Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-09-20020202_201900_20020203_010400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/02 |
Start Time | | 2002/02/02 20:19 |
End Time | | 2002/02/03 01:02 |
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 | | 17.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.49 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 233.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-09-20020202_201900_20020203_010400-constBx0 |
Minimum Dst Value | | -27 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIERlYyAxMiAxNjo0NTozMSBFU1QgMjAxN+zIEpEAAAHNdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNDctMDktMjAwMjAyMDJfMjAxOTAwXzIwMDIwMjAzXzAxMDQwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDItMDJUMjA6MTk6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTAyLTAzVDAxOjAyOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6Ny4zNjQ2NDQ5OTk1LCAibWF4IjoyMS44NDYyNTUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19M77NsAAAAARnQU1BAACvyDcFiukAADxGSURBVHic7d1/XBz1nT9wYCFZfphsIgYSISFKlChJMYc9aIhZU6LEYEXLeajEoMELKql7PTQkYsQ2KnclPqgParYXovSO1lW5SC3G2Afn1tKWpmiIpbpNUImit0lIu5q1XS9bk+/7+Hxvbru7M+yP2ZnZ+byef/CYHWZnPp/Pe2Y+7/mxMwnnAAAAAEBWCWoXAAAAAEBvkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyEyfCVZCgj7rBQAQU7HYef7qV79asmTJtHOOxaLRF4CK9LnyiW1U2NgAACTEYidZVla2b98+VRaNfb6M0Jjh0md7hXuo9Morr6xZs8ZoNM6fP3/Tpk2nTp3y/e/k5GRubq7vVxL+2qxZs4Iu5ezZsw888IDJZJozZ05zczN9ZONdLtftt98+d+7czMzMhx9+WKyQYqUSm63Y+HDnI9f0slTKt7V95yPWhuE2Tly3/Msvv3zVVVfNnDmTpt+4cePx48clKhVuC0u3WOBGIUvLx4JfvYTKJiYmZmVl1dTUTExMSHw9gvI7nc577rknLy8vJSWFvlVRUUGRCloYv5E0cNlll/kugoaXLl3qO4HwL4fDcdNNN9EmMGPGjOLi4hdeeIGN/+STT6icS5YsSU1NpaXfcMMNAwMD05Y5sDARTxCI9pCff/559IuOQKxzAolYk9HR0XXr1mVMoYHf/va3vgXzw8aHFb6gW24oO2QlUyWe0zJ91jzcfcTatWv379/vdrtPnDixefPm9evX+/6Xtp/HHntMbJ5PPPFEU1NT0H9ZrdYVK1a8P4UG9uzZw8bX1dXRbv34lJtvvvnpp58O+nWxUonNVmx8uPORa3pZKiXwa3+xNgy3ceK65a+++up9+/ZRrnn69OlHHnmE9qoSlQq3haWnD9woZGn5WAhMsNjAF1988fHHH//TP/1TWVmZxNfDLf9HH320aNEimu0777zz5z//mbq3n/zkJ9dee23QwviNpAFKlV566SXhXy+++CKNCUywjh49Stlhe3v7Bx98QLnLr3/9669//evsX7Ssu+66iyb47//+75MnTz733HOrV6+WLnPQwkQ8QcRfibsESzrWY2NjF1xwwa5du5xTqKegjzRSumARhC+s7kx66bGABCtu0K7kvvvuy5pCA8JREYWQVt+cnBw6KmUf//mf/3nevHl0eHfvvffSmipMdu6vDx0CF0F9VXp6uvCRtpyLL77Y4/EEnZjmvHjxYtrMgpa2tLSUVnQ2TAMrV65kw+effz6t+myY8gPp/XtgqcRmKzY+3PnINb0slRL4tb9YG0bTOBEXUgstT/vTtLQ0iYqE28IS0wfdKKJsea/X+9BDDy1cuNBkMlHewEZKbO+7d++mvo0O00tKSkZHR9l4Ota/4ooraCT9i2VCgRu7XzU/+eST1NRUGmhoaPA91Nm7dy+NkS5/0H3CnXfeuW3btqB1FPuKb9mef/5530VQ7V544YXAwt966607d+4MugiqDlVKrAC+C5XYSZ4TaXzpnWe4XwncbwcNq9hq4OvIkSOUYlJdZs2adeONN05OToZSHemF0gpAM6TpqaEiiPVtt93md4Fix44dtbW1fgXzE2L4fElkMEF3yEE3Ct9ATNuYdHDy7W9/Oy8vb86cOXfcccdnn33GxgduxYHLCqUTX7Vq1bPPPisUmI4i5s+fH26zaEGcJVgUvPLy8okpdPhO6ysbT7G54YYb6HhU+EiTfTSFBlpbW4XxfgOB+vr6zGaz8PG666774Q9/KPYV2onT6iU2K1o7hVWTjkVonWPDlBzQRzZMWYIwXoJvqcRmKzY+3PnINb0slRIEJlhB2zCaxom4kKq3PO3gHn/8celzh+G2sMT0QTeKKFue0gWq77vvvvvHP/7RYrGwkRLbe1VV1fj4OFX8kUceETIS2gv39vbSLpv2yJs2bQpaL99Owul0bt26lZ0hoAzjqquueu6552jYZrPR8JkzZ6TLH3SfQGWg/iloHcW+4rtfolItWbLkl7/8JX202+00TGMCd1zUOb333ntBF7Fu3bqbb775F7/4xZ///GexYpwLYScp0fhi8wz3K4H77aBhFZutr+XLl7/22mtUZeqGGxsb6+vrQ69O0IW2tLRQS3485Zprrokg1hQjWp99x9DH7Oxs6TYJMXy+Qu/OxL7iF4hpG3PXrl1f/epX33//fdpaKWX85je/ycYH3Yr9lhVKJ37gwIGlS5fSms/+RdtyW1tbiK2hKXGWYF100UVvv/02G6ZDDTqMZsMUm2PHjgmT0Udhst/97ne+k/kN+Dl06NDixYuFbeanP/3pl7/8ZXZLROBXKPyXXHIJHc2LlTYpKYntowkNGAwGNrxhwwY6uDkxhY5Ek5OTpWvtVyqx2YqND3c+ck0vS6UEfu0v1oYRN040hVS35dnR4bx584SrD0GF28Ji04ttFFG2fH5+vnDyQCCxvVNuxIb/9Kc/sVNQJDc398knn/zwww8l6pXw1+gQnHYR7F/Hjx+nZm9ubqa/wg1t4a45tCr6do3S58/8RrKB73//+1/72tfOTV0t+td//dfACdhSPB5P0AJ8+umn1Id96UtfMhqN1IBNTU1BD/2n3UlKNL5Y3cP9SuB+O2hYxWYrhlogJycn9OqILdThcLBh+mLQKkjHmlYVvxjRxMKeKiGAUPhQwucrxO5M4it+gfAVtDELCgp+//vfs2HaUhYtWsSGg27FfssKsRO/8sor2VHc0aNHqQAUmqDF07g4S7BonRNWWRqgj2yYYuN3067YZH4Dvuh4ceHChQcPHhTGLFu2bHBwUOwrdJh7/fXX+47x21TEjn3/8Ic/UE5Ae3Y6xHn00Ud9j2l8vy5WqshOFYQ+H7mmlxDuzM8FtL9YG8p4BiteWv