Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit381-03-20021217_112100_20021217_160500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/17 |
Start Time | | 2002/12/17 11:21 |
End Time | | 2002/12/17 16:03 |
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 | | 16.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 205.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit381-03-20021217_112100_20021217_160500-constBx0 |
Minimum Dst Value | | -14 |
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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzo0Mjo0NSBFU1QgMjAxOFMm+WsAAAHPdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzODEtMDMtMjAwMjEyMTdfMTEyMTAwXzIwMDIxMjE3XzE2MDUwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItNCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0xMi0xN1QxMToyMTowMC4wMDBaIiwgIm1heCI6IjIwMDItMTItMTdUMTY6MDM6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoyLjM0ODA3OTk5OTUsICJtYXgiOjEzLjU1NzUyMDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX1bJpK9AAAABGdBTUEAAK/INwWK6QAAQUlJREFUeJzt3X94FdWdP/AQEhIgzSYQIIEQw0/DLrjRRh6QiAERo2KJ3bQbNCJqWlKN23QbIWpQUFboPuDGPijpAl26D9Zo82DWRqQ+WbPbWKlPUOhGjRhtwNANGutVr+1Vo/D9bD7fznO98+POnTkzdzLn/fqD5+Yyc+acOXPnfGbmzDkJ5wAAAABAqIR4ZwAAAADAbxBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGD+DLASEvxZLgAARzlx8nzxxRfnzJkTNWUnNh2vtgBtEJyTLcDCQQ8AYMCJk2RxcfHBgwfjsmkEWAL5slCO8uf+ivVS6Zlnnlm6dGlKSkpOTs5NN9105swZ/v7tt99etWpVxjD6QH+Gp8AMtnL27NkNGzbQupmZmfX19fSn8eYiPPvss8uXL09NTaXFbr311vfff984Wb3v9dLRK0Wsyyd8VXp6usE+Mdh1QjIT687RJNueP378+MqVK8ePHz916tR9+/YZFypio0oiQva8E/R22qhRo6ZMmVJRUdHf32+wuoX8DwwM3Hbbbfn5+cnJybRWaWkp/eQ1MxPxJX3467/+6/BN0Od58+aFL6D8V09Pzze/+c0JEyaMGTOmqKjoF7/4BX//4YcfUj7nzJkzduxY2vrq1avb29uj5lmdGcsLqNGR+emnn9rftAVOxwR6tWBtuwJzOzg4OH36dL0E3QyVZA7L/FnyWM8Ry5YtowusQCDw8ccfb9myhRo5/n7x4sX33HNPYNhdd91Ff8a0oaamposuuuj3w+jDnj17jDcX4Yorrjh06FAwGHz33XfXr19/zTXXGCer971eOnqliHX5cA899FBdXZ3BPomaiM3MxLpzNEm150+cOEEn4gMHDnzwwQenTp1as2aNcaH08iBkzztBHWDxhy+//PIPf/jDD3/4w+LiYoPVY83/6dOnzzvvPEr29ddf//Of/0xR8i9/+csrr7xSMzMRX9IHaqSffvpp5b+eeuop+kYdYL355psUHe7YsYOqjGKX3/72t3/3d3/H/0Xb+s53vkMLfPbZZ++9994TTzxx2WWXGedZMzOWF7C8yogLsAxqIe4BFoX4Dz74IAKs+BphJaeD+Pvf//6UYfRBuSqiKqQGJjc3l65K+c8f/ehHkydPpguL22+/nU40ymLnvnoJrt4ENW/jxo3jz/SBYiD+/NFHHynfK4wPHQrIqL3kz/RhyZIlxpszQNkYP368cbJmNheejplSxLQ87ecZM2ZQAxOlMIaJ2MyMnZ0TdaO+3PMUUe3atUu9mF6h9PJgc88PDQ1t2rQpLy8vIyODWiz+0uD3vnv3bopjUlNTFy1a1N3dzd+3t7dfeOGF9CX9F0dC6h97RP4//PDDsWPH0ofq6uqf/vSnyvf79u2jb4zzr7krbrnlFroY0yyj3irheXvyySfDN0Gl+8UvfqHO/PXXX79161bNTVBxqFB6GQjfqMFJ8pzOzjc+eca6ivq8rVmteodBOLpOoOCGypKenn7dddcNDg6aKY7xRukAoARpedpRmuU1qAW9403508yxStcADzzwQH5+fmZm5s033/zJJ59o7jc1Cu5nzZoVCoX0jjf1jyI8wag7Uy9j6l+xeltmGvFLL7308ccfVzJM8WtOTo6Zo9prRliARZW3YsWK/mHLli279957+Xuqm9WrV9P1qPInLXZ6GH3YvHmz8n3Ehwh0oGzbtk25c1BeXk6boHoNBAINDQ30Z8TyxgEWHZ3KoUmXknTMGW/OQGtra0lJiXGyUTcXkY6ZUsS0PJ0m6McWpSTRErGZGTs7J+pGfbnn6TRHPys6f9H5dO3atXSo8/d6haLVs7Ky6Kpg/vz5Dz/88BdffGG8vMk9Tw0Vlfett9764IMPamtr+UuD33tZWVlfXx/9grZs2aJEJFSKlpYWOmXTGfnWW2/VLG94IzEwMLBx40a+wUMRxtKlS5944gn63NzcTJ8///xz4/xrVgflgdonzTLqrRJ+XqJczZkz5ze/+Q392dHRQZ/pG/WJi2otvMdCuKuuuurb3/72Cy+88Oc//1kvG+dMnCQNdr5emrGuoj5va1arXrLhLrjggueff56KTKfrmpqaqqoq88XR3Cid8GlP/mHYypUrNYtgUAtRAywzx+rOnTsvv/zy3//+9/SjqKys/Md//EfN/aZ29dVXP/bYY+oE1dnQTDDqztTLmOavOGJbZhrxw4cPz5s3j458/i/aP9u3b9crrJeNsABr5syZr732Gn+mSw0K0vkz1c3JkyeVxehPZbFXX301fLGID+E4yqZLut7eXv6G7/bz9/RBfUAbB1iJiYl8jib0YfTo0cab0/PKK6/MmDFDOWvrJWu8OXU6UUsR0/L0Y5g7dy5dORmXJepGbWbG8s4xs1Ff7nnKLZ0i3x1WUVGxbt06/t64UNQwdHV1UWuknEZt7vnZs2crNw8UBr93io3485/+9Ce+BUWmT5/+4x//+J133jEob8JX0SU4nSL4v86cOUO7vb6+nv5VekbGeuQkJSWFRzbqWwXqVSL+9yc/+ck3vvGNc8MP+/71X/9VvQBvJRQKaWbgo48+ojbsb//2b1NTU2kH1tXVaV76Rz1JGux8vbLHuor6vK1ZrXrJ6qE9kJuba744ehvt6enhz7SiZhEMaiFqgGXmWC0oKHjjjTf4Mx2Q1AYpi4XvtwjPPffcwoULuSef+QBLL0HNnamXMc1fccS2TDbiF198MceIb775JmWAqkavvF42wgIsOmUoBzR9oD/5M9VNeM9Q+lNvsYgPEehguu+++y699FL+kwLtu+66S+mDRX9GLK937uY/o167R2wuYnVGV7F5eXkvvfSS8o21WwXqdPRKYW15uui/9tpr1d/riSnAMp8ZgXewJNnzlHnKM3+mGCsrK0v5Puoeo4vvqDvB4E5Y+NEe/tNWGPzeNUv08ssvl5WVTZw4cc6cOcpzPb2FOT/33HNPeCdIup6mBZRnlCb3Q7js7GyDyDg5OTniCReVi2K48MVogZycnJ///Of0r/KULSIdg3snCjolUuR00003ad4jj3qSNLnzw8W6ivq8HfG/xsmGo3Cf6pHCZT6olDg41uKEL6/UlN6zNjt3sMwcqxTthV8MhB8nEfst/Ke0YMGCzs5OzQTV2dBMMOrO1MuY5q84YlsmG/HW1tbzzz//iy++WLNmDUWimqXwvhEWYJm8Qgq/OKMP6sX0Hl2fGw56lL4vdBg53QcrfHNq1HZOnTr16NGjZpI12JxmOgaliHV5UlhY+MILL+gVxGQi9jMjqg+WPHu+uLiY4ir+TBejSoBlZo/19/dTG2O8vMk9T81MTHewDEpEp+m2tjYKdPjPiB97xML0A1duWhw/fpyulQ8ePDht2jTlvnKsRw4FNPX19RFfKhudN2/eb3/72/D/OnLkSH5+fsRi27ZtS0pKUh6LqFvr66+//sEHHzTOCaOLw6997Wvq76OeJPV2vsHJ08IdLDN/mrmDRV/+7Gc/++Mf/0hNMv2r3mOxHktm7mAZ1EJ4oKbcfRkYGIjpWKUIo6+vzyBxvU1HUC9j/KOIujP1Mqb5K47YlsmKoD1DkeKdd95Jvw6lg+CIM8ICLLrcVB7fUojd0NDA36t/JCtXruTuBfRB3RVg0qRJ4Y9UbrzxRvrz888/f+edd2pqapQLPjq30ib4Dtbdd9+tPrcaH+i7d+/WfP9Ib3MRdu7cmZeXp/zIoyar971eOnqliHX5c8MDT1xyySV6y5tMREhmYt05mqTa8/v27bvhhhuUR4RKXy69QtEydFqkUx4dw/RjvOOOO4yXN7nn/+mf/qmkpOTtt98O771h/veu5I3O3ZQ3arQoTuUvI37s4eu+//77mzZtWrRo0bnhDpF0Qv/v//5v+vz0009feOGF/KTPIP+ax/DJkydp08pbhFScX/7yl8qSjzzyCG3lv/7rvz4a1tHRMX/+/H/+5382SDD8e+XDm2++Sa3yQw89RHvm008/femll5T31y677LInnniCYmU6w1Ce169ff9VVV2mmaXyS1Nv5EfsznMn60tuBen/qJRuO9sZTTz1Fu4IOIdoV6j0W67FEyyt9sK688krNIhjUgrI8tRpbtmyho4vq4hvf+EZMx2pjYyPlmb6hxf7nf/7n7//+7433p5rekgY/inMmdqZexjR/xRHbMn+Q0NUmfbl3714zJfKmkZTXc8N3FOmEzi8g0AflTqP6R8IvyGRmZn7ve98Lf0+BP1BLlpGRofz55JNPXnDBBWPGjJk+fTqdjyhm5+/p91NaWvpXw+jH9tZbb4VvwvgS4dxwDE4BOA+jtXHjRuX+p97mIqgvRILBoEGyet/rpaNXiliXPzd8F6S1tVWn0qKUy/j7WDMT687Bnj83/FwsKyuLfiwU+iud3I2P3pSUFLr0pHOl8hu0uecpGqBrmNzcXMoGtVj8pfnfO394/PHH6do6NTWVwqPnn3+ev4z4sYfvgQkTJlCbx7/rtWvXcocnRnngWNMg/wk6P/xTp07dcsst1GomJSVNnDjxuuuue/HFF5W98W//9m9FRUV8VqEPP/vZz6ImmKBq4c4NvylGKVOu6Exy8cUXKyMw/ed//id9T7uR9sOMGTNuv/12zTNMQrSTpN7Oj9if4UzWl1559f7USzYcXWlQ1ScnJ9Mlyo9//GP1Hov1WKIFvvvd79LOoV10//33U8qaRdCrBSUduhqhCJ7fFnz00UdjOla//PJLKktBQQH93CguV37pevtTTW9J9Y8i/H+j7ky9jGn+iiO2Zf4goZ05Z86coaEhMyXyppGUVwAAEGJkNVTx9bvf/Y5C1XjnIs6++OILumBwc4vXXnvtz3/+cze3KBx+YwAA0kGAFVVtbe3AwMDJkycvv/zyH/zgB/HOTpx1dXUpbws67csvv/zJT36yYMECZaSGEQq/MXCE+mmXB0/oIyKTsfJloUA4HBVRNTY25ubmTp48+Tvf+c4IHSZAoLS0tEcffdSdbdHBmZ+fTyGdO5tzDn5jAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBZAmwNN9dBwAAAJfFOyJwiTTllKZGAQAAPEue5liackpTowAAAJ4lT3MsTTmlqVEAAADPkqc5lqac0tQoAACAZ8nTHEtTTmlqFAAAwLPkaY6lKac0NQoAAOBZ8jTH0pRTmhoFAAAQIhQKCU9TnuZYmnJKU6MAAAD2NTQ0jB49uqamRmyy8jTH0pRTmhoFAACwLyMjg5rOtLQ0scnK0xz7uZxyDh0LAABgX0FBATWdc+fOFZusPM2xNOWUpkYBAADsS0tL49sTg4ODApOVpzmWppzS1CgAAIBN3d3dyvOfvXv3CkxZnuZYmnJKU6MAAAA2HThwgNrN1NRU+resrExgyvI0x9KUU5oaBQAAsKm2tpbazZqaGg6zBI7XIE9zLE05palRAAAAm1asWEHtZltbW3FxMX1obW0VlbI8zbE05ZSmRgEAAGziMRoGBwe3bt1KH6qqqkSlLE9zLE05palRAAAAO3p7e6nRzM7Ops89PT30OSsrS1Ti8jTH0pRTmhoFAACwo6WlhRrNVatW8Z+zZ8+mPzs7O4UkLk9zLE05palRAAAAO+rq6qjRbGhoCP+zvr5eSOLyNMfSlFOaGgUAALCDe7grHds7Ozvpz9mzZwtJXJ7mWJpySlOjAAAAdmRlZVGj2d/fz38ODQ3xN729vfYTl6c59lA5NScNfPbZZ5cvX56ampqTk3Prrbe+//77lhMXkUcAAAA/o7hK3at93bp19OX27dvtpy9Pc+y5ckbs+iuuuOLQoUPBYPDdd99dv379NddcIyRZAAAAUGttbQ3v4R7+ZXFxsf305WmOPVdOg13/8ccfjx8/XniyAAAAwBoaGtRd2oPBIE+bY3/iZ3maY8+V02DXUwRdUlIiPFkAAABgq1atohazpaVF83v7Ez/L0xx7rpx6u/6VV16ZMWPGiRMnjNc14Ex+AQAA/EOvPzuFVkImfpanOfZcOTV3fUdHR15e3ksvvSQ2WQAAAFBwD/eMjAz1fw0MDAiZ+Fme5thz5VTv+ubm5qlTpx49elRssgAAABCura2NmssVK1Zo/q+QiZ/laY49V86IXb9z5868vLyenp6oS8aULAAAAETgqZ3r6uoM/tfmxM/yNMceKqdmlyl1V6pgMKj8V0yJi88xAACAj5SVlWn2cGdCJn6WpzmWppzS1CgAAIA1ubm51FxqPjVi9id+lqc5lqac0tQoAACABYODg9RWpqWlGSxjf+JneZpjacopTY0CAABYwD3cjYdrtz/xszzNsTTllKZGAQAALNi+fTu1lbW1tQbL2J/4WZ7mWJpySlOjAAAAFpSXl1NbeeDAAePFKisr7Uz8LE9zLE05palRAAAAC7gDe3d3t/FiLS0tdiZ+lqc5lqac0tQoAAB4VlNT07x58+zP6CdcIBCI2sOd2Zz4WZ7mWJpySlOjAADgWcnJydQejRo1qrq62nI3Jie0t7dTxoqKiswsXFpaanniZ3maY2nKKU2NAgCAN1FElZiYGD50dllZmZ0xpQTasWMH5aempsbMwnYmfpanOZamnNLUKAAAeFN1dTU1RmvXrqVIiz7zgzayaNGi1tbWoaGhOOaNe7ibvCnFc0Jbm/hZnuZYmnJKU6MAAOBBAwMDFJEkJSUpTwbpm82bN/OoBzy41K5duyyELEIUFBRQHo4dO2ZyeQoKrU38LE9z7Odyak5uCAAA4L7a2lrNx2oUUVFcxW/wkQkTJhQVFd1///1u5i0YDPIdKfN30SxP/CxPcyxNOaWpUQAA8JpAIMAPBPVuEVFk09rayreFmJt9s3h8dpM93Fl3d7e1iZ/laY6lKac0NQoAAF6zefNmk73Cb7/9dloyKSnJ2iAI1jQ2Nprv4a6wNvGzPM2xNOWUpkYBAMBTAoFARkYGNUMdHR1RFw4GgykpKS4HWDw4+65du2Jaix96xjrxszzNsTTllKZGAQDAU3gEhJKSEpPLr1ixwsyUNQLNnz+fttjV1RXTWhQv0lr5+fkxrSVPcyxNOaWpUQAA8I5QKJSdnU1tUHt7u8lVdu3aRctXVFQ4mjEF93BPSkqK9QXGX/3qV9xd7JlnnjG/ljzNsTTllKZGAQDAO7h7U2FhoflV+vr6eNYad0bGOnLkSKw5ZE1NTRxgffe73zW/ljzNsTTllKZGAQDAIyhCys/PtzBeFD+zM3/Tyw6+YWZhwIVQKPStb32L1l29erX5teRpjqUppzQ1CgAAHrF//35qfShainXFhoYGWrG2ttaJXEWg0MpCD3fW29sb62AN8jTH0pRTmhoFAAAvGBoa4oEMKMyKdV0emIpWdyJjEQoLC2lbR44csbY69zDr6ekxubw8zbE05ZSmRgEAwAtaW1s5SLLWlYqn0DEfuFgTCoWSkpJoQ8Fg0FoKPImh+SBSnuZYmnJKU6MAAOAFfGeoqanJ2urr1q2j1bdv3y42VxG6urqsPcRUcC9+yq3J5eVpjqUppzQ1CgAAcce3r7Kzsy1P3tzS0kIpFBcXi81YBO7hXllZaTmFY8eOUQoFBQUml5enOfZQOTVnZT579uyGDRsyMjIyMzPr6+vpT8uJi8gjAABAdCUlJdTuNDY2Wk4hGAympqY6PaR7TU2NzXwODQ2lpaVRIgMDA2aWl6c59lw5I3Z9U1PTRRdd9Pth9GHPnj1CkgUAAHAID3GekZFh+fYVc2FI96KiIvsTS3M+TQ5FIU9z7LlyRuz6xYsXHzp0iD/ThyVLlghJFgAAvGDTpk05OTk7d+6Md0ZE4oBj8+bNNtNxekj3oaGh1NRUOz3cGU9lbXJQCXmaY8+VM2LXp6enK3dH33vvPbogEJIsAADEEZ3YGxsb+fYJGT169LFjx+KdKTG4TxK1VoFAwGZSTg/pHmv3KT3t7e2UzqJFi8wsLE9z7LlyRuz6xMTEzz//nD/TB/oRGq9rwMFMAwCACaFQqLm5edWqVTw0ABk7diyd53kuPDs9gbyjrKyMilNXVyckNUeHdN+7dy8lXl5ebjOdYDCYNMzMnTB5mmPPlRN3sAAARgQ6OX/ve9+7//77Ozo6jh071tfXp15maGiI+yHRMlVVVdwbmsMpCkRaWlpCw2pra/n70tJSR/t029HW1jZz5kzK4WYdFFRNnTqVSpGSkmKyx3dUjg7pzj3cd+zYYT8pvhlJtRx1SXmaY8+VE32wAABGhLlz56qfFdBlcH5+fklJCcVPFRUVdJFM0cbkyZOVBRYtWrRr1y51FEXhCw+tmZ2d7c4cfLHKyckxfk6iuOyyy0Rt1NEh3TkqErK3OUQ20+1MnubYc+WM2PW7d+/We4swpkqSp0YBAFxAEdLo0aP5bs3SpUvnz5+fm5trEHNQ1NXQ0NDb22uQZn9/P3cPJ/X19Q51PLJsypQplLHzzz/f+A7WtGnT3njjDYHbdW5Id76haL+v2Lm/jNpVWloadUl5mmMPlTPi18hfnj179s4778wYtnHjxvBxsBBgAQDEy/bt2+m8euGFF0Y8GaTAi6Kojo4OanH5Cnnu3LkHDx40mSwFVZQy99AqKirSfOwYFwMDAwlO9jc34NCQ7t3d3QLvjSn7J+qS8jTH0pRTmhoFAHAaBRn5+fl0Xj18+LAT6R85coTTpwa7ubnZC7eyKBsm79AI58SQ7qFQiLvPr1y5UlSaPLN11LdB5WmOpSmnNDUKAOA0ZRpj5zYRCAQqKir4gca4ceNoW/Ht/F5dXe3EbSQzxA7pTgFQQ0OD0p9s+fLl9tNkfKct6qug8jTH0pRTmhoFAHAa95RyYVSFvXv3jhkzhkOBxYsX2xxw3A6+PXPkyJG4bN3+kO4cV3EpGEVs6enpR48eFZXJpqamBBPDosrTHEtTTmlqFADAUT09PfzwTkjn6Kg6OjomTZo0atQoDgvmz59PDbnNkcdjxQN+ZmRkxOthpYUh3bu6ukKhkDquysrKqqqqam9vF14WPjCys7ONF5OnOZamnNLUKACAo3jwpOrqajc32t/fT4ECNd4cJVCsQ9lw4sU6Tfv376eNlpWVubM5tViHdK+rq+N7VC7EVeGoXmhbxq8myNMcS1NOaWoUAMA5gUCA3+3v7u52f+sUHDQ3NxcXFytxw4oVK1paWpy+sWSyd5GjzA/pTntj0qRJvH8mTJjgQlyl4FHsjR9lytMcS1NOaWoUAMA5/KyKwpr4ZoPCu+rqamVc+Ozs7NWrVzvXC55faYzvbInmh3TnW4y0c+6//36Xn2nu2LEj6t1NeZpjacopTY0CADinoKCATqctLS3xzsj/CQQCFPBxlkhhYaETW1E6YDmRuHkmh3Q/cOAAPxzs6upyJ2Phjhw5wv3kDJaRpzmWppzS1CgAgEMOHz5M59Lc3FwvDEwVLj09nTI2efJkJxI3+XKcC6IO6X7s2DG+q7d37143M6YIhUKpqakJhqPDy9McS1NOaWoUAMAhq1atitdYUMZ+97vfJScnJyUlOfFiIw/HRWGW8JRjZTykO5Wd3xakxVzOWLiSkhLKQ1tbm94C8jTH0pRTmhoFAHBCX18fRTCpqanxHfBTj/2RovTwq4uuvbFowHhI99LS0oTh+YVCoZDLGQtXX1+fMDyVpN4C8jTHfi5nwlfFOzsAACMYv/lfWVkZ74xoa2xsdCJ7Jsd2ckcwGEwapo5xN2/ezGMxxH32Rn6ObDCxjzzNsTTllKZGAQCEC4VCPMRRXLpOm9Hb2+vEWKDe6YDFNG/UcUxDgZeZQRycFggEKDOpqal6N9LkaY6lKac0NQoAINzevXvpLLpo0aJ4Z8QIv07Y0dEhMM3y8vI49hlXU9+oo8iSY9+tW7fGMWPhCgsLKT968xrJ0xxLU05pahQAQDhuMp3o4SRQ1N4/FpgZmtxNETfqgsEgV00cR5lXM54YW57mWJpySlOjAABi8eBG2dnZ8e09HVVHRwfls6CgQFSCx44dowTz8/NFJShE+I26yspKLrLLkzMaa25uNoj55GmOpSmnNDUKACAWj1PQ0NAQ74xEMTQ0xDecent7hSTIz+PiO+qBGt+oq6ur41H109LS4jJtkQHjoVnlaY6lKac0NQoAINDAwAC/udbf3x/vvETHd3RETRrIM+vt379fSGqi8JDuEydO5LmcPTKqfoTc3NwEnQkr5WmOpSmnNDUKACAQv/9fXl4e74yYwhPFCJkqUbkf5p0OWIwylpyczMMP1dXVxTs72gxGZ5WnORZfzlAo1NDQMGvWrNTUVPr33nvv/fTTT4VvJVby1CgAgCjUlvMwm3pvhHlNIBDg+232+yRxzzOBPbpE4QdwPDWQ1+YsUvDjS81hyeRpjsWX84477li+fHl3dzdFWvTvsmXLvv/97wvfSqzkqVEAAFG4t7Lx3L1eU1xcLOTB2fbt2ymd6upqIbkS6+677547