vR8efHVSxeuXKy+fK5S7CHDrYtVFddNDpnWXr2KOOJdIabnDMT+MPECEXWvmNllIxGnWcUeNdNX2SFE/TULBOKW+uqT8oQE8Uo8RECIeENeWWxsTXV1cUTElerqorCwC0VF8FempZVGRyMCLEUE8SzciqQkuAjBg0gE7uUzZ1AzyELUiXDFnjlRPxYN13b/nJqLaXZ3nI5WyDOAymKntsjTPwixP1TBJ7bfnTuXbzoFePlyZV7e7oqK5JKSyNLSaLi4rKw8prjpkCOQhunpPlB7x46thmRJSfkMSu7o0RXR0dOOHl0WHj4SIaGhQ6D8oOeiot6EPyRkMHQSJFF4+AioJcRRVN2L9QWW6QSe2TJu/Zk5sd/OotS7eWbOwq67uox+nZkTWlM9fisiBAf3VQosiv2KkH0oM0zDU4GBvQ4efFORd9ORfny8pzJzOTcsbBhqA4bD0sTEDw4enAKlm5DgDamnvDvGeKA4K2sTZF96+hox8ZmTsx1uYWEoVHJ5eQIqtqIiEUIQSho1X1AQUFp6KDfXF5o7P9+ANkL9ixV2iHK0XXV1DtoR0hyNCD/aFwKxmfsZsYI8A6gsdmqLPP2DENJIxDQeXOg54/TP+SK4yqRdpXKKIqOwMFgoOciIU6f2Q72VlkZCvZ06FQHxUVgYBH929k5lWm5lZuZ66Lnjx3327x8PdbJv3yhoO0iZmJhZcCMixoSFvQyVI35eAnHgIlBft5VNXWMVnrpdd/0Vf8/6a6N1U27d9HUb+8xWaW+WazYEXydV6tWdw7CQjrgl1pEtHuCtW6sdqOpCs1MdgYF9FJNfhRsd/RaSio2dAwMjIyfGxs6MjZ0VF+eOCoGYQ9WlpgpB/DmqLi7O89Ch6VB+qH9FBfqjtsvKonEJeY2mgZKDtoYLYSfOOAslB2EHV/hNT0CjlSHl4YoI4kgNnm22jthikGcAlcVObZGnfxBCWh0YyzGui5fYQRBcV15lJ2bpcInxHmqgsjIN8u7CheKiorBz5wpOnNhkuusuN9cXkkJZUtybkvJZQUEgVF1+vp/yKxRboEIgSpKTF8ETH/8eNMrRo19GRU0+duyrvXsHJSV9HBY2LCbG+KK72NgZ4eGvBAX1DQszzoHt2+emuKOUmbCXIMUCAlwh8pRXpfRRAofADQkZosyo9ao/oyZUlzj9IPbMGcxfaNdZnResk2hWX25ct7HPhiI0zc5VFMPPz1kpuVHqiSMjERGjlRm+kabv8Nu7d6A4OKxIvSliPyJuQfxB+MK/f/84Rd4tg+ZLS/sS1ZKZuQESMCvrB1RdcvJiVC8qPD39Gwi+3NydaAJxchmyT9Hf+/LydovfC4FGLy9PzMnZIQ41nzypR+STJw2pqcsRKLZR4tbx42srKhLhLy+PV35cJArRoN3hRyCaG4mLvZWlpYfEZC0eKS01/hIJWh9J4YO8EIgUEL+y8qjipotZXpQEfQxPwYPuhEB0NnQwyEqEiBdiw5VnAJXFzsbDU4SEEHIHiMkbIfXOnj0uxJ9wxbY8sVYrjmtgeL569UJxcQTulpXFnj9fhBAMzNCIYtiG+DtzJjUjY11FxWGIgLKyeDHqQx0KaQhFePLkHugMjP1QLeLgRUzMbKg3fA4cGB8c3D82dmZgYK/ExA/EJjaEHzr0LsLhCQjoBhkkDliEhAxSZ/isvNy4i/7X7XS3PGahvLXYYPFc7a8zhRYFn+m79ywqS3Fpqiwtvmz55jnCbnorU5IiCxHNouHiWXEAxeLcp7+/s75uR6M4FyKmS5GdPAOoLHZqizz9gxBCJEE9kwFtB1fs6ILIgzSEhquoSISqKyjwP3ZstfKrFbvg5uXtFscs4Obm/qzMRa1C+PHj3x45sjg2dhY0n3LY9geIvMzM9YcOTT927Cuh86Ki3oiMnBgWNlyZ3HpXeVue8dcsIiMniO16EHkQKNA6UFd15zCG6+vet1L35rybBJaYUdu/f5ziF9F61UVwVpVTSMiLSjqD9XUrrXq9k5iZE2JIbBAU0cTmPPG46hHSSpTKbPdenWQUL4jpU1+oyTOAymKntsjTPwghhDQpYueWQGzSUs9hQPOJ1yDDI2b4yssTxDyf+Dnas2ePw19aGn3uXH5xcYTY5Hdd2RkmHhFvcsEHqlHsISsqCrtypRqPqCc8xA/aImuxQRCueNkyXESDK5b2kEhVVRY8KINY9bt8uRKpXbxYWlAQoO4mxCc/34CY4kXN2dlbz5w5Cm1aWhpz/Pja/Hy9PAOoLHZqizz9gxBCCNEQeQZQWezUFnn6ByGEEKIh8gygstipLfL0D0IIIURD5BlAZbGz8fAUISGEENJI5BlAZbFTW+TpH4QQQoiGyDOAymKntsjTPwghhBANkWcAlcVObZGnfxBCCCEaIs8AKoud2iJP/yCEEEI0RJ4BVBY7tUWe/kEIIYRoiDwDqCx2aos8/YMQQgjREHkGUFnsbDx8TQMhhBDSSOQZQGWxU1vk6R+EEEKIhsgzgNqnndZmm2praz08PBwcHBwdHb28vHB5x+lrVFJCCCFEIuQZQO3TTmvt5+Pj07Fjx2wFeNauXatt+oQQQgixgTwDqH3aaa39nJyc/P39hR8eZ2dnbdMnhBBCiA3kGUDt0060X/v27R944IF//etfK1euvHr1qghv165dWVmZ8JeWljo4ONxx+toUlBBCCJEJeQZQe7bz0qVLcXFxzs7OM2bMECFt2rSpqakRfnjatm1r4/G7bNLkpSeEEELsDnkGUDux04buycvLU2eqOINFCCGENCPyDKD2b2d+fn6HDh2En3uwCCGEkGZEngHUPu10c3NLSUm5fPlyWlpa796933nnHRG+Zs0aa6cIb6vJ5ekfhBBCiIbIM4Dap53bt29/7rnn7r333qeeesrb2/vixYsivLa21t3d3UHB09PT9D1YFFiEEEJIUyPPACqLndoiT/8ghBBCNESeAVQWOxsPTxESQgghjUSeAVQWO7VFnv5BCCGEaIg8A6gsdmqLPP2DEEII0RB5BlBZ7NQWefoHIYQQoiHyDKCy2Kkt8vQPQgghREPkGUBlsVNb5OkfhBBCiIbIM4DKYmfj4SlCQgghpJHIM4DKYqe2yNM/CCGEEA2RZwCVxU5tkad/EEIIIRoizwAqi53aIk//IIQQQjREngFUFju1RZ7+QQghhGiIPAOoLHZqizz9gxBCCNEQeQZQWexsPDxFSAghhDQSeQZQWezUFnn6ByGEEKIh8gygstipLfL0D0IIIURD5BlAZbFTW+TpH4QQQoiGyDOAymKntsjTPwghhBANkWcAlcVObZGnfxBCCCEaIs8AKoudjYenCAkhhJBGIs8AKoud2iJP/yCEEEI0RJ4BtNXbaXFKqba21sPDw8HBwdHR0cvLC5e2w+8g08aWmxBCCJEPeQZQO7HTrMF8fHw6duyYrQDP2rVrbYc3MjtCCCGENAR5BlA7sdOswZycnPz9/YUfHmdnZ9vhjcyOEEIIIQ1BngHUTuw0a7B27dqVlZUJf2lpqYODg+3wRmZHCCGEkIYgzwBqJ3aaNVibNm1qamqEH562bdvaDreWpg2awAhCCCHEzpFnAG1ldlrTN7/9DBYhhBBC7oA7G3lbHXZi512/7R6shpekKWAWLSF9ZtFC0mcWLSR9ZtFC0rebLOwAO6kjs8Zes2aNxdOC1sLrp6BVSZoCZtES0mcWLSR9ZtFC0mcWLSR9u8nCDmj1dWRx4rG2ttbd3d1BwdPT0/Q9WBbDr1Ng2V0WdmCCfWRhBybYRxZ2YIJ9ZGEHJvw2WdgBrCONsY+ebQdZ2IEJ9pGFHZhgH1nYgQn2kYUdmPDbZGEHsI5aH+zZLQQ2RAuBDdFCYEO0ENgQLQQ2Q+uDfzwtBDZEC4EN0UJgQ7QQ2BAtBDZD64N/PC0ENkQLgQ3RQmBDtBDYEC0ENkPrg388LQQ2RAuBDdFCYEO0ENgQLQQ2Q+uDfzwtBDZEC4EN0UJgQ7QQ2BAtBDYDIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGA1MwEBAa6urvfdd9/DDz88adKk8vJy9dZddVh7tra21sPDw8HBwdHR0cvLC5e2w4kNrDWEjQZSYUNoiLUK9/Pz69at27333ovw8ePHnzp1qv6zbAgNaUxlsiE0xEalcYxo4VBgNTN9+vTx9/evrq4uKSl58803Bw4caBbBxh+Pj49Px44dsxXgWbt2re1wYgNrDXHLBrrOhtAUaxXes2dPX1/fM2fOVFVVLViwACKs/rNsCA1pTGWyITTklpXGMaLFQoHVgsDI8Yc//MEssP4fjxri5OSEoUj44XF2drYdThqIxYaoH86GaGqsNQTk1wMPPKBesiGagjuoTDZEU3DLSuMY0WKhwGpB7Nq1q0ePHmaBNv542rVrV1ZWJvylpaUODg62w0kDsdgQ9cPZEE2NxYY4d+7c4sWLTacS2RBNwR1UJhuiKbhlpXGMaLFQYLUUEhMTn3zyyePHj5uF25j+bdOmTU1NjfDD07ZtW9vhpCFYawhr4dfZEE2DxQoXO04eeuihzMzM+o+wITSkMZXJhtCQW1Yax4gWCwVWiyA8PPzxxx+PiYmpf8vGHw+/nWiOtYaw0UDX2RBNgI0KP3v27Pz587t27Vr/FhtCQxpTmWwIDbmDGaxbPsuG+G2gwGp+tm7d+sgjj8THx1u8a+OPh+vr2mKtIWw30HU2hNbcssKhsSzuzWJDaEhjKpMNoSF3sAfrls+yIX4bKLCamWXLluGb+rFjx6xFsLG+vmbNGosnQayFExtYawgbDcSGaAqsVfjYsWPT0tJqampOnjw5bdo0i3uw2BAacgeVyYZoCm5ZaRwjWiwUWM3MXfWorq62eMv0EeGpra11d3d3UPD09DR9x4nFcGIDaw1hu4GEhw2hIdYqfPv27c8999zvf//7xx577M0336yoqDB9RHjYEBpyB5XJhmgKbFc4x4iWDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEHOs/er27f5+cEN+Lt3G44KysrLHHnvMxvsIrD1+5syZcePGPfjgg+3bt58/f37jqoSQ24MCixBCiDnWfnX7dn8/uCE/l27jccHUqVM/+eSTO/hV4wkTJri5uZ1SGDly5Lp16xpZLYQ0HAosQgghtjD91e3GvLvS2q932348LS3tqaeeunjx4h28UfNPf/oThJ3wQ2O5uLjc2lpCNIICixBCiC1Mf3W7Mb++Yu1n1G0/PmDAgM2bN1+/o9+EgcDCpfBDafE3YchvCQUWIYQQq5j96vYd/36wjZ9Lt/F4cHCwTqcTe6ru4FeNx44dO3r06BKFV1999Z577rkNywlpHBRYhBBCLFP/V7fvbAarfjpm7x+39vizzz574MAB9ZHbfbyiogK6ytHRsUOHDosWLfrLX/7SiMog5PagwCKEEGIBi7+6fQd7sG756902Hq//00m39bgpq1evhtiyaTEhWkKBRQghxBxrv7p9u78ffMvfs7f9uCk2lgitPT569Oj8/PwzZ85s2bLlscceS09Pb6D5hDQeCixCCCHmWPvV7dv9/WAbP5duSkN+ftj2e7AsPv79998/8sgjDzzwQJ8+fRITExtZJ4TcFhRYhBBCCCEaQ4FFCCGEEKIxFFiEEEIIIRpDgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYhBBCCCEaQ4FFCCGEEKIxFFiEEEIIIRpDgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYhBBCCCEaQ4FFCCGEEKIxFFiEEEIIIRpDgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYhBBCCCEaQ4FFCCGEEKIxFFiEEEIIIRpDgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYhBBCCCEaQ4FFCCGEEKIx/x9jOOyuYznL7gAAAABJRU5ErkJggg==)
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