Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit254-06-20020218_213500_20020219_021900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/18 |
Start Time | | 2002/02/18 21:35 |
End Time | | 2002/02/19 02:17 |
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 | | 15.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit254-06-20020218_213500_20020219_021900-constBx0 |
Minimum Dst Value | | -24 |
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.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIERlYyAwNiAwNDoxMTowOSBFU1QgMjAxNxVZ4v4AAAHNdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNTQtMDYtMjAwMjAyMThfMjEzNTAwXzIwMDIwMjE5XzAyMTkwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDItMThUMjE6MzU6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTAyLTE5VDAyOjE3OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6OC41OTkxMTQ5OTk1LCAibWF4IjoxNi4yMzcxODUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19FBiKwwAAAARnQU1BAACvyDcFiukAAD84SURBVHic7d1/XBT3nT9wfikIxCyCigQsRm0xRwzJkRxWNEjQYKQpJpwhikoiqVyKj3CVKD1JxJ4mNMU8aEoSeqIhd7QSw1muQcMj5cr1uJRacpIrF0mytmtC71bdmG2yaUkl0e/79vO96d5nd4b9MbPz6/X8g8cyO/OZz7w/O/N5z++IqwAAAAAgqwi1KwAAAABgNEiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSGBAsAAABAZkiwAAAAAGSm+wQrIkL3iwAAEH5KbDx//vOfL168eMqSlZg1+gLQGt3/IsVWKqxsAAASlNhI5ufnHz9+XJVZY5svIwRTFroPYqC7Sq+++mphYWFcXNy8efO2bdv2wQcfCKN54gpxOBwZGRkS87py5cquXbssFktSUlJ9fT39K3z15ptvrlmzJiEhIS0t7fDhwz4nF6uVWLFiwwMtR2x8z4B41vPXv/51SUmJxY0+0L9iAQmi8BMnTqxcuTI2NpbG37p16/nz57mRuUkCDY6uI+90Ords2TJr1qyUlJS9e/dKLFEYZipL5JXA1V9YqMjIyLlz55aXl4+Pj0tMHkT97Xb7ww8/nJmZOW3aNJqquLiYfsY+K8MNpA833HCD5yzo85IlSzxHEL4aGxu75557qCGmT5+em5v78ssvs+G/+93vqJ6LFy+eMWMGzf2rX/1qf3//lHX2rkzQI3ibOXPmp59+Gvqsg6B0TiDR1mR0dHTt2rWJbvThV7/6lWfFfG7EAmo+n2uoxBrtOWGoS+43pGUc3Ycj0G3E6tWrT5486XK5Lly4sH379nXr1vlTDq1XTzzxhMQ4bW1tt9xyy2/c6MOhQ4fY8HfeeYcys87Ozg8//PC99967//77fU4uViuxYsWGB1qO2Phi0Vu2bNmePXucbt/85jfpX4mgBVr4qlWraN+XSv7444/37dtHGw6fowkCDU5AldRa5CsrKyk/OO+2YcOGI0eOSCyU0jOVJfJK8E6w2IfPP//8v/7rv3bu3Jmfny8xeaD1/+1vf/uFL3yBij1z5swf/vAH6t5eeeWVO++802dluIH0gVKlH//4x8JXP/rRj2iId4L17rvvUnbY3NxMGxDKXX7xi1/ce++97Cua10MPPUQj/PGPf7x48eJLL710++23S9fZZ2WCHiHoSXSXYEm3tdVqnT179sGDB+1uTz/9NP1LA6UrFkTz+dmdSUyiKCRYHO2GgzYljzzyyFw3+iDsFVET0s83PT2d9krZv9/+9rfnzJlDu3df//rX6ZcqjHb1/+46eM+COvKEhATP8X2iNWrhwoUTExMS41CqQT909pk+LF++nH2mjKq1tTWgBfeslVixYsMDLUdsfAG3yPHx8TQa+/zRRx/Rv0EslFjhnmiTIRQuNloowZmyklqLfHJyMm1D2WdKd6QTBaVnGmLkJycnH3vssfnz51ssFsob2ECJ9f3555+nvo120/Py8kZHR9lw2te/+eabaSB9xTIh75WdW5zf/e53M2bMoA/V1dWeGerhw4dpiHT9ff4IH3zwQdrN8LmMYpN41u3YsWOes6Cle/nll70rv3Hjxv379/ucBS0OLZRYBTxnKrGRvCoSfOmNZ6CTeG+3fTar2M/AE+21UopJyzJz5sz169c7HA5/Fkd6pvQDoAJpfApUEG29adMm7rjy448/XlFRwVWM42fzeZLYZoqt0d4rhWdDTBlM2jn527/928zMzKSkpAceeOCTTz5hw73XYu95+dOJr1ix4ujRo0KFaS9i3rx5gYZFs7SbYFHjFRUVjbutWrWKfq9sOLXNV7/6VdofFf6l0X7rRh8aGxuF4dwHbz09PQUFBcJoKSkp1KlnZ2d/97vf/eyzz4TR7rrrrh/84AfSRdGvU/hp0r4I/ebYZ/ph0YLQL4Z+wVu2bHE6nVMuuGetxIoVGx5oOWLjC7hFLisro4agXz8tSENDA/075eL4X7iA1uEnn3zS8+Ciz6YJJThTVlJrkadchyZnnynpkV4opWcaYuQpXaBZnz179sMPP6ytrWUDJdb30tJSm81Gv4p9+/YJGQmtU93d3bTJpi3ytm3bfNbfs5Ow2+27d+9mRwgow1i5cuVLL71En7u6uujz5cuXpevv87dKdaD+yecyik3iuV2iWi1evPj111+nfwcGBugzDfHecNE2ROxc/Nq1azds2PBv//Zvf/jDH8SqcdWPjaRE8MXKDHQS7+22z2YVK9bT0qVLf/rTn9Ii04aopqamqqrK/8XxOVPalFEk/8ttzZo1QbQ1tRH9nj2H0L+pqanSMfGz+Tz52Z1JTMI1xJTBPHjw4B133PGb3/yG1lZKGb/xjW+w4T7XYm5e/nTifX19S5YsoV8++4rW5aamJj+joX3aTbCuv/76t956i32mXY2FCxeyz9Q2586dE0ajf4XR/vM//9NzNO4D5/Tp0wsWLODWGdpeDw8P04on/GJee+212267jV0qIfHjjoqKYttoQh+io6PZZ/pAP8oLbuXl5ZWVldJLzdVKrFix4YGWIx0N70Vmx8nZPgp9ENbSgBZKrHBhIKG9beEAO+PdNEEHx59Kai3ymzdvpr1k9kPauHFjTEyMxLIoPdMQI79o0SLh4IFAYn2n3Ih9/v3vf88OQZGMjIxnnnnm/fffl6h/xP9Fu+C0iWBfnT9/niJQX19Pf4Wr/QL95VBAPLtG70MF3pNw337/+9+/++67r7rPFv3d3/2d9whsLhMTEz4r8NFHH1EfdtNNN8XFxVEA6+rqfO76T7mRlAi+2LIHOon3dttns4oVK4YikJ6e7v/iiM10bGyMfaYJfS6CdFvTT4VrIxpZWF8ivAiV96f5PAXUnfmchGsITz6DmZWV9fbbb7PPtKbQZp999rkWc/PysxO/9dZb2SGMd999lypATeOzenqk3QSLfnPCT5Y+0L/sM7WN55Wh9K/YaNwHT7S/OH/+/FOnTvmcNe0TCzuvN9544+DgoHdR3KoisU/veQwgJSXF5+RitQruUIH/5UwZDa6GtDvyzW9+U7gGi/71noTjf+ECWs/37t27YsUK7688m0bGI1jaj/ylS5coxaEUgfaVDxw4IOwc+6T0TAMNDvdr91y1BRLru88a/vu//3tpaWlycvLixYuF83piI7P67NmzR7iw76r7JA6NIJyjlKi/GAqIRJI6bdo07gwXLRflcJ6j0Qjz5s374Q9/SH+Fs2xcORJHsAS0SaTMaevWrWJX4UjH1s/gewp0Eu/tNvetdLGeaEeL2pF+luxHJeTBgS6O5/hCS4ldCiLd1rRDGMQRLIF38/nsIMSKku7OvJfasyGmDCaloZ6pofAD9rkWc/PysxPv6en50pe+9Nlnn91///201+RzKXRKuwmWn3tInjtn9MF7NHam2VNXV1daWtobb7whNuvx8XHaqAnl+Nz54IhdvZGfn+95FYuQYHnzWasgLnYJqByx8QXc8tLKFtA1WAEV7okK976e4Or/bRq5rsHSReQ9Pfvss5T3SCyR0jMNMfKUEgV0BEuihrSZ7u3tFXoybmXnRqafrnDQ4s0336R95ePHj1933XXCsdJAfznUI9bX13MDhZkuWbLkF7/4hedXQ0NDmZmZ3GhPPvlkTEyMcFrEO8GisD/xxBPSNWFot+eaa67xHj7lRlIs+N4bT0EQR7D8+defI1g08MUXX6Tsn7pk+usdsUB/S/4cwZJua8oMvK/B2rRpk8/5ihFrPp9zFEzZnUmvFFMGk1Ifm83mXazPtZibl58NQWvxjTfe+Oijj9LaIVwgaAzaTbBod1M4fUspdkNDAxvuvZKsWbOGXV5AH7wvBZg9e/aZM2eE8Q8ePEjJvrA6CcrLy+kXQK1LI9N8d+zY4V0lifXk+eef93n/0eHDh4WTLDSLBx54wOfkYrUSK1ZseKDliI0vtsjUA1FDsCNYf/M3fyPdAwVa+ObNmyn4ly9ffv/992tqaoSdObGmCTQ4AVVSa5GnXxGtCBT2o0ePZmRkCAftfVJ6piFG/sCBAwUFBb/+9a89r97wf31nH+hXQdtu+lVQgkUdDBvIreye037wwQePPfZYXl7eVfdFfrRB/9nPfkaff/zjH998883s7I9E/X2u++fOnaNZC3eW0eK88sorwpiUktJc/uVf/uUjt4GBgezs7KeeekqiwKu+Eqx3332XMsinn36aIvPpp5+eOnVKuIvw9ttvf+mll2jPjdYaqvP27dvXrl3rs0zpjaRY8Ll4evKzvcQCKPavWLGeKBo/+tGPKBT0E6JQeEcs0N8SjS9cg3XnnXcG0da0atDOM7WRcBch/Ssc8RKLiZ/NJxG3Kdfoq5IrxVU/gtnS0kLBpBJoXfvVr3513333seE+12JuXv7/SChNpIHt7e0SC6tH2l2AiYkJ6krZDQj0QTjS6L2SsBtkkpKS/uqv/srzPgX2gX6CFovF83fDcblcNPzYsWNLly6NjY2lLJt+Fj4vepBob8rBKQFnD4javXu35/FP2pzRykbVowRC7CJ3sVqJFSs2PNByxMb3/ooNpG19cXHxtW60LeCOivu5UGKFsyaYPn069eW0raHdKc