d+6zzz4b74zoMng/QJ7mWHw5p0yZEv6onj7TN8K3Eit5ahQAQJSioiKPTMNnHgdG9num88wzFGIKyZWE+AHrwMBAxPfyNMcIsAAAINLQ0BDPHDxu3DiPj84QgSe3ycrKspMIFT8tLU0zPgCT9CJUeZpjRx4Rrlix4rXXXqPfJP1Ln+08Inz77bdXrVqVMYw+0J/W0pGnRgEA7OMBLb3ZCSkqDg3t9BvzbAesEWTr1q20D2trayO+l6c5dqST+z333DNz5szU1FT6d9OmTXY6uS9evJhSCwy766676E9r6chTowAA9gWDwZSUFDpzPv300/HOS8xqampsDtzF705SOgJzJRse97WwsDDie3maY6+Xc9y4cR9//DF//uijj+hPa+nIU6MAAPbt37+fTpslJSXxzogV7e3tmk27eVRwSqG1tVVgrmQTCoU03+iUpzn2ejnLy8vvvffeDz/8MBAI0OWI5bFY5KlRAAD7Fi1a5MExNk2ipp17UFkbHJVWT01NpdWp3RGeN6nwUXT48OHwL+VpjsWXs7u7e8mSJWPHjk0IYzm106dPn3feeZwIffjDH/5gsHCCIct5AACQCvcTpxhlZHVvD0dX45bff9R7tgWxqquroz25efPm8C/laY7Fl5Mi1i1btvzpT38SktqKFSvuuusupQ+W5fF55alRAACbuF305hBQJvEjztLSUgvrcgcsde9siFVra6v6QbM8zbH4cqampn7yySeiUhs7diz6YAEAuGZoaCgrK4vOmV1dXfHOi3UDAwNUBGqPLNyE46FK29ranMiYVAYHB/lWaPiI8/I0x+LLed555wmcuWnx4sUNDQ18B+vuu+9esmSJ8l8xVZI8NQoAYEdLS8uIG71dE3cAijVOCgaDoibbAZKZmUm1cN999ynfyNMciy/no48+WlZWJmpwtjfffLO0tPSvhl111VVvvfWW8l8IsAAAhFu1ahWdMBsbG+OdEbt4HKaqqqqY1jp8+DCtRcGZQ7mSTWJiIg9X29vby9/I0xyLKadx73Iv7E0v5AEAwOP6+/uTkpJSU1MHBwfjnRe7eDq83NzcmNaqr6+ntehfh3Ilm5qamuTkZNqlGRkZ/DqhPM2xNOWUpkYBACzjuz4VFRXxzogYFF3F2plMc2QBsCMYDPJtUYrd+QCLd45cIr6co0aNEp6mffLUKAD43rFhTqScn5/vp/CiqqqKikONusnl0QHLOfxupkcearlDfDmnTZv2v//7v8KTtUmeGgUAf+NRmsivfvUrJ1KO9Zmal7W1tcXUoUpzWAEQZePGjQiwbHnooYe++c1vnjx58uzZs8ITt0yeGgUAf3viiSe4lbrwwgvD3363r6KiQj0s5IimjMlu8r2r2tpan+0BT2lubkaAZS9FdHIHAHDMLbfcopxaLc8ephYIBDgWsTa9jGdx75+9e/eaWbiwsJAW7ujocDhTkqLrAb5HGO+MuESackpTowDgYxQo8PiZTU1NPN2eqAHHd+3alWB16HMvox1lMhI9efJkgtWxScE8eZpjacopTY0CgF8dOXIkKSkp4S9zMHd2dvKf5jtxGygqKqKkmpub7SflKf39/Qkm5lUMBAIpKSm05Pnnn+9a3uQkT3MsTTmlqVEA8KWBgYHs7Gw6ldXU1ChftrS0cIy1a9cuO4l3dXVRIllZWb68ecMP/trb2zX/99ixYw0NDXl5efzUFT3cnSZPcyxNOaWpUQDwn6GhIR6fiZr/iI7t/AiMwiwKtiynT0GbwKeNXkPxU0Rgeu4vcdXs2bOVDm1paWkXXnihz7qgeZA8zbE05ZSmRkHT1q1bly5dGj7VEsAIwuM55ebmar4Nt337do6xrPXODoVCGRkZlEJ3d7fdjHrSkSNHqHT5+fnntOKqrKws2r3t7e1iX8kEPfI0x9KUU5oaBbXjx4/zmdQH89eChJSO7QYjkvP4AmlpaRRMxJo+vzxfVFRkL5ueNnHiRCpjTk4O4qq4k6c59nM5vTZUBMQLPyBgnZ2d8c4OxMGhQ4fKy8uFj8zpgoiO7QZ4FKvs7Oyenp6YNlFSUkIrNjU12cim19HFFZ8BJkyYgLgqvuRpjqUppzQ1ChHoTMpzX5SWltJhUFBQ4MtuvGCgr6+PY5Rx48aNrGZVs2O7Hioaj/mk9yRRE+0cvj3m78lh+A7fmDFjzO8ZcIg8zbE05ZSmRk3693//98rKSt/3SVLap82bN1Pzw1exdXV18c4XuKenp4ePAeEjczrNoGO7HgqSiouL+UJicHDQzCp8f3fdunX2Mut1dFnV0tLi105mI4s8zbE05ZSmRs349a9/PWrUKNonkydPNnkWHomoTVqxYgUVk/7l9omfthCHJsoFr+ns7OTROClG2bNnj9iROZ1m3LFdTyAQoOiKVpwzZ07UKyj6XVD6GLsc3CRPcyxNOaWp0aja2tq4mWF0LvbrPXOevD07Ozu8gHV1dfRlYWHhyHpUBBa0tLTwoV5eXs7VLXZkTkeZ6diuhw745ORkWp3+3bFjh8EzcZ4LmU4C9jILEAN5mmNpyilNjRrbvn07NzDf/va3Dx48yI/MLPSK9T6l61XE6ILBYDA/P59KTbsiXnkDF1CAwod6bW1teDAtamROR5nv2K5n2rRpykUUHfB66VDoid8CuEye5liackpTo3qojVm3bh2fcJXLd6XHRlZWlp9erwvveqX+346ODr434L+wEhiPC6V3p0rIyJzOaWtr40mXzXRs19Pb20vFfPzxx3kQc75rG3GxMTg4yBchfr2HDd4kT3MsTTmlqVFNdALlQCotLa21tTX8v0KhEF/F0n/RmT1eORRI3fVKjWNN2icu5w1cwO+LUdxgMO6AzZE5HTVlyhTOm5Cn2JTI/v37uaMV