Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_092222_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 17, 2013 |
Start Time | | 2013/01/17 08:00 |
End Time | | 2013/01/17 14:00 |
Key Words | | magnetopause erosion |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -27.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.47 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 118.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_092222_1 |
Minimum Dst Value | | 3 |
SW Source | | OMNI |
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 THEMIS-B for time period of this run.
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C/ZW8WgiBxcOMncy0KAAAAGBWW2C1trZu2LBhxIgRtN/c3PzSSy9lZWXRPmksCmxpaVF4XHbcMTN2MtOiAAAAgFntebA8PDxCQkJKS0spfNGiRXv27BGibd++nUIUHpcdd8yMncy0KAAAAGDGTO7uhhk7mWlRAAAAwAyB5W6YsZOZFgUAAADMEFjuhhk7mWlRAAAAwAyB5W6YsZOZFgUAAADMEFjuhhk7mWlRAAAAwAyB5W6YsZOZFgUAAADMEFjuhhk7mWlRAAAAwAyB5W60a2ddXd3QoUMlLREVFfWElcjISJdyY6dFAQAAALPaE416enqGhoZKVsXpxnHZccfatXPVqlXR0dHiloiJiQkICKi1EhgYSB+V58ZOiwIAAABmtZfKaWpqioqKGj58eA+Py4471qidxcXFw4YNa21tFbcEqau0tDR+n3b8/f2VZ8hOiwIAAABm+47v4cOGP/74sbh4Z0tLvas58Is9BwYGHjp0SAisrKz8+9//3tjY6Pi4Sr4dSGjUzpCQEL7xxC3h6enZ1tbG79MOfVSeITstCgAAAJjtOz5SVzodRxtpLOU5kH6KiooKCAig/fT09Jdeekn46s0339y4caPT4yr5diChRTup5Xx9ffl9cUtIWmXQoEGShI85pLeLDQAAAGgHVQSWmGeeeaaoqIj/ytvb++DBg7RTWlo6ZMiQlpYWp8dV8u1AQot2Dh8+PDs7m99HDxYAAADQDdR9REgSKjo6mu/BIhISEv75z3/STnh4+NatW5UcV8m3Awkt2mmv80kyBktoZoV5ql9QAAAAQKuoO8idhx+DxTNixIh169YNHTpU6PtQclx23LHW7bR9i7CmpgZvEQIAAACOUVdgtba2btiwgUSVEHLkyBGKsHv3bpeOy4471rqdkpaIjIzEPFgAAACAU9SdB8vDwyMkJKS0tFT4NjY2ln9K6NJx2XHHzNjJTIsCAAAA5t53fGFhYUeOHHH1uOy4Y2bsZKZFAQAAAHMvO76DBw+KZ2pQflx23DEzdjLTogAAAIC5Nx2fh4fHkCFDhPf9XTouO+6YGTuZaVEAAADAjMWe3Q0zdjLTogAAAIAZAsvdMGMnMy0KAAAAmCGw3A0zdjLTogAAAIAZAsvdMGMnMy0KAAAAmCGw3A0zdjLTogAAAIBZ7YlGPT09Q0NDy8rKenhcdtwxM3Yy06IAAACAWe2lcpqamqKiooYPH97D47LjjgeynbIrRgMAAAAsYM/xNTxs+PGPH3cW76xvqXc1B2GxZwceFgKLhxk7mWlRAAAAwGzf8ZG64nQcbaSxlOfQ2NgYFRUVEBAgibNr165p06YpOa6SbwcSzNjJTIsCAAAAZpUElphnnnmmqKhIHMFkMo0YMaKpqUnJcZV8O5Bgxk5mWhQAAAAwq/2IsKWlJTo6WtyDVVxc/MILL1RUVCg8rpJvBxLM2MlMiwIAAABmtQe58whjsGpqav75z3+eOXPG1eOy446ZsZOZFgUAAADMagus1tbWDRs2jBgxgv/o7+9/8ODBbhyXHXfMjJ3MtCgAAABgVnseLA8Pj5CQkNLSUtuv8BahLMzYyUyLAgAAAGbM5O5umLGTmRYFAAAAzBBY7oYZO5lpUQAAAMAMgeVumLGTmRYFAAAAzBBY7kaLdqakpAQFBXl4eDz55JMRERE1NTXCV1FRUU9YiYyMdClPdloUAAAAMLvP8f3tb39z8C077liLdk6ePNlkMrW1tTU3N69cuZLEFh8eExMTEBBQayUwMJA+Ks+TnRYFAAAAiP/93/+tqqrq44MeOHCAHLSDCOy4Y63bSTJr0KBB/D6pq7S0NH6fdvz9/ZXnw06LAgAAAER4ePiaNWv68oikrv7v//4vNTXVQRx23LHW7TQajUIPlqenJ+ktfp926KPyfNhpUQAAAIC4devWP/7xj8f6ir/97W+BgYEmk8lxqdhxx5q2s6Cg4MUXXywrK+M/SlpF6NkScNz2fVRoAAAAANiBHXesXTvT09Off/75CxcuCCHowQIAAAD6Ney4Y43aGRsbO2TIkLy8PHGgZAyWeE1vp7DTogAAAIBmYccda9HObdu2Pffcc5cuXZKE828R1tTU4C1CAAAAoD/CjjvWop0Ohk9FRkZiHiwAAACgn8KOO2bGTmZaFAAAANAs7LhjZuxkpkUBAAAAzcKOO2bGTmZaFAAAANAs7LhjZuxkpkUBAAAAzcKOO2bGTmZaFAAAANAs7LhjZuxkpkUBAABok9u382trc27ciMvOXp2b+xHtu7tEboAdd8yMncy0KAAAgF6lurm6sqnS1VRnzqzU6TjJpjBtfv66lJQZ+fmfunpQDcKOO2bGTmZaFDDFo78eJVcm667rWtpa3F0WoA7Hyo/tLt7d+LDR3QXpN3ya9+n4+PETTRNXnVtV2liqPGF9faFe76fTeefmrnUQ7XDZ4dDk0GlJ08bEjeF0nLD5GHzeOvOW8sPFx4+1FVinTi1ubq7Oy1ubmxvVZEe0NTaWCfHv3i2prc25c+eibMyWlvq8vHVJSZMzMyPatHpNYMcdM2MnMy0KmGLn5Z38tX5u2lxx+JnqMz56H2+d95iEdpcwJ3UOqTEhwq6SXRvyNlQ0VfR5kYGUvVf2LstaNipulE+cj9h/8y48+vdoB2kbHjbsuLRj9x+7hca933q/sqmS/tJ+WWPZquxVlIkkWy+dl7fem+RCgCHAT++3OHPxD8U/LMpc9E3RN+KTpF+wNmdtlxrT+yhPe/LkfEG41NScFcJ3/bGLmoNqidNzlk3naFufv9425wcPam/dOl9eHmsVcJxeP1Kn87FVV9avxPte9+6V2+ZWUWEU4sTF+fM7N29mCBEePmw4f/49cVa0GQw+9hSbUyoq4rOz11y79psQQnItOXkamWMwjExKmlpVZaLMu6fh2HHHzNjJTIsCrZFYkTjv5LywpLDM6kx1c86ozhBf6Clkfvp8L70XuUxZT0A+1S/Oz1fvKw4kD61uqYByShtLfXRS9WNvs/h7Z3Ekjdsb20e5H9kaQmcRqTpxN2paVdqhq4futNzpvdq71njtePlx2xKONIwMMYXUPqh1mkNi4iSxIpliDO5GhZAsFjL8z4UvxhpHhRkDj8ppKafbHh33RVxQjnVg1uU7l2enzJ6eNP3inYulpftsI8fHBwvHNZmmyGaYnr5Apt6u/UIiicRcRzSvM2dWJiVN0+m8BZ0nUmmjr1zZf/XqgcTEiQ5KHhcXUFDwH4UNx447Hsh22ltvB/QG1c3VtLm7FG6G7v4/yfskKifq/qP7fAhdK51fo/XcmPgxWdVZSg5BboM8GR2o+E6xJJ8rd690wz2crjndm1XSj0n8M3GqaerExIl7r+ylm/UHChy2q/gZ5KWwxjdB6o1LGHes/JhE0HvrvEnlO81kTuqcG/du8D1tpMxePfkqn+3afJmndRQt42YG/Uxo21S06Yc/flAoN1eeW0nJ//rrEbVgS0u9JFtBSbzbswqJyIhIqEhYdXaVEPJfh0JKr/e+ccMoCTyu40Z1JJ+ePF2cf2BcwKty+dy6dY43xP6BfOnblJRZ1o/ep0+/0Q3Zp3w7d25Vbe35GzcS79270dp63161s+OOmbHzsceMY8ZkRkSkzJiROnfu9RMnWu9bftgPGxqaKivbWrTyrHrbpW0j40b66H0CjAHh6eGCn9Y4S08t5S8ER8qOuLsszqlprom5HDPKOEp8CRsfP/7g1YN0idx+afviU4sXpi8kW5adWvZlwZf28tFd11FLUdoJCRPGJ4yXXHMPXD1AccgDKb9M+8f5Nzxs2FiwcbRx9Nj4sdNN0yn/4Pjgc9bLqLHCKDiVVedWRV+IVsVZnrh+Yvnp5aHJodsvb7e1kTwfacSCuoLea46+hITp+vz1VLezU2Z/lv/ZkatHyLTvL39/qvqUJNpI48gurWm90c/J+cDeM5HW1sbk5Jl8f4DB4JuaOufWrbOSOIYbhm8vflve2PkMSJUWHHgbnec192uK7xbTubcka4nlEaez53S02esLXH36jZSUGbysuXXrPFX76uzVQfFBC9IXxHYoA18FRfrt2m90YtxpuXOg9MBE00TH8WfYVyH5+Z89fNhw9+5lSfhSZ2UYb5NVQoKlE4sUTFdR5SX+eP26jgzvVV2lfEtLm20weENgDTSoRZX8tIu3b68roEuuOu5Eot4e1NbSR3GE0oMHSfMVbNwohNiWafb+MWdWr/4q7eP1OZ9RyRz3e791+q35J+cX1RfxH+tb6iX99mpBd5PvnXtvc9FmfsRGoDGQLy1JE9WPZcvtB7dnps4cFz/up5Kf6OO2y9tIjJLrEoaP0E7urdz1F9aTWKEaI1dKSkXJLa/bt4/yPrItJ3kOakpezAmX+z4wx0/nF5zQ/tBkC92jJ4wXLpTJydPz8j7puKD71NRk/Pln/JUre23vVt3IirMrqNL8Df72npmKt1lps642XK23ln9SwiTJtxEiJ9HScqe6uZpUGv/VwVNL4uPHSIa/dGxepMym6rhxBr9VZ9/l45N65otHZ6ltMSYkTrhQd4GP8H3x945b2VfnSwr+3XPv2o6yErYQU4i9kXZCb+jB0oO/lv5a86Dmjaw3ZqbMpB9XkDGoX/xehI0KTJcjp9G8un6co/d+39pSNtG8xsSPiS2P9dZ7cx03SxJya3MdHGiKjvtNxx3Te/1i8I81juTPhwsXooUfyIMHtZKzxU+BmbZPHtPTX2lqqhQ+GgyW55XNzdW9J5IqKuINBr+e5ACBNdCgFv10KTd/Mzd3C/fvd7gfJ3MHglz/FXt5pc+Zox85Mj4oKHPBgqTQUMPIkXpvb2NwsCni1cIM/d3m+rhRQi8vd9yb2zeW+zVQmk9KaGjxzp163867Jkp15+Gd7l3RvHXells3BXd4/IWD4osHanjpLcNd6fK0t3SvvdqjW8nvLn0XoPPzP+q1fs2YdWc/Fh99fvLcyXvar+8f533MJ6Fr9/Izy6ckTpmTNkdiVz99LNLvtjHGMX7H2mt+/B4vn+OWHZ8T3OiD3MubueBDrrXCYpurZNfbYi/xjsHgX1WV+rB3RncJw/ZpI+UUmR1Zca/ifO35PSV78mvz6XYiqzqLlEe36+3Q5W22