/h3k0TaHB0HXnK1Gn7Hh8fv3r16tOnT0ssURhmGmLkqTuh7Dw9PZ1WCuqK2ED/13f2gXI+2reOi4uj9OinP/0pGyixss+aNevuu+9mv9gtW7awC54YqgPb85Gof4TIuv/ee+89+OCDFKWYmJjk5OT169f//Oc/F6Lxwgsv5ObmsvWFPrz44otTFhjh1cNddd/ITCVTrWjtuPXWW4XnYP3zP/8zDacwUhwWLFjw9a9/XVhruDKlN5Jiwefi6cnP9hJbXrF/xYr1dOLECWr6adOmUW7xzDPPeEcs0N8SjfC1r32NgkMh+ta3vkUl+1wEibYm//Ef/0HbxgQ3ytLefPNNzxn5XL/8bD6fhYiVLKzRAu+VIqBgfv755zQ8KyuLtsC0w9DT08OG+1yLuXn5/yOhn/TixYsnJye5RRaLhl7ofgEAAECCATqqsKE8iXIdtWuhss8++0z6NhrZfeUrX/nhD38YzjmGB1Y8AAAjQ4I1pdraWrvdfu7cuTvuuOOv//qv1a6OyoaHh4W7BZX2+eeff//737/xxhuFJzUYCVY8CJX3YWoNbtB1UclAGXKhQHb4VUyppaUlPT19zpw5Dz30kJEeExCcxMTE5557Ljzzoh9nZmYmpXThmV2YYcUDAAAAkBkSLAAAAACZIcECAAAAkBkSLAAAAACZIcECAAAAkBkSLAAAAACZmSXB8nlDOwAAAMhF7a5eW4wcDjQ8AABAeKCf5WgoHGKZ0JtvvrlmzZqEhIS0tLTDhw8HXXjIFQQAAADf0M9yNBcOroXeeeedjIyMzs7ODz/88L333rv//vtlKRYAAABkhH6Wo7lwcC1EGVVra2vQReEUIQAAQBign+VoLhxcC82dO/exxx6bN2/erFmztmzZ4nQ6ZSkWAAAAZIR+lqO5cHAtFB0dXVFRccGtvLy8srJSelrc3QAAABB+6Gc5mgsH10IzZ868ePEi+0w5VkpKiizFAgAAgISJiYmAxkc/y9FcOLgWys/Pp7yKfT5//jwSLAAAAKXl5eVNmzbtH/7hH/yfBP0sR3Ph4Fro8OHDmzZtEk4RPvDAA2Jj+iwKpwgBAAACcvbsWdZvpqamTk5O+jkV+lmOhsIhlg89/vjjKSkpSUlJmzdv9rzIPaC2RMMDAAD4o6amRuiLy8rK/JwK/SzHyOHAESwAAICAdHZ2Uo8ZExPT1taWmJhIn2tra/2ZEP0sxyzhQMMDAABIGxkZYUlVe3s7/Ts4OEiZFv27f//+KadFP8sxcjhwBAsAAMBPTqdz0aJF1F16PhGpu7ub5VhTPvQb/SzHLOFAwwMAAEgoLi6mvjI3N5d7QENbWxs7aUjJlsTk6Gc5ZgkHGh4AAEBMY2MjdZQpKSk2m83726amJpZjDQwMiJWAfpZj5HDgFCEAAMCU+vr6WP7U398vNk5tbS2Nk5iYODQ05HME9LMcs4QDDQ8AAODNarVaLBZ/rmQvLy9nD8caGxvz/hb9LMfI4cARLAAAAAkulysnJ4e6yNLS0ilHnpycLCkpoZHT09Ptdjv3LfpZjlnCgYYHAADgVFRUUP+YlZVFmZY/49No+fn5bBKHw+H5FfpZjlnCgYYHAADw1Nrayi6rGh0d9X8qp9NJ2RWbsKOjQxiOfpZj5HDgFCEAAIBPwkNEpR++4JPdbo+KiqJpk5OThYHoZzlmCQcaHgAAgDl69Ci7sL2uri64EtavX0+TUyHCEPSzHCOHA0ewAAAAOMePH2fd4pIlSyYnJ4MuJz09nQoRnoyFfpZjlnCg4QEAAMbGxpKTk1mC9eyzz4ZSFHs2aUVFBfsX/SzHyOHAESwAAADB4OAgOzN40003dXd3h3L4ithsNioqLi7O6XReRYLlRUPh8JkJyZUkoeEBAMDMent7ExMTqTcsKyvj3jYYtKKiIiqwra3tKvpZL5oLh3eCpUSxAAAA5tHV1cXuGayqqgrxwBVXbIT7/dBX0c960Vw4ZEywcIoQAACgpaWF9YNB3zMoZmJigp1zHB0dRT/L0Vw4vBOslJSU+Pj47Ozs7373u5999pksxQIAAJhBfX09y64ozVKi/JqaGiqcvQpaifL1S3Ph8NlCn3766fDw8PLly6kJpaeVoFiVAQAANGdycrK6upq6v5iYmM7OToXmQr0zOxSCfpajuXBItNB7773n+UwzuYoFAAAwGMquysrKItwvtOnp6VF0Xux10ehnOZoLh0QLjY+Pz507V/ZiAQAAjMThcLBXMlN2NTg4qPTs2DsN0c9yNBcOroXKy8tHR0f/+Mc/njlzpqioaMeOHWJj+iwKpwgBAMBUXn755ejoaOr15syZMzY2FoY5vvDCC+hnvWkoHD7zoWPHji1dujQ2NnbhwoV79uzxfHRHQG2JhgcAAGMbGRkpLy9nr2Emhw4dCs98Ozo6kGB5M3I4cAQLAADMoLe3t6CggHV20dHRGRkZ9913n4zPu5JGM3ruuefQz3LMEg40PAAAGMzExERHR0d2djZLrSwWS11dnd1uV6Uy6Gc5Rg4HjmABAIDxDA0NnTt3rqmpKTU1lXVw6enpLS0t7J2AakE/yzFLONDwAABgALt27aIeLTIykqVWOTk5nZ2dYTsbKAH9LMcs4UDDAwCAAXzxi19kqVVhYWF/f7/a1fkT9LMcI4cDpwgBAMBIXC5XQkIC9WhPPfWU2nXhoZ/lmCUcaHjBqVOnKioqTpw4oXZFAAAgMG1tbdSdFRQUqF0RH9DPcowcDhzB8jY5ORkXF8cCkpqaSplWR0eHWrecAABAQHJzc2nr3dXVpXZFfEA/yzFLONDwDHvtORHSLCY7O7uurq6vr489ylXdW1EAAMDb6OgoexaD5zO3tQP9LMcs4UDDk87Ozgj3a9W//e1v0/o5NjbW0tJSXFycmJgoZFqUeC1atCgqKmrdunVq1xcAAP6E7SHTX7Ur4hv6WY6Rw4FThJ5GRkZYItXe3s59RcnWwMBAfX09O/gsPAvY5XKpUlUAAODQhtpisdDGeXR0VO26+IZ+lmOWcJi84Z1O56JFiygIlZWV0mM6HI49e/awV1n19vaGp3oAACCNnYLIy8tTuyKiTN7PejNyOHAES1BcXEwRyM3N9fPMfXNzM7sKnvItpesGAABTYq8abGtrU7siokzez3ozSzjM3PCNjY20+CkpKTabzf+p2MpcVlamWL0AAPTE6XRWVVU9+OCD4b98YmxsjDbIiYmJWr5yw8z9rE9GDgeOYJG+vj52YXugD/ylbIxds9XZ2alQ3QAAdGTHjh2sN1m+fHmYZ11XV0fzra6uDvN8A2LaflaMhsIhkQk5HI6MjIxQGs+cDW+1WtlFkfv37w9i8o6ODnZL8Pj4uOx1AwDQi8nJycbGxujoaKGfam5uDufcU1JSaKZDQ0Nhm2kQzNnPStBcOHy20MMPP/zEE08gwQqIy+XKycmhBS8tLQ26kJKSEiqhqKhIxooBAOiI3W6nbSA7FbBr1y7heTcDAwPhqUB3dzd7WmF4Zhc0E/az0jQXDu8WOnPmzMKFCycmJgJtPJOfIqyoqKClzsrKCuWcvcPhYHtOra2tMtYNAEAX+vv7U1NT2U0/woUWDQ0NbEh4ju6zu5S0vxE2YT8rTXPh8G6hu+666wc/+IHPr0Ip1thoVWRXRIb+xBS280RFjY2NyVI3AADtY6cFY2Ji2FF8z1eK0VfsmFZeXh59VrQaNpstwv0IaO2/YMNs/eyUNBcOroVee+2122677cqVK95f+ZxWgoKV1pjBwUG2UaDcSJYCKysrw7MpAQDQAs/TgpRmeW/6HA5HZmZmGC48Z7eBl5eXKzoXWZiqn/WH5sLBtdCNN95I6YLPr0Ip1qhoK1BbW8veM1hXVydXsbTnlJ6eHvTF8gAAOuLztKC34eFhtrHt6OhQqCa0SWfb3rBd7xUKk/Sz/tNcOLgWCuVAlHmOYNlstra2trKyspkzZ7KFTUtLk/doE63ebGduZGRExmIBALRD4rSgT+xWa0qzFNow9vb2sktplShcdsbuZ4OguXBItJB37iVLsTrlcrl6enqqq6vZO3AE06ZNo78tLS2yz5G9ZzQ7O1ubL3IHAAgF7Uaye3rETgv6VFVVRZNkZmYq8d6L0tLSiPA+EiIUxutnQ6ShcEx5wAkJFq3wu3btynNj+1iMxWIpKytra2uz2Ww0jkI3tlBeRTtS8p58BADQiOuuu45tUV944QX/p6JNbm5uLk1VXFws73kDu90e4zblgTSNMEY/KyMjh8N4pwjZ4WKG1rr8/HzazRoaGgrbtec0L7bC6+KCAAAAP7E7ryMjIxctWhToFpX2adk1Ww0NDTJWqampKUJX7yszRj8rI7OEwxgNb7PZaP2nZdm9e7dab6Rit7RQjlVQUICbCgHAAMbGxtibwV588cXgSujv72dnFWg3WK5asbsU+/r65CpQacboZ2Vk5HAY7wjW4OAgLciCBQtUrIPw0gbyta99TfuPZgEAkEDbtLy8PNqgVVZWhlJOc3NzhPuRgVarNfRasfuK0tPTQy8qbIzRz8rILOEwRsPX1tbKfhQ6CLRHde211wqXfzU2NiLNAgCd2r9/P0tlQt+OlZWVsa3iW2+9FWJR5eXlVBRtXUMsJ5yM0c/KyCzhMEbDsweiCA8GU9fIyAi7wwVpFgDoFG3H2Kk9Wa4rfe2119gmMS4urrm5Oegbrh0OB5VAFQvPq3jkYox+VkZGDofBThGy84NaO2KMNAsAdIoSoOzsbNp21dTUyFIgbf1mz54dFRXFNomZmZnBPYO0paWFJi8pKZGlVmFjgH5WXmYJhwEavr6+npaitrZW7Yr4gDQLAHSnrq4uwv0YTxmf7Tc5OUlbv76+vpycHLZJpA8Sj4P3iaV9cr3rLGwM0M/Ky8jhMNgRLPZAUY2cH/TJM82Kjo6eNWvW22+/rXalAAB8GBgYYA+dGRoaUqJ8yrQ6OjrYdR0R7ufC+/O0d7vdvnPnTho/KSlJd7dpG6CflZdZwqH3hqc1M8L9Yiy1KzI1qqqw65abm6t2dQAAeC6Xiz0EQemryCcmJpqamiwWC9skVlZWnj59uq+vjyVP9C1tMCkPq62tpQxMuEGbXHPNNYpWTAl672dlZ+RwGOkIVkNDAy1CVVWV2hXxi8PhWLZsWXR0dIR+XvIAAObB3m9Du4LhOUrkdDophWJvhmbPMly8eHF2drbnCzmESyzS0tLow/333x+GislL7/2s7MwSDr03PDs/GOiJfHX19PREuB9Jise+A4B2sFdiULozNjYWzvlardaKigouo6I0q6ysrKmpiWol3DOoxGsNw0Dv/azszBIOXTc8rZZU/5SUFN2dkmcH3lJTU/V1szEAGBXlLuy1NmodXD9y5EhBQcF3vvOd4eFhGS+u1wJd97NKMHI4DHOKkD0HTy/nBz1RRlhUVESVz8vL0112CADGw54FSimO2hUxIF33s0owSzh03fDsmnEZX3EVTrS/yC4mra6uVrsuAGBqnZ2dEe632dhsNrXrYkC67meVYORwGOMIFjs/SFsE/R5MHh4eZld3BvfMPQCA0D3zzDPsEaDYEClEv/2sQjQUDp+Z