/yiUDog7duygb1atWmV/KwDmydMcS1NOaWpUrbu7mx+K0UlWs3M3nYKrq6v5nH7gwAH3cyiWZterCIFAgJscLz8ngljRkcxXC6mpqVHvTtkZmdM5dMEzduxYytjFF18sNlmKKXm4dn5nsK+vj/vC++OyCkYQeZpjacopTY1GULq0L1q0yPhBgDIaZ2Njo2vZE06v65UaNcDcvmLqMR+gAOLkyZN855Lq1OTzbssjczqntbWVsjRv3jwnEqfrCgor+fnjmDFj6N+UlBQMCwcuk6c5lqac0tRoOKVLe2VlpZnTKIVWSr9gF7InnHHXKzW+24FHJCMdhcjp6emJiYkcLZkf68jayJyO4mNyx44dzm2it7eXTghKF3g/db6EEUGe5liackpTo0yzS7sZyjtWJmMy7zDT9SoCtan80KS5udnp7IFztm3bxof6lClTKHqIaV0LI3M6hzLDt5dcuKv62GOPZWZmLlu2DOOVgMvkaY5HQDmPHz++cuXK8ePHT506dd++fdYSkadGyenTp+fMmaPZpd2Mjo4OfqqYnJzs9N0dCnEuu+yyoqKiQCBgMykzXa/U9u/fzy9Rxr1xBWuU27RU9a+99pqFFJSROefOnbt7927hOTSPj8aSkpI45gHAafI0x14v54kTJ6ZPn37gwIEPPvjg1KlTa9assZaOPDV67i9Tt9q5MdPV1ZWSksKJOPropLGxkbeyevVqO+mY73qlxve9Kisr7WQA3EcxMc8vSerr6+3ciaGDfOLEiZwUXZxs3bo11jthQvChuHfvXvc3DeAaeZpjr5eTIioh73nJU6OEQlJuKuw0Env27OH3Ch0NsDo7O3nSHornLG/o8OHDPG61ya5XEfr6+viOHV6nGkHoyOH3QLOysugAsJ/gv/zLvyR8VWFhoZuRFh3/9HNLTU21fzcXwMvkaY69Xs4pU6Zs2rQpJydnwoQJa9eutXzqkadGaRdRYceOHXv8+HGbSZWVlTnd4Z1flWeWNzRz5kxO4ejRo9ZS4Btp1Lxt2LDBWgrgJuWxYHFxscDuSu3t7b/5zW9aW1srKyvDp5NyJ9Lig5B+dI5uBSDu5GmOvV7O0aNH08nu3WEVFRXGU74nGHItz/HFr3mXlpbaT6q7u5svqR1qWigW5GasubmZH/BZ2BA1ipTCqFGjSkpKLD8kohW/9rWvUTqJiYnBYNBaIuACgY8FjYVCIXWkNWvWLArp3njjDSe2WFRURJvw5uDyAALJ0xx7vZzp6envvfcef6YYKysry1o68tQo3xMSNbkYv4poHNdatnXrViUWtLYhal95OkX75d22bRs/rPTg0N7AhD8WNEMdaTkxNTJdWiQMv5Uysl7dBbBAnubY6+Wk60WKq/jzmTNnEGBFxVOPiRqcms77lu8tGaOGhMes4oBG2VBMQz7ypHKzZ88W0izxzCH5+fm4ieUpFEZTOHXfffc58VjQPDrG6PxDGRg/frzwMIjfga2qqhKbLIAHydMce72c+/btu+GGG5RHhDfffLPyXzFVkiQ1yh2w6DpY4KMTnkWnvLxcVIKMYyMKB5Vv+N6b+T4oVFgexcrCUBSaaKctWrQowd4kuy44efLkxo0bn3/++XhnxCU83roLjwWjoriKB0AR/qIfXSRQshbegQUYcSRpjs95P8Ai9957L104ZmZm3njjjeGd3BFgqQnsgKUYGBjgwQ815zG0htpIblHCe5zEuiEKgxKGhxUVlSvS09PDefDsg8JgMMiTAY8aNerXv/51vLPjoMHBwcbGRu6ZxOV96qmn4p2pcwcOHIi4MLDvyJEjCcOjyWPMT5CBJM3xuRERYAkhSY2K7YAVkazA95s4EKQYK6JFqa+vNxkzcQd8Yn5eFJM8/qAw/HbO+PHj9+/fH+8cCRYKhZqbm1etWsUPBEl6ejqFWQcPHox31v4PHbH8aFvg3Sb+fY3Q+akAYiVJc3wOAZbPiO2ApRgcHOSHcaLu6/BtCfUIZ8pTv6gb4iEZnXiW5+UHhTwhd1paGkWBPGkdvxngzVgwVlTpVVVVSl9yCrAopm9pafFav29+OUPUJAdKxCbwDjGAl0nSHJ9DgOUnTnTAUnAnXCGTeFA7mjA8sYlmw2lmQ3wDjEIxh4Zk9OaDQn44RWGH8gLd/v37ORyZP3++8Dt5rlm6dCmVYtKkScqdOQpwKfj27ORFlDE+PIS8+cHjjMyePdt+UgAjggzNMZOmnBLUqBMdsBTm7y1FRZf+CfqjrgeDQb6g1+u6TmEZ999qamqymRMDXntQ2NnZyY/MIkpNcRUPVEExysh6XHjs2LGGhoa8vDwlrqK9Td/EZY6aWPGbH0LucVZWVibEOCM7wIgmQ3PMpCmnBDXqUAcsBcccNrv3UrNKiRjPB8JDWuttiArI92wc7RHsqQeFFHNw0KmZGQoBeRSxEfG4kOMqDpEZHQyZmZmPPPJIvLMWA4prox7GZtDVAt+DHBFhJYAQMjTHTJpySlCjDnXAUigjV9kZFoFDAeP+vLQhHk9SPVn1wMAAN0guvNDukQeFFDAVFBTwvUmDmNLjjwvVcVVWVlZVVRXV4wh9dY4HlKerDjuJ0BGeMDyyl6hcAXifDM0xk6acfq9RRztgKZR7S9a20t/fz6/+9fX1GS9J4YLma4YcnwkflEtP3B8UUvG5Oz+FTVHz4MHHhadPn6bogceV8EdcpTh8+HCC7bEVeLpP+lkJzBiAx/m+OVZIU06/16ijHbAUyvhV1tpvfohZWVlpbUM8XJBzcyNqZiO+Dwq5r092dnbUkJSFPy6cNm3aq6++6nAGo1iwYAFnJjMz0x9xVTi+s6i+z2rS4OAgX294tjs/gBN83xwrpCmn32vU6Q5YCr17S1EpUzubfB2dn57k5uYqLxtyrNPQ0BBzpm2I44NCvl9IW4/1sS8PJ0YuueQSh/JmxsDAQHJyMheBPscxJw7h2QjosLS2+t69e124KALwGt83xwppyun3GnW6A5ZCubcU62wh4VM7m8SF4gcoPEhBdna2+0/r4vKgsK2tjV8btHCDhPI5ffp0WnfChAlxHESKR+1atmyZX+/QKLMTWvvdFRcX07p0YAvPGICX+b45VkhTTl/XqDsdsBT8OFJvICtNEVM7x7qhgYEBXj0urZHLDwppc+3t7Xy3T28wCzMuuOACC3GwKEqNd3Z2xiUD7uCbhRY6Bfb39/O9PY+/9QkgnL+b43B+LmfCV8U7Ow5ypwNWuPB7S2aop3Y2qaSkhO8e2XkWY5+bDwrPP/98PmLNdFYz4MSseebx86+ioqK4bN01FPpzPyoKmGJakW/o2qxigJHI381xOGnK6esada0DlqKtrY3vLZkZB0hzameTeNh35sIDUAMPPPAA5SElJWXnzp2UKwq5NJ98meyNrola6/Xr1ytv29l8uufErHnm8fuMMjz/4pFC6+rqYlqLL1Hod+RQrgA8y9/NcThpyunrGnWtA1Y4vrdk5hmW3tTOJo0aNYpWnzRpkoV1BXrssccStOTn5xcVFZWWlq5bt+5v/uZv6Js1a9bEmjiFVhQl802yxMTEGTNmCLlVJnbWPPN4+hcK7/z0zqCerq6uhOGJm8w/7OPhdimGlmH/AETwd3McTppy+rdGXe6ApTh06BBHAxR5GC+pN7WzSRUVFcnJyQ8//LC11UUZHBz8+te/PnHiRIpXKLikeJHnDtJEC+zdu9dMixseWiUlJVGUJnAQCrGz5pnHsyG5eUs1vri7uvkjnHtuVVdXO5orAG/ycXMcQZpy+rdG3e+AxXigRZadnV1ZWbl//3712/jGUzuPdBTU9vX1HTlypK2tjYp//fXX5+XljRkzhncLBTcUHdJ/aca+joZWCoGz5pnU09PDZffry4Nqyj1ak8vzRAX+7v4PoMfHzXEEacrp3xp1vwMWo4CJorrJkydzRx/F/Pnz6+rqKPziiOqaa64x+STRN4LBIAVbPAK70qGKqqmrq+vccFz11ltvuRBaMVGz5plHwZxst2cogOb3MKLOIkU/Cn6JgX417uQNwGt83BxHkKac/q3RuHTAitDT09PY2EjxFg8uoNy/mTlzJscQrrXuntLf30+BL3f3ZtOnT09MTOReZU6HVgohs+aZRBXNgSMdEi5szjt4VFiKqvUW4NkY+d4VWbhwoZvZA/AOHzfHEaQpp09rNF4dsPTQBXpHR0d9fT33u2IpKSnxzlecUeNaW1sbfqvvyiuvdK1flJBZ80yigDIuD6zjjn6J3CcvYqIC9SzX9HOgI+Hll1+OV1YB4suvzbGaNOX0aY3GqwOWGYODgzU1NdSuP/roo/HOiydQfPPkk08uXLjwH/7hH1zetM1Z80yiAvIdGgrpHN2QN/HD+nXr1p3Tiqt8M8s1gE1+bY7VpCmnT2s0Xh2wYGSxOWueSTx95Pz58x3dimf19vaOHsbz5yCuAtDk1+ZYTZpy+rRGvdABC7zP5qx5JvFzYQrmnNuEx/EUkCQzMxNxFYAmvzbHatKU04816rUOWOBllmfNM4lCtwQRA9CPaHv27ElMTKQwS+adAGDMl82xJmnK6cca9XIHLPAay7PmmUShGx2NDQ0NTiQ+ggwODuKCB8CAL5tjTSOjnHTO4nvvllPwZY2iAxbExNqseWb09fVx9KYeaRYAIJwvm2NNI6Oct91224MPPogAKwI6YEFMLMyaZxIFbZQyBXBikwUA//Flc6xpBJTz9ddfnzVrVigUQoAVDh2wwIJYZ80zg8I1zSGgAADU/Ncc6xkB5bz66qt5OmEEWOHQAQssiHXWPDN4EHMK3QSmCQB+5b/mWI/Xy/ncc88tXLjw7Nmz50zUSoIhV/LrHnTAAgvMz5pnHg+nKTBBAPAx/zXHerxezgULFihzzuMOVjh0wAJros6aFxPllhgeVQOAGf5rjvV4vZyibkT5rEbRAQss05s1z5qSkhJKioI2+0kBgAx81hwbGEnljKiVmCrJZzWKDlhgBz9fXrt2rc10fvrTn1I66enpFLQJyRgA+J7PmmMDI6mcCLAU6IAFdvT29iYmJtqMsYLBYFJSEiWSm5srMG8A4G8+a44NSFNOD9To0NDQj370oxkzZjzwwAM2k0IHLLApPT2dDqHRo0cPDg5aWD0UCvGID+Rb3/qW8OwBgF95oTl2hzTljF+N9vX1NTU1lZeXc8cX1tDQYPmpCjpggX27d+9OSUmhA6mgoCDW4dfpwOOJcaZMmXLgwAEchwBgHgIsv3G5RoPBYGtra3V1Nb/Brpg0aRI/muEBtTdv3mwhzHrkkUdo9csvv9yJnIM8KK6i6Iqf8fX09Jhfsaqqig/gmNYCADiHAMt/3KnRO++8s7Cw8OKLL+a+KUogRZf7TU1NfX1954av/o8dO1ZWVhZrmDU4ONjY2FhUVMQrUtPoeHnA7+jA4yd92dnZJp8486w4aWlpyvgpAADmIcDyG0drlAKmhoaGvLw8JaiiAIvaLYqcqNHSe4BiMswKhULNzc2rVq1Sgja+B3bJJZc4VyKQRzAYpKOLY6aOjg7jhXkMLToU29raXMkdAPgNAiy/caJGOa4KfwjIoc8PfvAD85PpaoZZHJNRa1dVVUXNnhK00ZItLS2vvvoqtXOx9psB0EPHW0VFBR9jdIDpLXbgwAE+FCnidzN7AOAnCLD8RmCNquOqrKwsioTa29spruLngBbSVMIsitLGjx+fnZ2tpL9o0aJdu3ZZe9sLwCQe+4NiLM2poFtbW/keKsYUBQA7EGD5jf0affHFF4uLi3NyctRxlai3qCjM+vrXv66kn5+fT5Fcb2+vkMQBotq+fTsfe1u3bg3/vrOzk++k1tfXxytvAOAPCLD8xnKNRnQtJ5mZmWLjqnCBQGDp0qWzZ8/+j//4D+GJA0TV1NTEd6pqa2v5m56eHo6uqqur45s3APABBFh+E2uNqruWjx07lv/Fozrwt5aWFj7sy8rKXn75ZX5aXV5ejvGuAMA+BFh+Y75G9bqWU8jV2dmJruUgAzrUx40bR8f/qFGj6N/i4mJEVwAgBAIsP0j4Ks1lKGDq7u6moOqmm26aNWvW5MmT0bUcgDQ0NPAPYcaMGebfigUAMIYAy2+oRktLSzds2LBu3boVK1YUFhbm5uYmaEHXcoBzw90Bb7zxxuuuu+706dPxzgsA+AcCLL/RjKX4TcCCgoKSkpKcnJzExMTbb7893jkFAADwLQRYfkM1mpKS8sMf/nD//v2HDx/u6upSD1hlefZlAAAAMAMBlt9QjSJ+AgAAiC8EWH4jT40CAAB4ljzNsTTllKZGAQAAPEue5liackpTowAAAJ4lT3MsTTmlqVEAAADPkqc5lqac0tQoAACAZ8nTHEtTTmlqFAAAwLPkaY6lKScAAAB4QLwjApfIUk6b3DkgXDvs/FQcP23FtQ1hK57dELbi2Q1hK17ekDdJXXjzcNBjKy5sxbUNYSue3RC24tkNYSte3pA3SV1483DQYysubMW1DWErnt0QtuLZDWErXt6QN0ldePNw0GMrLmzFtQ1hK57dELbi2Q1hK17ekDdJXXhpSX7QexmqxrNQNZ6FqvEsyatG6sJLS/KD3stQNZ6FqvEsVI1nSV41UhdeWpIf9F6GqvEsVI1noWo8S/Kqkbrw0pL8oPcyVI1noWo8C1XjWZJXjdSFl5bkB72XoWo8C1XjWagaz5K8aqQuPAAAAIATEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgOUHCX8R/uWzzz67fPny1NTUnJycW2+99f3331evePbs2Q0bNmRkZGRmZtbX19Ofxt9DrDSr5plnnlm6dGlKSgpVzU033XTmzBn1iqgap2lWDRscHJw+fbreED6oGqdpVk3CV2muiKpxmt7+P378+MqVK8ePHz916tR9+/apV5SzahBg+UfEQX/FFVccOnQoGAy+++6769evv+aaa9SrNDU1XXTRRb8fRh/27Nlj/D1YE1E1y5YtO3jwYCAQ+Pjjj7ds2UJxsHoVVI07NJvq22677cEHH9RrxVE17lAHWFFXQdW4I6IuTpw4QRckBw4c+OCDD06dOrVmzRr1KnJWDQIs/zA4AVFDTtcW6iUXL15MQRh/pg9Lliwx/h6sMagaioDHjRunXhJV4w511bz++uuzZs0KhUJ6DTyqxh3mAyxUjcsi6oIiql27dhkvKWfVIMDyD4MTUGtra0lJiXrJ9PT0wcFB/vzee+9lZGQYfw/W6FXNJ598sm3btvCbi6gal6mr5uqrr37sscfU/4WqcZl6/2dlZdHVyPz58x9++OEvvvhCvSSqxh0RVTNlypRNmzbl5ORMmDBh7dq1gUBAvaScVYMAyz/0WvFXXnllxowZJ06cUP9XYmLi559/zp/pw+jRo42/B2s0q4a7MkyePLm3t1f9v6gad0RUzXPPPbdw4ULuCKL3g0LVuENz/3/66addXV1Lliypra1V/y+qxh0RVUP7s7Ky8t1hFRUV69atU68iZ9UgwPIPzfNRR0dHXl7eSy+9pLmKnFcV7tNrqj/66KP77rvv0ksvVf8XqsYdEVWzYMGCzs5Ozf9SoGrcYXBL/tSpU5q7F1Xjjoiqod1Le5U/U4yVlZWlXkXOqkGA5R/q81Fzc/PUqVOPHj2qt4qcz8XdZ9BUUIwV3j1Ogapxh/GrapoVh6pxh8Gvpr+/f8qUKervUTXuiKia4uJiiqv485kzZzQDLDmrBgGWf0Qc9Dt37szLy+vp6TFYcvfu3ZpvcOh9D9ZEVM2NN974+uuvf/755++8805NTY1mHyxUjTvMdJ2O+BNV446I/V9RUdHd3f3ZZ5/Rb2fFihV33HGHeklUjTsiqmbfvn033HCD8ojw5ptvVi8pZ9UgwPIDzWtu9bV4MBhU/os/nD179s4778wYtnHjxvCxSTS/h1hpVs2TTz55wQUXjBkzZvr06evXr//jH/8Yvjx/QNU4LeqdKr0AC1XjNINfTUpKyqxZs+65555QKBS+PH9A1ThN71dz7733ZmVlZWZm0tWjZid3OasGARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYI14epM6xzq5ppnJoZlmv2Cbq0f0nUxPT7e2NwAAALwAAdaIpzepc6yTa5qZHDpcRIRkc/VwDz30UF1dnfHqAAAAXoYAy1fCJ3W2M7BbxOTQmgwiJDurf/bZZzNmzDh9+rTx6gAAAF6GAMtXwid1tjM1QcTk0JoMAiw7q+/Zsyd8nDoAAICRCAGWf0RM6mx5ck2DyaHD6UVIdlb/8ssv586d+/rrrxuvCwAA4HEIsHxCPamztTtY6nT0hrrWjJBsrt7c3HzttdcaFhQAAGAEQIDlB5qTOlvogxV1cuhw6gjJ5uqksLDwhRdeMLM6AACAlyHAGvH0JnWOdXJNg8mhNUVESDZXJ88888wll1xicnUAAAAvQ4A14qnmdP7/kzrHOrmmXjpRtyhkdVJcXNza2ipqtwAAAMQRAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAj2/wCCT+C1a0c9SQAAAABJRU5ErkJggg==)
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