gaNFhhcWfuUn+gV567hX27u4ZLav5Q5xMN0ytvoHIaTjxzs3bW69jULlZVDDwway7uyts/ZusShOaFLoxISJqg/1EyD171JN0g9fibTt+Ras96q9d4NK+K+Mf9EFzdUL6avi62HXeRP4yrdXIU4l0YzkafQ3KD5IdqSj0Tha+B2lpIQpKeqXWa/fuKGXDB1LTp5mNAbodN6JiRMqKox85k5VTlVVitna+1VWpsvLW1dQsPnePYsQr6iIKyz8uqoqLS/v07i4wLi4MR1JvNPTwxsarkmsaGtrocJDYMnCjJ2PPeb4xB15mDs80snp/fNE7tVNnO8xJ78B8mHexy2b1/Eu4V/P5b6fznmf6AyhOCv/zYVu7/ULkPLNX+c377fJM45NCCDxGDfScpuuQLqRz7Zcm05wMWG+p5cvf1BbO8c4w+22uGc7IR8+8og07LcALjqci3qbm7pL5QKQrE+cODHrjTfoLuLbWZaPtrFWve9athO6dauq1/tVV6eLf4n371cJykw8SteWcYnjeE/pb/Cne4D2Gwn3teybOu5XHbdPxy2TG2Dko+NmWYfRSGpgjVxW03TcflGPhY/B5/Ws1989967GRzHm5X3EG/Wpzvvjs6vFttPfudavyK4Aq2lRVulQXn68rOxIZubihISxJlNIdvb7164dfvTofkjiJMmFhRp38anFTrWRJMJYHbfJetyTJ+dXViampYWR+CgrO7ome01QnL/ClhV3a021vE7YORryzp2LtbU5f3V9s/LBg9qEBMuI7yCbTHzsF5tua4VnCzytrfebmipbW9vHgXjrpUkOlx2W5PNK8nSKKe6yEm+NoqfPonse6dbcXKP6ufHgwW3+fUmdzicjYyHdYgmyTK8fHRfnC4E1kHEqsDp/58e4sfu5Ub9JO5P7cgv61StyhduO3pNt9K9cSAw3YxvnG+v+wtjbqIk//DDoZkbGrdzc8+9ahrdumcstj+K+iOCO+nHLPuFmbLeIRYrpdYzzPSqfCUXwO8It+pz7YqEl/th93BufWPos6cvPF3eJGXCIW/Ipt8/hWKyP3pIGBR7llm4d4yiNkP/hLh9nf6u0Jl5f226m8u1lq8Lo7qOBziv+b3QvruM+0HHLO3Lmn8V0bsp6ZLu3fVnw5fHy45NM0ueA0iYmwST3kpqDLUTHlZbuz82NFCxdZ6cavxV9HKUfqcpVTlYN9Jzc3E9kG/R7Hbdex/3o+tMiElv8zo2qVL5zTny4MGtfjuUhuN6ykbwm9RlimszX1dvxQRtTZ/P7fl2zFc8ylZpqGdb9sosnBglfflTWvXvlzc3VV67s4W8Giot3iktIlcwfZVVHwvkdx/3WYf50kzDZNDnmjxhxbiVlR5amhs1NmSWJfJiU6F+Pfir56bO8z8I6+rc+yF7DpyJBY1uxqakzhWzt9So1ujJPmIo0NpadP7/mzJl379wphsAaaCgXWG7fSN4d7/A1P0/kVkR6L9geOPNbizt3mlbsL72Ocz7Hu1OAvttc8e5eHRufcPQB7mCQRd/M/ob76mVuRxjnd9RivldHPbz3PvfraO7lr7ngX7gFX3Kxvf72epft8Egucjm3dllnU1o2Ly+dt7fFccgl+Vd0l89hOst/JSp/zS+d0cad4PZLL9ROtqWfcVN/4Mb8YpGSoYfG/JFlqrhTnnYzzUGa2XJdNbSt1HEzrbLJsX+d2Jct0bGlVKb8XPzjNwUbz3W8rdnS1rKzeOd3l7+rul8lm2SG3rvkbomrB+IHAt65U8QLSpKSy7r2kfhavfjPopCp1hmSjMZRsrNHPnhQ29RUefNmenJyaGLihNOnl+fk/PvixW/u3LlMIoCcPUUoKfk5MbF9hNzp0y5MfWmP2trsxET5N/9V3bxIByQkBBuNgefP/5s/dGHhJqNxtMHgKwzWpp2Daa/M03GLOgQQqfNI66QGTg9BJ+rrJHwTO99B8bb0wMl3Nfl3pKJ6Ft8PnLO+ishz5szb4sxJYkZbdzIzI8rLY7+zPxhOvBXWF/K51dUVjLH5dnnS1Itdz4Tau1dnd9wPnO14ecJ2Yi2qNCFJa+v99PT5er1ffHxQcvL0jpr06/m50XMgsAYa1KKvZ76+78q+87fOh5hCRhtH06biKE6fE5Z+kR52epFE+HFKlzCDv39LvWVMxoPa2pSZM2XTUZL//Ivb9Cq3PVTmW3LwIT+0iw8+aM1KaZyjftzC/7pc2uB93JQfncShCgk8aHmu+ktHX8yq97lRv3KTfuL2TLCbjn+wtUf6Wl5fbHFjxvy+ceMfu3ZdO3z44tatiRMnnpw/v76wsObcuQqTqebs2abKykf371/ctu3yzp3lx47FBQQYAgIq4uN/j46OHztW5+PTrp+8vNIXLmxtdDQZN2VVm5PTXF196/x5y9F9paWhP7ZFJHUyzvoU5mXru+X7YjndCW63jptjDdmrs3zU2c7m4+VF5Tz33nv86dQZ7sfpxnK6IE43ldNFcLppHeHzuJ0nuNd03GQ7NTXaxpNtEn27xSosfrQ6wsBeaCfK87Ah8COrpwzQt//uvEU6ZpTV+/5mfYTkr+c+ODnP5omJ9/XrerP17b+4uJFhVo8r+f0GGfxPnVoS6fD0tg18LfM1X72veKDhd/HS3ksqwGeij+91KAnSGaSl0tL40nqlps4SPWpxYSOL4uODc3I+dHxVvHJl38WL3549K7N+i5s2L/GLFJKvup1tgehF4MLCr8RfSdolwE4Oep1P4tbJ5ze8d+vmOdkIQv4nT7223PKr8bZ3znScOV6rzq1al7fudNlxidSjH/jVq/skLbUnM0KIEJkTyQdev37MOvSqsxgm00TZhv7rr0dFRZvz8z8VP0N0IxBYLvP444+rlVVv4LhF82rzJG9l