0IkTJ1auXBkbGztv3rytW7eeP38+6MLlqKMKmpqaqPIVFRVqVyQktEVjV5X68yQYAADZsYcgUI6FyxUUot9+ViGaCwfXQqtWrTp+/LjT6fz444/37dtXWFgoS7E6kp+fT5Xv6elRuyKhYvdFZ2Zm6vQGGQDQteTkZNoEbdmyRe2KGJZ++1mFaC4cEi3kcrni4+MDKkrvpwjHx8f1fn5QQHuNubm5tDjFxcXYgwSAcBobG4vQybOa9Uun/axyNBcOsRb65JNPnnzyyXXr1slbrMaxV36WlpaqXRF5UL7IbpBuaGhQuy4AYCLNzc0R7gepq10RI9NpP6sczYXDZwuxQ1Bz5syxWq3S00pQrMoKYucHOzs71a6IbPr7+9nDi3V6UyQA6FFBQQFtdrq6utSuiJHptJ9VjubCIdZCH3300d69e1esWCFvsVrmcDjYheEul0vtusiJ7UomJibiVdAAEAa0CWXvdXY6nWrXxcj02M8qSnPhkGghyrESEhICKkrXR7Da29uNdH7Q0/r162nRoqOjX3nlFbXrAgAG193dTRuc/Px8tSticHrsZxWluXBwLbR58+YzZ85cvnz5/fffr6mp8bwGK6C21GPDs2egG/KRLT/72c9Y1nvzzTerXRcAMDh2C3NTU5PaFTE4PfazitJQOHwecDp27NjSpUunT5+ekZGxffv2S5cueY4fUOEyV1dhDoeDHdM26kMN7r333sjIyOjo6DC/bxUAzCY9PZ26gNHRUbUrYnC662eVJn84JiYmGhoaFi5cGBcXR38ff/zxTz/9VPa5+EPXpwjZ+cGioiK1K6Kg6upq9tQGtSsCAIY1PDxM2xnKsdSuiPHprp9Vmvzh2LFjR2FhIe0rUKZFf1etWvXII4/IPpdA6a7hS0tLqc6UZqldEQU5HA6LxUKL2dfXp3ZdAMCY9u/fTxuZqqoqtStifLrrZ5Umfzjmzp07Pj4u/EufaYjsc/GHfo9guVyuuLg4A58fFLAHfS1atAiPHgUAJRjmZRjap69+NgyMnGB50lfDs1e+m+GeF8qrsrKyaGGbm5vVrgsAGI3T6aQ9VeM97Eab9NXPhoEipwiLioreeuutiYkJ+kufcYowUOz8YEtLi9oVCYe+vj5aWIvFYrfb1a4LABgK21k19sWs2qGvfjYMFLnIfc+ePddffz3tNNDfxx57DBe5B4QCSKGjCnseCDS2kpISXCQBALKrqKjAAfKw0VE/Gx5mCYeOGr6np8ck5wcFVquVPZNieHhY7boAgHGkpKTQ5hTPggkPHfWz4WHkcGjtCNbIyMjKlSufeuop6dHMuctVX19vtrQSABQ1NDTE7qFRuyJmoYV+VlPkD8fo6Ojy5ctnzJihqeRGC3VIS0tj0aisrBR7a/XExERiYiKNI/1aa+NxOp2pqakReBsrAMiksbGRNik1NTVqV8QstNDPaor84cjLy9u3b9/vf/972UsOlKaOYPX393P1KS0tHRwc5EZj5wdzcnJUqaS62LNV09PTKctUuy4AoHu5ubl4zF44qd7Pao384YiLi/vkk09kLzZE6jb85ORkdnY21WHPnj1Wq7W6uppdxk4oH6WkSngKFHtn1v79+1WsrYrYBpH2O9WuCADom91up40JbWmxwxY2SLA48ofjC1/4gs1mk73YEKnb8G1tbexSAGFVp5Wf0gh2ASb7qrW11eVysSFmOz8oGBwcZNtEDf6EAEBHOjo6IvAmrvBCgsWRPxzPPfdcaWmpFp5ppJFThE6nk70QxvtRwpRvUV5F2RWrYXx8PP1NTEw08y4Xu8a/vLxc7YoAgI7RNoS2JLRzq3ZFTAQJFkeecERMRZa5hFhDtWZdU1MTIfmku8nJScq98vLyhHCZ+aKB8fFxdv7U+wI1AAB/0EaV7dbiWHg4aaGv1xQjh0MLSd7o6Ch7whN9mHLkI0eOJCUl3XrrrWY+gnX1f1/OmpOTgxcUAkAQBgYGaBuSlZWldkXMBQkWR/5wREZGBjehz0zo1VdfLSwsjIuLmzdv3rZt2z744IOgCw9uwhAVFRVF4D7hAFF+mZmZSXFrb29Xuy4AoD/suXp1dXVqV8RckGBx5A/Hdddd99///d9BT8610OrVq0+ePOlyuS5cuLB9+/Z169bJUmx4sGcuWCwWp9MZ/rnrWldXF7va/V//9V/VrgsA6Ay7a3tgYEDtipgLEiyO/OF4+umn77nnnnPnzl25ciWYCom30Mcff5yQkBBQUSqeIpyYmGBXr+Mqy+BER0dT9GbNmoUThQDgv/HxcXa3EDYdYYYEiyN/OEK8yF1i5J6enoKCgqBrFdyEQWtqaqKZ0o4UVvLg5OTksB9PWVmZ2nUBAN1gj8XBdiP8kGBxNBcOsRY6ffr0ggUL3nnnHelpNXIno91uZ2+86e/vD+d8jYQS0+PHj7Mw1tbWql0dANCHkpISXMGpCiRYHM2Fw2cLDQwMzJ8//9SpU/IWq5zKykrsQslicHAwJiYmwsRPtwcA/wmvcx0fH1e7LqaDBIujuXB4t1BXV1daWtobb7wRRFGqHMFir3CPi4sz7QPZ5dXd3c1yrNbWVrXrAgCaxt76mpubq3ZFzAgJFkdz4eBa6ODBg/Pnzx8bG5tyzICKVRR7ZGhDQ0PY5mh47KIKSrMo2VK7LgCgXbW1tdj8qgUJFkdD4fB5wMn7UiqXyyV8FVDh8tfYl87OTppXamqqUE+QBbtpgHIs3HoNAGLYvdt4D4QqkGBxjByO8J8ipKSKUiuaF6VZYZid2bB908TExKGhIbXrAgCaY7