29uC4oLKHZ6jmwo3vXry1Z1/7KxsqvS3DgKIyIxYfma5kIOvwZd/qWdhxkIh0EfnU1JdYOneEB1NHxCgfP6IzEWLjEFBqXPm/JmURJ679MCBpKlTSZNdP3EigRw/x8WPHk2qZccMr3LrFBWkEnI//vj8mjX3q6qETFJCQ/dM8Nq4dOTmedyPIdz6pdy6JdwvHW8DdJbsBDd2r2XwPqk3x9Xl7fgBi5f1ZTj1PK9h9OiE8eMTx48XB8ZPmEAVq/fxSX/11ZNz5thLq/f1dVC9vY1ulI/uGBcuccO+nS5cODPWKXEqpLHet8osXy518eyi77fcLS4WH46koWVQ0+tyaZdxujBrDtaPn9v1EJYZqA0Gv70pM/z0vl72R5/0cFtvHQy+x/posnuTNzp16sJ+aNdDj4sbZTRaRvgGyRWMTP7PbyNrKq44nfNJPAXAGGs3jE70dImzCkGhDAaDr0p2dZUIeh/rpkpWzt/5l4zCpkNnZr5mMk3vDdNSU2c6bl/xmU9SIzd3LZWHr+oQU5c72ndMk5wcLlYm8Pz51UL+LS31tbU52ZXJ3T7hX6WCrfUx+Phk//vfQrZfxHW+KjUrZZbYoocPG06fftNkmnL69BtN/WRhBggsl+nXAkuAX2Wi4WHD5buXC+oKerhqhHh24zey3hhJN8opYeII313+bvGpxbtLdgshZ5cvJ09v8PPL/eSTvx65c80KOjoJNb7Dg6gvLPQ50e5I1uyYwf/YTZMm7YiNdHy92G9/bmRh0oq6goKL331XmZzcN6aRUX8mJxd8+aUxONjg75/28ssVCQlNIqHZ9yToxvEX6xhr55A/VfJGb9273gs7KmvTl5bhHTt64BTJqSQkjOWn/rty5WdjXKB85BNdPsZah2kvPc6F7PUZHRcgEqQcndi1D2qnJk3toYQSS+wx1j6n0R0fP+sFf+xg+7JrwcLbHxXJ9FRNpJpZzVcDFxTrwmBq4VjvdAQG9a2N3dgMBv/4uGDhY1XVyfT0ebIxs7LeTtPPSdPNuX+v6ubN9JKSPfn56y5c2PDIOp9fa+v93ihefX2R/ZKPvHr1sIPf3YqzK4TWSfwz8eGj7pTwwn6ZpXIIy1QXeq+JiROzqrNmJCt96WeKzvob5D95eeVv2EBZ7dd5+3dE8DNo4jFfT4DAcpmBIbCAAz7Ktbyk7aP3yb2VKw7313dxMBRhmq5zFr5846/JM2aQakwcP754585H9++nzJgR5+9/+vXX3WVIH3D7dn5W1utnzqxQMi9UdvZq8fU6xTQ93tBlUVj9cWsH1mEVvJFkEkJF2+zO5n1vdWdvza/Xfu3hQ/ZX0uaQ+VVVacfTXv6PjvvJ8oRowu3bOcmVyQuTQ99ImVl9t/jevYry8qPZ2R9mZb1x7dqh27cvKClzYuIkg0F+6Ten20+fcpOsOi9a55WUGKITdR8K2yrRJK9h3ym1d5zoKP/tyFZRl2Rn8/mS3ElKmh4XF9QR2PF4UR9oPDiq52dI+3bC2lvzXrubN/j66hZyujcsT5Obb940W19ku3enonj79s4kuzjDyPY3Iy9ER9+Ii7uyd++D2i6TSlgyFPIXEh6Tynra6B4gN/eTixe/dVpUylYv+wDxKHdq6VLHP72IjM5Hb/zttG63iz+Q45xxQqCSa0JoktwYDpttOp+tKCxz5Ws66+NLIaissUzJETULO+5YNTupyh6XY9CgQWodgoiKinrCSmRkpKvFU7EYQMyJ6yfGHmnXWJNiLZMo/vL7rnaxdYxzmtyWtrYWunw7nkXpwYNauvgWFX3z4MFts/Xl//h4Yb4WLj9/fUZGuFVMeFnfE/ZOTg7jlzohxZOWNrvrVdIrL29tY+M1e8eqrj5dWLi5sjKlsjK1uPj7xsarTsuZkSEsIutHR4+LCygtlY6r4JHMwkyFOXfuXRu3yhkDA3VbOkMMh/31R327xvGury+MixutmovlnXfX6/9Rv84PSuYzIwU2NXHq/qv7zdZpb09WnSyoK/i5+Ef+25mmaUrPCRFxcSMl5TxzZmVZ2fGMjIj4+AmnTi0RBpqUlh4QRzt9+i1+wPjDh3dOn14iNXZ3x04wpzvSUavWv7bPlWds7/z0+SJu1rfcjB3OfWfICUt34Hsdk2YdUPxKZmZSREVFvLgSTr/xhvzj9emc7jerNjpmo2McbBRZ8bQqeh+fexUVnQ/iD3Zk8npnnLjA9qF3ei+vpClTbmZapub669EjSyA/7I/+kt5YzOmEZ3Rdi1p/u31Gg3ZDhDP/566PUI9wDSUllkw+53SbON1yazG+53RfczrrU7Xb2dkOzqX0m+n84UcaLC9ylsXG6gI6SkJ/F9q/q5nN6X602r7SYqOS87alrSWxInF/6X7HtyWRVmnYJWwd3Xt0ibPt0rZu/HC0AzvuuD/1YMXExAQEBNRaCQwMpI/K07LTom4h4eWZY/dZfvmLj1jeE2542PBJ+vsrdAtPF7TPekeOrbY2x/HS7lVVSRkZr5lM0/j3oUymiQ40VvcG/zrcvLOzP8jP/yIpaSo/a183csjIWEhCirSd7bdxcaOEqqivL0pLe4WOkpQ05fTpN8WC5tGj+3q9dBSOXu9vtuo50pSXLu3gV2spLT0ojpNm7Q0yW9avtTdMWH5LS5vHJ5QIFyoGtUjBxo0SF8DPeWZv84vlNrw18nTN6fza/BvWuR9t+SXjQz7yil8tt/5VyclZr7+e9+mnCkccUgUajcEdtRpYWenoyfKdO5f//DOxWW5+qRs39J3DibZyuklWfz/XWrR90lpa9jk37ysu4ot2M0cfkLGeIvge4/yOceP2ylfO3I6dBdaOK2/r8Cy7j32pSHusammjxYU/bGioMBoTgoNJautdGrnobbXrLU73L073ilXccFbxMctqslUwuZahZBsrqjd7m1WCNFVWOorzlqU3yCJrYjjdUk7v1zFN2M6u1UIhCyyyxhJZZxVSPk6G/zVeuyZudypGUmioMSjo9/9YFiems5TO1fuP7pP+ix83zpJkpFVu8mMbAqxyTdI0m2z7NNvNzFq8+NqhQ8LIClmqm6tnpc4Sz/YcGBd4peFK/u38bd/6HCfRtt0qQIVsf5NOVxsQF2Cb7aO/Hs1Mnelj8JmZMpOfoF/Bj8k9sOOO+5PAInWVlpbG79OOv7+/8rTstKhbSJk586ifZULLy4e7rClBCunWrbO3bp0T6SHfM2feLirakp394eXL31+8+F1y8tTMzH/Zqgphu3Jlb2HhlnPnVp06tTQ+nlcP3Xz6o/GttPQXc9cpmOPjx5Lhj+SWpKS6FcfMz/9U/G1Dw9WEhLHx8UF6vbS/R7KJ1zDOylpqNAamp4cLRyS/Ll5ygLbp9rtqSF7wQ+4olYOzJf/oF19aR68f/szid4UMDNZ3EcoOOxo0Y4/6wkLT5Mnx48cbAwLIz8UHBd0tLq5ITKwvsnSEkO88OW8eSZPU2bPjx4xJCQ3lS3jxyDbTjkm6DznpxO87utZSx5iYndMsnbK0t+QzJ7IjbJtM6DKhok5YZszi9yNl28VmWlpVNoOPz4Xo6Ps3b9bm59+7IZW/VCfn3n8/7dVXC7/++u6VK6X79/dIeHXdUmbMoCPGBQS4nNaf0x3o6FX6rjuHjg/uMp+tuOdPWBWt/OjRLj2CdAqNHy+8dWTaP5l+TadOLebnGKO7RYMzQ27n5podQhpIiJ1fl99etg5lX56uo1O3/XvrC7ni3H30Po4z5LezNdLVMDUCO+5YNTvVfRQoi6enZ1tbG79PO/RReVp2WrQvqa3NKS7e+eefidd1uuRp09IXLhQPubhz52JycqjbVUt/2egKztebMEzqjz9+dFz/SUlTheQOegeLiraePLkgLW2u0TiKJNeFC9E5OVEm0+T4+HGFhV85beWKuLjk0NC02bMvfWuZRnHjq10u4slVyYUZ+ku6344tmSNMNkb+u/X+/esnTpx7772zK1akL1hwfsWKrCVL0ufPNwZZ38lbaO32CJDvfjj5yivZa9Y0XLmi7DS0VtrIkfZcHZXB8kDNJa/8U9fW2SMfTe/tbfG1/u3jj41jOqc02jyP87HOtTtxd3vQe9ssEybx+5ZZajsmsN2wcdTVq4fu3S1P/jlUf6JjANAyl2WE5eUYHx+9t0znStHmzcpr0pbM117rhqxxsIllFunpzIULE6dMMU2d2sNs9V0VUpev/P2No0f/Hh19fvVqcbgpJOS89WU9Y1fBdGXPHqfVUrRli4OXoJPDwhwnb3jYwEf11nvzU61WpaXpvrW2/m9cY41llFXWsmWWvkbruyaTRLlTEtsMZ6bMlBRCs8Ph2XHH/clOSavYSrrHHNKHJdUQdNdlMIw6dWqpuvM789IqLq69X8r2EcyVKz/1vUYpL9dVV2cmJk4xGsecOfNOXd2F4uIfaDMYuswWo9f78+8zt7W1FBREK3waaDAEWmN6WV9391WSKi5upMGgdMxsbm4UX3U3buhTU+dkZS2RfbAlhp9EwGqRolEgPUfv43PUT/pW3W8BMg4mzt/fnu9xYfPxubx9u7gAbS0tFUZj+bFj4jnGCjdtUuFYHV7ZQBrlcNcu0h1dol3csoV0DG1Xf7H0ON7Q60/On39q6dKHDQ3kdLMWLybbSUeW/PSTYdQoqpxvZ3E/TOV04ZZBV2O6zmcRcNQ739TZY3f3bjFJ3gsJ60lwJIaE3MzKclBaw8iRjeUyU8Y0VVZWJCbevXxZxXZvrq6m7c7Fi+3dmSIZl7d2rYP6lBV8equqJmFac/q0+ChVJ0/mrpOd+l7RRudGyqxZdM7EBQY2lJQYnD06FLb44GBJyN2SEiXV0vkcU26rKyyszsrK//TT0v37b+fnn33nnewPPxQ/By9tLE38M7Hqfvv7y7lRUZae1LGcbnT7z/mG0Wh5sNtxHh4b1Zk7P65RjGwhut/kvQk77lhlO8vKyp599lnxgHcVe7bQg+UqJ0/OEX6cSUlTr107oorMIhEjEQeVlamSOKmpri3/2SEUfF2cUdD75s1M2SdoEqqqUisr02TNp8Bbt7KLi78vKtp88eLW6urTLS31TU2VFE5ahz9Qfv4624T37lVkZESkpMymJBT5zp3LFy58QeqNFNjJk/MarW/6CKtqiFSXv+x0RDWu9+eL1rTvI4FVm5ND1+2947rMwi+71qHKW9fHlLQZR43SqzqPmjGw812w5OQZXVpnjlUWeHnFjR6d98knCutKMh9b3CR/3QnL8jKzuy6+5Hj9wXPWpZwkW9yoUdmRke6dxqUyKYmkw7VffyXFQNUiW6XXDhyo+/13WUHjIOeM8HBLs/r5VWdm3jx58lpsLKmTLhpITrRJhDhBqZS2ftezqCw2VmElpL3cuRiP47WdDB09rMlTp9rLzTJT8X/bT7nr1w0U0nLvTufY/2OW5MIA+VHGUeK0xgqj7IFTq1IV2tKXsOOOVbZz8ODBu3btEmSQukjGYNFH5WnFLcovsen4JTX6luLwo4nFXLv268mTCxMSJiUkjM/JWXP7dj7FJAd/8uRck2lSaemB8+ff4yWCweCbnr6gvPxwefnR+voi26y6x717f2ZkLDSZplpf1e4ct6TXe8fHj4uLoztvb6NxTH7+F5cv/2DrxbOynLy3rAS53pe116/rbt7MEOJIXZSonPxOfDwVMjo1dWZ8vPDCOXf7dq54AdSsrNc7tIh3aelvNTWn+U6d6uqsa9d+q6gw8a8Q9ip0RKc9SY6Jj2+fccpkmsCHiM/AvLxPExMnnDnzdje0b15e+yJxqalzelJC5QjjlD9c3nkRP+r8bcK+3gwOuxak/n7cuIvffCM28/590WK6HQOw/kxKUl5Rtt49LiCgsfGan8161ZUO3/y4mZHBu//z77+fOHlynJ9flibnN7kQ3f78U3hOV/Df//JfUVWIh/FRhBrrS4XdpjY3tz0rH5/ESZNOvvLKxa+/lpWbppAQp60vEViFX35pm4/dkuTk8F10pmnTlJ9vv0dH22ZVxPfCdkxkSndoFHjunGiS/VhLWmEyQl99l4mRA0UzkYq3mWkzbY+lCiV3S8IzwnnBlyVaHlsJEFjdze6xx3pJXZk73iKsqanp3luEwr2+cMoajSPPn19tu3pAWtrLXftUvHuyUIOw5eR8YLaIg/SCgi+vXz9WW5t7+vRbZ86s4EfP/PlnUkLCONIfCQnBV6/uq6nJSk2dbX3A5GU0Bp07t+ru3ZIrV37ueTFSUsJaWu7QQRsaSu7evVpVlZ6T8+Hly0or02ZagS61KiymdvVq5ztuJJJIFFpFp39DwxUhXBg2RFKjtjbn7t1i+4ftx5C2rq3Nb+ydqWtu3TpXWZns+G5BRciNZS5axF+9V71vmZ7g7ajuCKCLW7fmfvQR74xVHElNuipu9Ojy48epqGWHD0u+Vfg6PY8wHEq/3yqPXHmlxiwSHLTxSymcWrLELPccx+nbXg9qa0nXure/yik309N5g5KnT++Dw90nL5Cf33LnjtOY6eHh8WPGCA+s6QwhTXZ+1SpbjUVy7dK333avPK337wuncUpYmNMT1TaH9meph7iO+88gkymkyzV2rSXh7EPtyy6NNo4WJxeyfiX9FZLsPvp2HR+SFNI9i5wyJqHLUvSj4kYpf28RAqubPPXUU83NzermKSYyMrLb82D1XJowsun1fgkJk9PS5t28eVJSjSSDTp6c7yBtlahHOiFBmC3Ti5dQdAdPokqI3MOeIeAuXBI94hU/zq1YkThhQt466fNWy1Mha+Tz772X/+mnSR0dD6aJiheG9vEp2bVL8vZi0ebNGYsWCd0np1esUG7jmTPL+bP01i1HEynZ4/qJE4LnbiwtJYVEPpjCJevqePXVs90+4GZGxnWdTlieQVNQqYp37ryyb58wBCp/3To62SRDxJKmdWdiNh7SwX8mJtYXWlZxTp4xw+kZa5oyhU57KoDB3//yjh3t4e/YubSesE4bxnF7937Ap/eL86tq6lx8QlBU4xLG0ceYP2L4j/NPzu9ZzXXh7K2zuus6vs/V1yB589ZJX6wYCKxusnnz5vDw8NbWVnWz7TkQWN3ejMYxycmhcXEBkpFDsgOJSkTL/pCoOnv2nYyM8Nu3c4TAv/56RHdmer1Penq4O04EoAI5knHNXl6pHYs8ksOgO/iMiIis118nH6ZwaquqtLTkadNOzp/Pu2fSSbU5Ofz6iRe/+UbIOWH8+Hs3btiOLL4RF+cg85b6+it791bExzuIYwvdCRQX77x27VC3hy2mzp7NF49sEQK9uy4D/M7Zd7qXOVAFY9fRYwaVFiS1vA8o7jr1sawtqKindo78RbgoewupscTx4zPeel0YhrUsa5nZKuzoTBv9a3sWvrGWJVn3fhLOf1x8ajHFuV9VRb8aKgDFdFBsUki1D2plv6Lbg8w/EvhDT0+a3tLWYlv6iaaJsp1Y1xuvz0ydKdxRjDKMgsDqJr09k3u3sQosFR7zJSVNLy3dS9fc2trsrKxlBsNIfrpwvd5PNJbI+/btcyQv8vI+zcxclJHxmuqip6Dgv/X1RZJLf11dfn7+hlOnlmZlvZ2Xt1aIbDJNTkubQyVXtwxJSVPJCUmWXikp+YkvTGvrfb7Lqu/bGvQBOR9+KFxaG6yvXF07dOjid989VPDUpodYXo8XXJevb1OFRhe4zYyI4At5TTSz16zUWWKf9N3l79xYQnB+zRqxSKD7BLVyrkxOLo+NbSwvF3pVFc0VEih/sa0oNrbPb8J1xvbT+1pWsrd+mvVte2CQdQrc3RMtU4FYOrT2WibCKPiyc5lNy1wVW740HvpK6ABruXOHbj9WHH5Z0EBeJ5wsgcVPQWK7jbXONaO7rvs8//PNhZvHxY+TjQaBNdDgW/Thw8bLl7dfuvR9a2vj1auHTp1aZE89xMWNamqquHXrXEVF4v37PV0G+M6dYrG8i48fm5AwUU6yTKHIN2+eLCz8Njf3o99//5IfpURC6sKFz+Pjgw0G/8TEiX/+maDkoDU12QUFX1VUdLm5v3EjrmNKT29SSGfOLC8p+bmk5HsqD7/CvPKtujrTatplcWBx8ff8gXJzLeOvqcDQWAOVgo0bU2bO/P2LL/r+0Ff27EmbNy97zRqFPWRuIb9jxoHrOp0QeL/1/qbCTYKnua/gBVjQe5x9R1h02/Jeam+fToVffeVUY8V1nRk4Pn7crVtn6RQSInh3vMDrdaIz1Yzt7XtvfGL5v29s+8cx+y0vXe6b6Pveam7NSu6IP/fVK+3ai7aXv+Ym7nIq+tTfILAGGvZa1DpyfG/3hlm4REtLvW2PjviNOY0gFMlkmuJAXZEyE5IkJAQL4aT/9Hpvg8E3MXESH0JWu9EcANxF47VrpLF+j462XTjlm6JvFp1adKT8iFsKBgROLVki+P0ben3fHPTi1q2ywiP344/Nlne0O2/Fq6ra35qvNJmEaF/P60zzk3Wxo98CLEtU8ZJrh3WoVqyv5VmhpZfLuqzhmAMdmkxtqTTqELdnvMvZQmANNNhp0d6gsbGstjbfZGrvdSsvPy7+1kHX1/nz75GydFexAQDAAVWpqbzTN/j16aTn927cOLd6deqcOVmLF/MD7Q0jR/LLYOj17bM36/WdLxtWJCaKJYqw959/demvGrvPMlSRf5goxNkXzHkd762+qOB90iLZbt4nuI/f6hLGjjtmxk5mWrRXuX07v66uQBLoYLW7a9cOuqWcAACghMs7dmR/8EF1z6bm6gmC7OA/5uev7Rg7O0WIc/fq1XYdZn0l1vdYe5rPl3KJEyfWlxSvy1/3WuL8Lbo1/MrWpNWE1ylIhNkbMiXZfI5ZHiN+F9Yu2qIXeY3f6zVuL7dzjv+XS3z5B4uTd1mWe/c5bhmq5XeEi5nanvrXwPZlOrkT3LK13EdvcW98zG2f3vUIHcsAsOOOmbGTmRbte86eXe7gYSJ6sAAAwB78pCSJEyYIIXfvFtfW5tgbOqL38Qne3/HI77jdxXCC44P5ONMMk8TrLrT3Kum9R8WNIhHmZ/R749QbF+sv1j6orS8qKj9yJO3ll1NffrnOOt+EhMbS0rqCAnsj1WrOnr38/fe3rQnrCwsLvv664L//lVWu7LhjZuxkpkX7HpJQV67ssyewHCxCDAAALHPvxo146xO97A8+UJikpb5+/JFRglR6//z7u6/sDksJez2ryxT/UxKnyHZTrTy3shfscA123DEzdjLTom6hubla3K1dWrpXEFhqrREEAAADDH5xT9pcWgHpePlxsWYSZq9dcb5zKt05aXNkBVZ+XX4v2OEa7LhjZuxkpkXdxbVrh/Lz11VWJvMfc3M/SU6e9vvvMqtuAQAAMFvn1CVplTxt2rVDh1xKKEw3Kt784zoXdCqqL5IVWGpb0B3YcccD2c7HuuLu4gAAAAAqcL3huq14kixQuOfKHkmEBRkL3FVgMey4Y2bsZKZFAQAADHhsO7F2XN4hiVNQV5BTm6N8Gea+gR13zIydzLQoAACAAc/irMXt0krPjTKOKrpT5O4SKYUdd8yMncy0KAAAABZwsDyzlmHHHTNjJzMtCgAAAGgWdtwxM3Yy06IAAACAZmHHHTNjJzMtCgAAAGgWdtwxM3Yy06IAAACAZmHHHTNjJzMtCgAAAGgWdtwxM3Yy06IAAACAZmHHHTNjJzMtCgAAAGgWdtyxFu1MSUkJCgry8PB48sknIyIiampqhK+ioqKesBIZGelSnuy0KAAAAKBZ2HHHWrRz8uTJJpOpra2tubl55cqVJLb48JiYmICAgForgYGB9FF5nuy0KAAAAKBZ2HHHWreTZNagQYP4fVJXaWlp/D7t+Pv7208nhZ0WBQAAADQLO+5Y63YajUahB8vT05P0Fr9PO/RReT7stCgAAACgWdhxx5q2s6Cg4MUXXywrK+M/SlpF6NkSeMwhfVRoAAAAANiBHXesCTtlNVB6evrzzz9/4cIFIQQ9WAAAAEC/hh13rFE7Y2NjhwwZkpeXJw6UjMGij8ozZKdFAQAAAM3CjjvWop3btm177rnnLl26JAnn3yKsqanBW4QAAABAf4Qdd6xFOx0Mn4qMjMQ8WAAAAEA/hR13zIydzLQoAAAAoFnYccfM2MlMiwIAAACahR13zIydzLQoAAAAoFnYccfM2MlMiwIAAACahR13zIydzLQoAAAAoFnYccfM2MlMiwIAAACahR13zIydzLQoAAAAoFnYccfM2MlMiwIAAACahR13zIydzLQoAAAAoFnYccfM2MlMiwIAAACahR13PJDttLfeDgAAAADcAjvumBk7mWlRAAAAQLOw446ZsZOZFgUAAAA0CzvumBk7mWlRAAAAQLOw446ZsZOZFgUAAAA0CzvumBk7mWlRAAAAQLOw446ZsZOZFgUAAAA0CzvumBk7mWlRAAAAQLOw446ZsZOZFgUAAAA0CzvumBk7mWlRAAAAQLOw446ZsZOZFgUAAAA0CzvuWLt21tXVDR06VNISUVFRT1iJjIx0KTd2WhQAAADQLOy4Y+3auWrVqujoaHFLxMTEBAQE1FoJDAykj8pzY6dFAQAAAM3CjjvWqJ3FxcXDhg1rbW0VtwSpq7S0NH6fdvz9/ZVnyE6LAgAAAJqFHXesUTtDQkIOHTpk7toSnp6ebW1t/D7t0EflGbLTogAAAIBmYccda9HO9PR0X19ffl/cEpJWGTRokCThYw7p7WIDAAAAwDHsuGNN2CnRQMOHD8/Ozha+EqKhBwsAAADo17DjjrVop73OJ8kYLProUp7qFxQAAAAArsCOO9a6nbZvEdbU1OAtQgAAAKA/wo471rqdkpaIjIzEPFgAAABAP4Udd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUdd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUdd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUdd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUdd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUddzyQ7ZRdMRoAAAAA7oIdd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUdd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUdd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUdd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUdd8yMncy0KAAAAKBZ2HHHzNjJTIsCAAAAmoUdd6xROwsKCoKDgz09PZ977rndu3cL4VFRUU9YiYyMdClDdloUAAAA0CzsuGMt2nnp0qVhw4YZjca2traampq3336bD4+JiQkICKi1EhgYSB+V58lOiwIAAACahR13rEU7w8PDxb1WAqSu0tLS+H3a8ff3V54nOy0KAAAAaBZ23LEW7Xzqqae2b98+ePBgDw+PWbNm1dXV8eGenp5tbW38Pu3QR+V5stOiAAAAgGZhxx1r0U6q/UWLFrW0tDQ3Ny9ZsmTevHlCuDjaoEGDbBM6oI9KDwAAAAA7sOOONWGnRAN5enqStOL3SWZ5eHgI4ejBAgAAAPov7LhjLdoZGBgoFliCkJKMwaKPyvN03LkFAAAAgL5BXc2gWbRo5+7du5csWdJsZdGiRQsWLODD+bcIa2pquvEWoVlt1az6KYIMtZahxouHDLWWGzLUYIYaLx4yHNho1M7169c//fTTHh4ec+fOFQa5E5GRkd2bB8uM3y0ydGtuyFCDGWq8eMhQa7khQ21mqFlYsdOM3y0ydGtuyFCDGWq8eMhQa7khQ21mqFlYsdOM3y0ydGtuyFCDGWq8eMhQa7khQ21mqFlYsdPMUqP2EqjAHoIK7Dmowx6CCuwhqMCew04dsmKnmaVG7SVQgT0EFdhzUIc9BBXYQ1CBPYedOmTFTjNLjdpLoAJ7CCqw56AOewgqsIegAnsOO3XIip1mlhq1l0AF9hBUYM9BHfYQVGAPQQX2HHbqkBU7zSw1ai+BCuwhqMCegzrsIajAHoIK7Dns1CErdgIAAAAA9BkQWAAAAAAAKgOBBQAAAACgMhBYAAAAAAAqA4EFAAAAAKAyEFgAAAAAACoDgQUAAAAAoDL9WGBFRUU9YSUyMlIILCsrmzx5sqcV2iktLVWe1kH4gETW2Lq6unnz5nl4eDz99NPr1q1zKa2D8AHJYx1IwpVUAiqQx14d2gsXgzo026molJSUoKAg+hU/+eSTERERNTU1smlRgWb7FRgYGMhX4IIFCyorK2XTogJ5HPxayaEMHTrUwQ95YNdhfxVYMTExAQEBtVbol0Af+fDhw4dv2LCh1cr69etHjBihPK298AGJPWPparJo0aKWlpbm5uYlS5bs2rVLeVqmKlBAcu1QUgmoQAn2rr8OrsuoQzGSiqJ7S5PJ1NbWRr/ilStXktiyTYIKFCOpwPHjxyckJJAToTrcvHkzx3G2SVCBEmR/ratWrYqOjrb3Qx7wddhfBRbVflpaGr9PO/7+/vz+448/Lo5GtyDCvtDG9tLaCx+Q2DOWaowuyvw+7YgvzahAWSTXDgeVgAq0h3KBhTqUxYESJYkwaNAg25ioQDGO+0rhR5RgW4fFxcXDhg0jnSr5ip067K8Cy9PTky4c/D7t0Ed+PywsbP369W1W1q1bRx+FJEKj2ktrL3xAYs9YscBqaWkRVwIqUBbJtcNBJaAC7dENgYU6FONAHxiNRtnbJFSgGHsVSDWwZcuWyZMn28ZEBUqwrcOQkJBDhw7ZfsVOHfZXgSVpMOEWraKign/iS9DOzZs3lae1Fz4gsWfs/PnzlyxZ0myFdmQrARUoxt61gwcVqIRuPCJEHYqxV1EFBQUvvvhiWVmZ0ySoQNlA4tlnny0pKXGahPEKNNsYnp6e7uvrK/uVvSQDrw77q8Cyp3CDg4PXr18vjMGSHXww4FWzEuwZW1dXN3fuXA8Pj8GDB2/btu2pp55SnpapChRQ3oPlNA6bFWjulsBCHYqRrSjycM8///yFCxdkk6ACxTjowdq4caMgFMSgAiVI6nD48OHZ2dmyXwkM+DrsrwJL8oyWPvL7Eqkrq3ztpbUXPiBRYuzu3bsXLFigPC1TFSjgeAyWbCWgAiV0Q2ChDsXYVlRsbOyQIUPy8vLsJUEFinE8Bgt+RAm2ffkSbJMM+DrsrwKLf8ugpqZG8pbBiBEj1q1bJ4zBEr9FKDSwvbT2wgck9ox98803KZBqz2g00u2vuG8cFSiL7FuEspWACrRHN8ZgoQ7FSCpq27Ztzz333KVLlxzERAWKkVTgsmXL+Cl+7t69GxkZKXbwqEB7KH+gz04d9leBRdB5bztPBgkCfgIYgnZk9YG9tA7CBySyxu7evXvw4MFUe8HBwQUFBeL4qEAJ9u7P7FUCKtAWe3XoIFzYRx2a7VSUg84DVKAE2YqKjY0dPnw4fXz66aclE4mhAm1x2lNlT2CZB3od9mOBBQAAAACgTSCwAAAAAABUBgILAAAAAEBlILAAAAAAAFSmvwosB6uZ2lskUnYInsJFPV3N1hbZaJKxgbKTTgEAAACg39FfBZa91UydLhIpkThKFvXsRrb2cBCNjt6vX5cAAAAAgEB/FVhixKuZOl0k0rESEi/qKaaH2TqNRiYMGzZMdmEfAAAAAPQ7BoLAEq9m6nSKfQcSR7Kop5huZ6sw2q5du5YtW6YkBwAAAABon34vsCSrmUoUjO0SB/amQXvM/qKe3c7WaT4CL7zwguy0ywAAAADoj/RvgWW7mmlPerDEi3pKxqS7mq29ke+yRz9y5EhYWJgdEwEAAADQ/+jHAkt2NVOni0Q67mqSXdSz59k6jjZixIhz584pSQ4AAACAfkF/FVj2VjN1ukikROI4WNSzJ9nawzZaSkqK7ZB5AAAAAPRr+qvAcrCaqYOldl1a1FOCS9k6LbAQTrotISHBVfMBAAAAoGX6q8ACAAAAANAsEFgAAAAAACoDgQUAAAAAoDIQWAAAAAAAKgOBBQAAAACgMhBYAAAAAAAqA4EFAAAAAKAyEFgAAAAAACoDgQUAAAAAoDIQWAAAAAAAKgOBBQAAAACgMhBYAAAAAAAqA4EFAAAAAKAyEFgAAAAAACoDgQUAAAAAoDIQWAAAAAAAKgOBBQAAAACgMhBYAAAAAAAqA4EFAAAAAKAyEFgAAAAAACoDgQUAAAAAoDIQWAAAAAAAKgOBBQAAAACgMhBYAAAAAAAqA4EFAAAAAKAyEFgAAAAAACrz/8zHtzMa0LmdAAAAAElFTkSuQmCC)
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