VaI9yPHsS926pAgsUxSzjC0PATExMbNmygGeXl5Sk9L9NiL3ClLNbnWWMAMLPW1lbaPlRUVKhdEZNCgsUxcjjCfATrL/7iL9iMcHxFObRjyu7BTk9Pt9vtalcHADSkuLgYJxBUhASLY5ZwhKHhk5KSaC70V+kZmZzL5crPz6dQf+lLX+rp6TH5i7EBgKEtQ1xcHG0ZHA6H2nUxKSRYHLOEQ+mGdzqdsbGxNJcTJ04oOiO46o52VlYWO154yy23qF0dAFDfxo0baYOwePFitStiXkiwOEYORzhPEbJz/8XFxYrOBQR2u53trQb0ekoAMCSXyxUVFUUbhLS0NLXrYl5IsDhmCYfSDc8OqOApTeH08ssvU8ynT59us9nUrgsAqInd/hIdHd3S0qJ2XcwLCRbHyOEI2xGsgYEBdmsb7g0OM/ZKItw0BGBmDQ0N7AEuuLlYXUiwOGYJh6INz3aeGhsblZsF+GSz2diJwpGREbXrAgAqYM92jomJ6evrU7suZocEi2PkcITnCBa7GIhWb7xbVBX19fXUuAUFBWpXBADCTXgZfFtbm9p1ASRYPLOEQ7mGZ69wKSkpUah8kOZ0Oi0WCzVBb2+v2nUBgPCxWq3szRk1NTVq1wX+BxIsjlnCoVzDZ2ZmUuE4Oq2ilpYWaoLs7GxcAwdgEi6Xi91aVFxcjBVfI5BgcYwcjjCcIqS8ikqmHEuJwsFPtHllb3htb29Xuy4AoDha5YuKithuFWVaalcH/j8kWByzhEOhhmevbWlqalKicPBfV1cXu5ETD3YHMLzq6mq2vuMRLZqCBItj5HAofQRrfHw8JiYmLi4OL8XTgry8PNzLCWB47JIA2vDira9agwSLo6FwiGVCsmRISjQ89eVUbHl5uewlQxDY08gSExOR7wIYVW9vL7ttsKurS+26AA8JFkdz4RBrIa0lWJOTk+wGFurX5S0ZglZaWkotUl1drXZFzIuyW++ztLSy2Gy24eHhkydPUhvdfffdp06dUqV6oGujo6O0B4UD1ZqFBIujuXDImGApeoqwu7ubyszKypK3WAiF1WqNccMDnZXwy1/+sqys7OGHH24UUV5eHhUVRV3gpk2bSkpK8vPzMzMzWY/ojfZPKioqOjo6cMQR/PHQQw/FxsZG4M0NGoYEi6O5cOjlCFZxcTGV2draKm+xECJ29WtpaanaFTGUkZERSp4iIyN9pkr+oEwrJyfnz//8zykDo3LmzJnj+W12dnZdXV1fX9/ExITL5UJ+DJzR0VEhL8eNLJqFBIujuXCEkmBJb+JlrKTVao1wX2XpdDplLBZCZ7fb2XNHcepWFr29vQUFBWwNYglWYmLi448/7vMI1je+8Q3KogoLCzs6Onp6eqgJbDYbt45QA7F3HlAW1dLSQjsqnoe4aJ2aNm0affjWt76l0hKDFv3jP/4j+wXST0vtuoAoJFgczYVDF0ewaG+bCqysrJSxTJALu/kgNzdX7Yro2MTEBPVk2dnZLO+hnJV+82fPnu3s7JT9lVA0L0rF6uvrqck894hwDhEY+oWw5zkfPHhQ7bqAFCRYHM2FQ8YES6EjWLS2p6SkUIHDw8NylQkyogZi9x/gPqOAOJ3Onp6e8+fPNzU1sQCS9PT0lpaWsB2pdTgcVVVVN9xww7x588TOIYanJqAd7H2jlH/jie0ahwSLo7lw+J9gBdSWMjY8e6YlDpBoWUdHB7XRokWL0B/7jx2vYvfAk5ycnM7OThW7NLFziH/2Z3+2ZMmSI0eOqFUxCCf6GbA7V/DUK+1DgsXRUDjEDjhJDA+ocLnqyR5oiZe3axmlBSxdePTRR3GdnD9GRkaE1Ipymv7+frVr9Cc4h2hm7BJAPHtFF5BgcYwcDiVOEbKbWSwWC16ApXHsNZHk2muvxXEsad3d3ewo0fz580+cOKF2daQ4HI6bbrqJqjpz5kycQzS8zs5OatyUlBTsJukCEiyOWcIhV8PX1NRQUfRXltJAUWlpaaz3PX36tNp10S52T0CE+6YNvVzjwrpbsXOIt956a05OzksvvaR2NSEk1MrsWkBKs9SuC/gFCRbHyOGQ/QiWy+VijwAYHR0NvTRQ2uDg4LXXXhvhfh4sziJ5o98ze/Z9TEwMZSpqVyd4Ps8hRkZGNjc344CWfrFn2uXn56tdEfAXEiyOWcIR4X67Qoh3mLe1tVE5eXl5ctUKlEZ5FWVXEe674fD4Sk82m41dpkb7DJq64ipEDofjzjvvFNKszMxMPDlJj4aGhvBWBt1BgsUxSziEDW5BQUF7e3twV1Cx/WPc/K8vTqeTdoLZNdG4EYkZGBhgjxqh7NNqtapdHflRr9zX15eTk8PWevpgpCTS8CYnJ9nGtr6+Xu26QACQYHGMHI4IL9OnTxcu1CgvL+/t7fXzohO73U7js919nHTQHcqnS0pKItxPIccT3tva2tgNgxQTY9+rQWt3R0dHeno6W+uLiopGRkbUrhRMrbW1lR19NPbv03iQYHHMEg524RStrrTBpe2skHLRfnxtbS33yFBKoWhDTGPSVzQy29dnFi5cqNYiQCior2UpMuUW3d3daldHBbST0N/fX1VVxX7JDQ0NermkPUS0Ojc1NbGrJ9m1/DabTe1KgSjhbVc9PT1q1wUCgwSLY+RwSFzkPj4+Tttc4U0g5JprrqE9Xdqnp4HCA4EEFreoqKjvfe97ai0OhI4yZpZjme0t3ZRkCM81SExMNOFtWU6nk1o/Li6OHcC+8847f/KTn6hdKfChoqKCHV5VuyIQMCRYHLOEQ6zhR0ZGaLOblJTEZVSUZpWVlVES1tvbK1waj+PVBkBtypp4//79atclfI4dO8aWOiEhwcyveLJaraz/jnDfZnjw4EGTHMbTi/7+fpYB4yijHiHB4hg5HBJHsDi0d7tw4ULas29oaKDuB1dZGZtwERLl1mrXRXGUQLBXuZHrr7/+rbfeUrtG6nvggQeEzUJubu7g4KDaNYL/Qb9Vds+vqXZ+jAQJFscs4UDDg6fu7m6WY61fv97AByZtNhu7G4sWtqmpCUdrGNqD6uzs/M53viNc/15RURHiM1wgdJRXRbjvbMUPVafQz3LMEg40PHAGBwfj4+PphxEbG/vLX/5S0Xmpcky0q6uLPeI8MzMTz6fwidqloaGBXZhFsaIOHkevw4kSKdoHGB4efuWVVwoKCqKjo6kh8EAN/UI/yzFyOPw/RQjmtHPnTuHnEcoD0iTY7fZ77rmHyr/33nsdDoe8hYuhpaisrGTLVV5ejve4SaM+vqysjIVr0aJFuHlNdmfPni0sLLzrrrvoZ1lSUpKfn09Jv+cLjgR4jLOuoZ/lmCUcaHjwRhkPbe6/+MUvsmMYEYE/II0j8YAPJjU1leZYV1fX1dU1OjqqxKkQqgBlCeyQDKWMspdvVP39/cJtxdR2eIC4jCid8s6lGPoqJyfntttum+72+uuvq11ZCB76WY6Rw4EjWOAniQekjY+P+7ztzm63U4Y0MDCwc+fOgoKCr3zlK2IP+Ljhhhvmzp27ePFi7112yueod/nLv/zLNWvWHDhwIPRDXC0tLawOVCxShEBRvtva2soewhQdHV1WVmbg6/PChj01NML9nOfvfe97PT09tNbYbDbuwCrtnCDaeod+lqOhcPjMhK5cubJr1y7a5CUlJdXX19O/QRcuRx3B4LwfkBYZGUl/KX+qrKykDIwSF+HKaJ98PuBDYLVaqYNpbGwsLS1lx5k4AR3iEi5hOXny5Je//OXZs2ezQig1xLVEQaM0l/JdFsmbbroJvX4oKMtn+xWUZuFUteGhn+VoLhxcC7W1td1yyy2/caMPhw4dkqVYAGnsAWnJycliiVRKSkpWVlZBQQHrP9auXRvEAz6o8x4aGrrjjjuohGnTpokd4rrvvvvob15e3pYtW6QvYUlISKDETqGYmAdlt0JIKdrIsYJDOwD0o41wPz1f7bpAOKCf5WguHFwLLVu2jPbO2Wf6sHz58oCK8iRnLcEcqIfYuXNnYWFhQ0NDR0dHX18fZVHcIxBZkhTijAYHB9n+/ZSHuDjsEpYvf/nLlG/NmDGDahhiTeCqu927u7tp7y41NRU5VtDYYxfS09Nx7Mok0M9yNBcOroVmzpwpXJhy8eJFi8UiS7EAusCyt0ceeSQmJiY+Pl7iEhbKCXBaUHZjY2PIsYIzMjLCLgfE69XNA/0sR3Ph4FooKirq8uXL7DN9iI6Olp5WgoKVBlAYpVPIn1SBHCsI9FtlFzLW1NSoXRcIH/SzHM2FA0ewAEBTkGMFqq6uLsL9THbsFZgK+lmO5sKBa7AAQGuQY/lvYGAgxg3vDzAb9LMczYWDa6Hnn39e7C7CgNoSDQ8AoUCO5Q+KDHusaGNjo9p1gXBDP8vRUDh8HnC6cuXKo48+anHbvXu353OwkGABQDghx5pSVVVVhPs5t3hhswmhn+UYORw4RQgA8vLMsc6fP692dUJlt9u3bdu2YsWK0dHR0Evr7e2NcD+8DW8RMCf0sxyzhAMNDwCyoOxh7ty5tEmJiYkRrhDVBYl3Zd5www0hFu5wOFjq2dzcLEttQXfQz3KMHA4cwQIAJbz44otsq5Kenq7xc4V///d/v23btvLycrF3ZcbHx0e4370Y4mGnsrIyKqegoECumoPuoJ/lmCUcaHgAkMvk5CSlLLGxsZq9HmtkZKShoSEjI4PLqHy+K7OyspK+Ki4uDnp2nZ2dVEJiYiL3ngMwFfSzHLOEAw0PAPLS4DXvLK/yfsnS1q1bJd6V6XA4LBYLjRbcq5bOnj2bkJBAk3d0dIRWfdA39LMcI4cDpwgBQFGq51jsZj3vvColJaWqqqq/v/+f/umfurq6prynr6WlhaaiEgK9+4/GT0tLo2ljY2Nx56DJoZ/lmCUcaHgAUIKKOdZPfvKTxMTE6dOne+dVQeRJWVlZQVyizt7oTGbNmoXntpsc+lmOkcOBI1gAEAaq5FgjIyPsvB6ZOXNmcHmVp76+PnbZu91u93OSwcFB9tD2HTt2UH2CnjUYA/pZjlnCgYYHAOWEOcfq7u5OTExkqdWqVavkmmNJSQmVSbmaPyM7nc709HQav76+Xpa5g96hn+UYORw4ggUAYRO2HKuxsZFt0yorK+W97MlqtbIjUsPDw1OOXFpayhYWl14Bg36WY5ZwoOEBQGlK51hUJktrKAdqaWmRvXxSX1/P6i89WmtrKzufiOcygAD9LMcs4UDDA0AYCDnWsmXLXnvtNRlLplQmOzubpTX9/f0yluzJ6XSy+nd1dYmNMzIyEhcXR+P09PQoVA3QI/SzHCOHA6cIASD8hByL1NbWylLmwMAAe7NNVlaW1WqVpUwx7e3tEe6H1Pu8K9DlcrH7DaurqxWtBugO+lmOWcKBhgeAsKEcKzIykjY7M2bMCP0wT1tbG3vLTUlJSXjuUszNzaXZNTY2en/FHvuek5ODhzIAB/0sx8jhwBEsAFDLkSNH5s2bxzY+ZWVlwntpAjI5OVlVVcUKaWhoCNvl5IODgzTHuLg47hKrrq6uCPcrcUZHR8NTE9AR9LMcrYfD6XRu2bJl1qxZKSkpe/fuDbocNDwAhBnlQ62trex5ChaLpa2tLaDJDx06xC51ohI6OzsVqqSYiooKmnV5ebkwxGq1smVpb28Pc2VAF9DPcrQejsrKSlrDz7tt2LCBdgr9nxZHsABAdePj4+z5UuzuvLGxMenxHQ5HS0sLO0nHBPeKwBBRtVl6Nzg4eNWdLLIqeaZcAJ7Qz3K0Ho7k5OQLFy6wz5RjTXnzsBg0PACoqLu7m135TllLY2Oj98m+iYmJrq4uSsXY5VYkwe2+++5TpcJX//c1ODk5OVTb2tpa+pyZmamR11qDBqGf5Wg9HJRgXbx4kX2mTMtisQRXDhoeANTldDqFC6qysrKGhobY8IGBARrOzr6xZ1yVlpZSQqb6VeRUAcqoqEpr165lFfPnAaRgWuhnOVoPx+bNmzdt2nTBbePGjbSGS4wcISlsdQYAEEPpFHvMAcnIyJg9e7awjcrLy2ttbXU4HGrX8U/YVe1MoO+BBrNBP8vRejguXbpEeVVSUtLcuXMPHDiQmpoaXDloeADQiImJiYaGBvYcB3bejf5V+ulWQZs+fXqE+6WHalcEtA79LEdP4Xj22Wcp2fJ/fBzBAgDNYle+33HHHWpXZAqvvvrq7bff/vrrr6tdEdA69LMcrYdj06ZN4+PjTqfz6NGjGRkZb7/9tvBVQG2JhgcArdHsUSuAIKCf5Wg9HIcPH05LS4uPj1+9evXp06c9v0KCBQAAoBHoZzlGDgdOEQIAAIQH+lmOWcKBhgcAAFAO+lmOkcOBI1gAAADhgX6WY5ZwoOEBAACUg36WY+Rw4AgWAABAeKCf5ZglHNIPeQcAAIAQqd3VawvCEYAw/HrC8wM1zFywIFqbi2EWJDxzwYJobS5YEA3ORb8QnQBgrdDaXLAgWpuLYRYkPHPBgmhtLlgQDc5FvxCdAGCt0NpcsCBam4thFiQ8c8GCaG0uWBANzkW/EJ0AYK3Q2lywIFqbi2EWJDxzwYJobS5YEA3ORb8QHW3B71WD0ChagxbRGrSI1qBFtABtoC1YKzQIjaI1aBGtQYtoDVpEC9AG2oK1QoPQKFqDFtEatIjWoEW0AG2gLVgrNAiNojVoEa1Bi2gNWkQL0AbagrVCg9AoWoMW0Rq0iNagRbQAbQAAAAAgMyRYAAAAADJDggUAAAAgMyRYAAAAADJDggUAAAAgMyRYAAAAADJDggUAAAAgMyRYCnr11VcLCwvj4uLmzZu3bdu2Dz74QHq4pytXruzatctisSQlJdXX19O/0sPBT2LBP3HixMqVK2NjY2n41q1bz58/7z0tGkUJoUQVLaIEiehF/K9Ap0WLhEIseuhKNA4JloJWr1598uRJl8t14cKF7du3r1u3Tnq4p7a2tltuueU3bvTh0KFD0sPBT2LBX7Vq1fHjx51O58cff7xv3z7abHlPi0ZRQihRRYsoYcroSSRYaBEliEUPXYnGIcEKE+q2ExISphwubLmWLVtGaw77TB+WL18uPRyCINYotMGKj48X/kWjKCqIqKJFFDVl9LwTLLSIovyJHroSDUKCFSY9PT0FBQVTDhfWipkzZzocDvb54sWLFotFejgEwWejfPLJJ08++aTnviAaRVFBRBUtoqgpoyeRYKFFlOBP9NCVaBASrHA4ffr0ggUL3nnnHT+Hk6ioqMuXL7PP9CE6Olp6OATKZ/DZ9SVz5syxWq3ek6BRlBBKVNEiSpgyehKnCNEiSpgyeuhKtAkJluIGBgbmz59/6tQpP4cz2O1QlETwP/roo717965YscL7KzSKEkKJKlpECUEcwZpyWrRIKKSjh65Es5BgKaurqystLe2NN97wc7gAJ86VM2XwKcfyeW0WGkUJoUQVLaKEIK7BmnJatEgoJKKHrkTLkGAp6ODBg7RjMTY25ufwqx5brueff97nLR5iw8FPYsHfvHnzmTNnLl++/P7779fU1Pi8BguNooQgoooWUdSU0ZO4BgstogSx6KEr0TgkWAqK8OJyuSSGX/VYK65cufLoo49a3Hbv3u358BKfw8FPYsE/duzY0qVLp0+fnpGRsX379kuXLnlOwj6gUZQQRFTRIoqSjrwnz+HS06JFQiEWPXQlGocECwAAAEBmSLAAAAAAZIYECwAAAEBmSLAAAAAAZIYECwDUJPbC2kBfUuvPi29Dn/yqyAuPnU7nli1bZs2alZKSsnfv3tBCAgBGgAQLANQk9sLaQF9S68+Lb0OfXMAlWJWVleXl5efdNmzYcOTIkaADAgDGgAQLALTC84W1oTwgUew13qFPLuASrOTkZMrM2GfKsfLz86UnBwDDQ4IFAFrh+cLaUF7xIfZu9dAnF3gnWFQa+0yZFl48AgBIsABAE7gX1gb9klqJF9+GPrmAS7A2b968adOmC24bN26MiYmRnhwADA8JFgCoz/uFtcEdwfIuh7smPcTJPYd7/nvp0iXKq5KSkubOnXvgwIHU1NTAlh8ADAcJFgCozOcLa4O4BmvKF9+GPrlA4oXHzz77LCVb/hQCAAaGBAsA1CT2wtpAX1Ir8eJbf4r1c3IBl2Bt2rRpfHzc6XQePXo0IyPj7bff9rMcADAqJFgAoCaxF9YG+pJaiRffegpxcu8x2cDDhw+npaXFx8evXr369OnT8oYIAPQICRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMgMCRYAAACAzJBgAQAAAMjs/wGpwh5fp+vWcgAAAABJRU5ErkJggg==)
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