7c1E7w4YcfXrVqlUR15DqDJbZRhNs4fmu776YtkNjeg5b8zTffrKqqOv/885csWSJc1xObmJXnwQcf9L13jY6naQLhGqVE+cXQqhjYpQkLTUlJ8bvCRfWiHM53Mppg/vz5P/rRj+ivcJXNbz4SZ7AEtEukzGnjxo1id+FIt22Ije8r3K8E7rf9/is9W1/Dw8MUR9ohsJVKyIPDrY7v9EKkxG4RkY41HfNEcAZLEBi+oB2E2Kykd8iBtfYNxLSNSWmob2oorMBBt2K/ZYXYiff19V166aV/+ctfbrnlFjpqCloL7YuzBCvEIyTfgzMaCJyMXWn2RdnSggUL3njjDb/5BD3IYIqKin7xi19IlDaUu0++973vUaIgNoegpYrgZpew5iPX9LJUSiCxP/JtQ7nuwYqXlhdQjiV995tc92CJbRRRtjylRGGdwZIoOe2m+/v7hZ7Mb2P3m/j06dPCSYvDhw/TsfK+ffsuvPBC4XRguGsO9YjNzc1+I4WFLl269Ne//rXvv4aGhvLy8vwme/zxx5OTk4XLIoEJFq3wjz32mHRJGJfLdd555wWOn3YnKdb4gTtPQQRnsEL5GMoZLBr5gx/8gI67qEumv4EtFu66FMoZLOlYU2YQeA/WbbfdFnS5YsTCF3SJgml3yNIbxbSNSanP+Ph44GyDbsV+ywoxELQV07Hc/fffT1uHcINg3ImzBIsON4XLt5Rit7S0sPGBG8k111zDbi+ggcBbAS644ALfS3u7du2iZF/YnILyW8TLL7/8la98Rbq0u3fvDvr7I9rGqPy05Tz77LO5ubnCuVY/YqUSm63Y+HDnI9f0slRK4Nf+Ym0YbuPIUki1Wn7Dhg20Gp85c+bDDz9sbGyUvgcr3BYOpcV8vxJlyz/66KNms/m9997zvXsj9O2dDdTU1NC+m3bHlGBRB8NG+m3svt89derUQw89VFJScm7qPjbaob/++us0/NJLL11xxRXs6o9E+YP2kceOHaNFC78so+r85Cc/EaakgwFays9+9rNPp9jt9sLCwn/5l3+RmOG5YAnW0aNHKYN84oknqGU+//zzgwcPCr8iXL169XPPPXf8+HFaMajMmzdvXrduXdB5Su8kxRrfrz19hRgvsQYU+yg2W1/UGi+++CI1Ba1C1BSBLRbuukTTC/dgXXvttRHEmnZKmZmZFCPhV4T0UTjjJdYmIYZPot1C2SFLbBTnQmjMjo4OakyaA21rv/3tb//+7/+ejQ+6FfstK/SVhNJEGtnV1SVRWY2Lp7KemzqjuGXLFvYDBBoQzjQGbiTsBzJz5sy5++67fX+nwAZoFTSZTL7rjR+32+23aL9FlJWV9fX1SZeWcnBKwE1Ttm7dKpz/3Lt3L22WaWlpa9euPXTokNjXxUolNlux8eHOR67pZalU4Fek2zDcxonrln/++eeXL18+Y8YMSjFpR0zHmhKVCreFQ2mxBJ+NIsqWp+5k+/btOTk5tM1SV8RGhr69swHKtunY2mg0Unr02muvsZESG/vcuXO/9rWvses4t99+O7vhiaEysN+vSLdb0Lp88MEHd955J62fycnJ559//o033virX/1KaI1nnnmmuLh49hQa+MEPfjDtDBMCerhzU7/lpDlTqWgFuPLKK4XnYP3nf/4njadmpHZYvHjxvffeG3TFSJhuJynW+H7t6SvEeInVV+yj2Gx90REvhT4lJYVyiyeffDKwxcJdl2iCf/iHf6DGoSb61re+RXMOWgWJWJO33nqroqIifQplaYcPH/ZdUNDtLsTwBZ2J2JwDd8iBG0VYjfnFF1/Q+IKCgpkzZ9IBg9AVBt2K/ZYV+kpCq/SSJUu8Xq9flcVaQ4PiqawAACCL+Oqo1EV5EuU6apdCZX/5y1+m/T2WvK6//vof/ehHSi5RdtjGAAC4gwRrWhaLxel0Hjt27Ktf/eo//uM/ql0clQ0PDwu/Foy1L7744vvf//6yZcuEJzXEKWxjEBOBp6k1uEOPi0KGS5eVAtlhrZhWR0dHTk7OvHnz7rrrrjh9TICMMjIynnrqKWWWRStnXl4epXTKLC52sI0BAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMkGABAAAAyAwJFgAAAIDMeEmwgv52HQAAABSmdkagEG7qyU1EAQAANIuf7pibenITUQAAAM3ipzvmpp7cRBQAAECz+OmOuaknNxEFAADQLH66Y27qyU1EAQAANIuf7pibenITUQAAAM3ipzvmpp7cRBQAAECz+OmOuaknNxFVzJEjR775zW/+8pe/VLsgAAAQN/jpjrmpJzcRVYDL5WppaTEYDNSqSUlJb7/9ttolAgCA+MBPd8xNPbmJaEx5vd6Ojo7MzEzfZ/JmZWUNDQ2pXTQAAIgD/HTH3NSTm4jGjs1my8/PZ0mV2Wx+/fXX9+7dW1paSh+NRmNPT4/aBQQAAK3jpzvWcz35fPlRLNjt9uLiYtaMBQUFfX19wr+8Xm9DQwP7V0tLi4qFBAAA7eOnO+amntxEVF6jo6OVlZUsf8rOzu7q6qKMKnAyq9WanJxM01RVVbndbuXLCQAAcYGf7pibenITUbm89tprK1asYGmTyWRqbW31eDwS0w8MDNBkNHFRUdHExIRi5QQAgDjCT3fMTT25iahcWGqVmJjY2NjodDpD+YrD4SgoKGDnunDbOwAABOKnO+amntxEVBYDAwPssmBNTU1YX3S5XOXl5bjtHQAAguKnO+amntxENHper7ewsJBa7M477wx6x9W0X/e97T2COQAAgF7x0x1zU09uIho9q9VKzZWfny9909W0M2EXGY1G48GDB2UsHgAAxC9+umNu6slNRKPkcrnYveq+z2KIzKOPPsrOY11zzTWylA0AAOIdP90xN/XkJqJRamxspLYqLy+PflYej2fVqlU0t4svvjj6uQEAgA7w0x1rpZ6vvPLKmjVrjEbj/PnzN23adOrUKTb+7NmzDzzwgMlkmjNnTnNzM32MbP78RDQao6OjyVNoQJYZer3e7Oxsanz8qBAAAM7x1B1rpZ5r167dv3+/2+0+ceLE5s2b169fz8ZbrdYVK1a8P4UG9uzZE9n8+YloNNgPABsbG2WcZ1NTk+zzBACAOMVPd6zFep4+fTo9PZ0Nl5aWUuLFhmlg5cqVkc2Tn4hGrK+vjz1T1OVyyTjbkZERmm1mZiZ+TggAAPx0x1qsJ/X0ZrOZDc+aNWtycpINnzx5krr/yObJT0Qj4/F42IucrVar7DMvKiqS5a55AACId/x0x5qr56FDhxYvXnzkyBH2MSkp6cyZM2yYBgwGg8R3EyTFvOjxrK2tjZqosLAwFueZ2tvb2WsKZZ8zAADEF366Y23V0263L1y40PexSTiDpQCn05mRkUFNNDAwEKP5JycnG41GIZQAAMAnfrpjDdXTZrMtWLDgjTfe8B2Je7AUUFdXR+1TXV0du0VUVFTE6PojAADEEX66Y63Uc9euXQsXLnQ4HH7jd+/eLfYrwrCCxE9EwzU0NMSetz42Nha7pfT09NBSSkpKYrcIAADQPn66Y63UM/CWKbfbfW7qOVj333+/acrWrVt9n4OFBEsWlPSwlwbGdCkej4ddhYxpGgcAABrHT3fMTT25iWhY2Iml7Oxsls7GVH19vQKZHAAAaBk/3TE39eQmoqGjpIo9Zp3SLAUWZ7fbaVl5eXkKLAsAALSJn+6Ym3pyE9HQtbS0KHxfVE5ODi2RMi3FlggAAJrCT3fMTT25iWgonE5ncXFxUlKSwm8JZCldfX29YksEAABN4ac75qae3EQ0FPfccw/7JcHq1auVXO7Y2BgtNCMjw+PxKLlcAADQCH66Y27qyU1EpXm93tbWVoPBQA2Slpb29ttvK1wA9qNFm82m8HIBAEAL+OmOuaknNxGV4HQ6y8vLqSmSk5MpzVLl7cudnZ1UgIqKCuUXDQAAquOnO+amntxEVMzAwAD7zSD9jdErcUIxOTlpNBopw6NsT60yAACAWvjpjrmpJzcRDcQuC1JOQ41QXl6uemZTVVVFJeno6FC3GAAAoDx+umM919Pv0fBqF0cdWrgs6Kevr4/KU1RUpHZBAABAafx0x9zUk5uI+tLIZUE/Ho8nMzOTSjUyMqJ2WQAAQFH8dMfc1JObiDJauyzop7GxkQrW1NSkdkEAAEBR/HTH3NSTm4hSLmW1WvPy8jR1WdDP0NAQFS8nJ0eDZQMAgNjhpzvmpp46jajH4xkZGenu7rZYLOXl5ezSG5OUlPTqq6+qXUBR+fn5VMgDBw5MO+X4+LjL5VKgSAAAEGt67Y4DcVNPHUV0y5Ytl112WWVlZWFhIbsI6MtkMmVlZdHA5ZdfrnZJpezcuZMKWVtbKz3Zd7/7Xfbw98nJSWUKBgAAsaOn7lgaN/XURUSdTueGDRv8MipKs6qrq9va2vr7+ycmJs5N3YA1ODio8dfRUFGp8Eaj0e12B/6X0qmOjo7i4mKhmsPDw8oXEgAA5KWP7jgU3NQzziNKqZXFYqF0hCqSmJhoMBi+8Y1vUM6h8SxKmtlspup0d3cLY6g6NputsrJSODM3e/bslJQUGti5c6eKRQUAAFnEe3ccOm7qGbcR9U2tKO2oq6sbGxvTxz1JXV1dVKlly5ZRXmW32+vr6zMyMlheRTWtqqrq7e2lf/X397MxodywBQAAWha/3XG4uKlnHEY0aGqldqHk5Ha7k5KS2IVC4VJgSUlJZ2en3x1Xra2t7PYynbUAAABv4rE7joyG6hn0kevvvfdeZWWlaQoN0MeIZy5HGRWi+9RKMHv2bBb0vLy8lpYWiWpS9NkNZ0Hv2QIAgLgQX91xNDRXT7+mLy0tffDBB11Ttm3bRh9lma1mvfnmmzk5OQaDQfepFXP48OGbbrqpp6dn2ikpryooKKBmqa6uVqBgAAAQC/HSHUdPc/X0a/q0tLTTp0+z4U8//ZQ+yjJbzbrsssvYGZ3169frO7WKgMPhYDdp4YZ3AIA4FS/dcfQ0V0+/pq+urt6xY8cnn3zicrlaWloiPnsRFxGdmJhg567y8/Pj+ueBsYMb3gEA4lpcdMey0Fw9/Zr+o48+WrRoETupQwMff/yx9HclxLjgMrBYLFTOv/u7v1O7IJqGG94BAOJXXHTHstBcPf2avry8fNu2bcI9WPRRltlqEFWQkgYq58jIiNpl0Trc8A4AEKe03x3LRXP19Gv61NRUTu7Bamtro0JGnEFyBTe8AwDEKe13x3LRXD0Df0XY0tLCzmBt37595cqVYlOGNVut8Xg82dnZCaG9/BjO4YZ3AID4pPHuWEYaqmfQW6aOHj1aUVExe8q6deveffdd3+nDmrnMxZVVd3c3lbCoqEjtgsQT3PAOABB3NN4dy4ibemo7ouyCVyiPgwJf7IZ3Sr5fffVVtcsCAADT03h3LCNu6qnhiPb19VHxcnJyvF6v2mWJP9dddx075blr1y61ywIAANPQcncsL27qqeGIms1mKl5HR4faBYlLb731FkuwcnNzkaECAGiclrtjeXFTT61GdGhoiD3VCU8ciNjjjz+elpaGHxUCAGifZrtj2XFTT61GtKqqisrW3NysdkHi2/DwMPtRocViUbssAAAgSrPdsey4qacmIzo2NpacnGw0Gp1Op9pliXuDg4PUmHhwAwCAlmmzO44FbuqpyYg2NDRQwerr69UuiE709vayHKuzs1PtsgAAQBDa7I5jgZt6ai+iTqfTaDRSwRwOh9pl0Q+r1coejkXJltplAQAAfxrsjmNEz/XU+Mue2TOcqqqq1C6I3rCXDlGOZbfb1S4LAAD8FQ12xzHCTT01FlGPx8Ne7Tw4OKh2WXTIYrFQ22ZkZAwNDaldFgAA+D9a645jh5t6KhJRp9M5Pj4eypQdHR1UpJKSkhiXiF81NTXUwtnZ2bgCCwCgHUiw9EaBiI6Njc2cOZMW9Pzzz0tP6fV68/Pzacq+vr5Yl4pb1MiVlZXsEfn4kSYAgEYgwdIbBSLKbq8mKSkpDQ0NlG+JTWmz2WgyyrFiXSTOud3usrIyauqCgoLf/OY3ahcHAACQYOlOrCPa39/PHnR53nnnCbfVV1VVBb3FqqioiP5LCVlMiwTE5XKxF2mT0tJStYsDAMA7JFh6E9OItrW1sccv1dbWejyesbGxhoYG9ggGdqNVX1+f8Jo8u93O7g2iKWNXJBAIj8NISUlBmwMAqAsJlt7EKKKUNtXV1bFEyu8B4tSvt7a2ZmZmsv/m5+d3dna6XK6//du/xdPGFfZv//ZvLMEK8ScIAAAQI0iw9CYWEaUUit3ik5GRIXa7usfjobyK3dLO+nj6azAYKNOSvTwgoba2llqesmG1CwIAwDUkWHoje0RHR0fz8vLYj9RGRkakJ/Z6vZSBlZSUsDRr/vz58hYGpjU2NsYuFE4bLAAAiB0kWCoQe+T64cOHr7nmmvT09AULFuzduzfimUddwP8j3NJOOVNYjwCwWq033XQT1UjGwkCI2NNHy8vL1S4IAAC/kGCpxq/pjxw5kpub29PT88c//vGDDz645ZZbZJltNPxuaZdrthBrLpeLPT1/YGBA7bIAAHAKCZZq/JqeMqrOzk7ZZxuZn/3sZ7feemvQW9ohLrDXFBYVFaldEAAATiHBUo1f02dlZT300EPz58+fO3fu7bffHvG94dFHdMuWLSy1krilHTTO4/Hk5ORQELu7u9UuCwAAj5Bgqcav6Q0GQ21t7YkpNTU10r8CS5AUTakGBgZSU1NpJomJiT//+c+jmRWoi1IrimNeXh4u7wIAKA8Jlmr8mn7WrFknT55kw5RjZWZmyjLb0Hm93ubmZpaiUa/87//+75HNBzSCAsqepN/e3q52WQAAuIMESzV+TV9WVkZ5FRs+fvy4wgnW+Ph4cXExfTc5ObmtrU14GjvEtQMHDlBMTSYTnkYGAKAwJFiq8Wv6vXv33nbbbcIlwjvuuENsyrBmGwqbzcaexZCXlzc0NBTu10HLzGYzRbapqUntggAA8AUJlgrEbpnasWNHZmbmnDlzNmzY4HvKIXYJltvtFl6AQ1kdznPoz8jICAXXaDTi5TkAAEpCgqU3oUeUul72ZpuMjIyurq6YlgpUhJfnAAAoDwmW3oQY0Y6ODvYQ0aKiIofDEetSgYrw8hwAAOUhwdKbaSP62GOPZWVlscuCFosFv+HnAV6eAwCgMCRYeiMRUZfL1dLSwlKrGTNm9Pf3K1kwUBFengMAoDAkWHoTNKJer7ejoyMzM5NlV4mJiXgBDm/w8hwAACUhwYqcx+NpaWm5+OKLjUYj/d2xY8fnn38u+1LCFRhRm83GbmYnZrN5aGhocnJSlbKBivDyHAAAJSHBityWLVvWrFkzOjpKXRf9vfrqq++77z7ZlxIu34ja7Xb2+FBSUFCAFwtyDi/PAQBQDBKsyGVlZU1MTAgfaZjGyL6UcLGIUsJXWVnJUqvs7Oyuri48nB3w8hwAAMUgwYqcdhIsvyeXlpeXs0cwmEym1tZWnK4Awcsvv0wrRlpaGi4TAwDEFBKsyG3ZsoVSmbfffpsyGPpLwxq5REgMBkNjY6PT6VS7OKAtNpuNrSFXXHEFTmoCAMQOEqzIUV714IMPXnTRRUajkf4+9NBDGrnJnbzwwgtqFwS0aGBgQDjTWV1drXZxAAB0CwmW3lBE8cJmkDAyMiK83ttisahdHAAAfUKCpTf8RBSiMTg4yG7UwxPRAABigZ/uWP56jo6Orly5MjU11fcGc9mXEi4tlAHiQm9vL8uxOjs71S4LAIDe8NMdy1/PkpKSRx555E9/+pPsc44GPxGF6FmtVlphKM2iZEvtsgAA6Ao/3bH89TQajZ999pnss40SPxEFWbBX6FCOZbfb1S4LAIB+8NMdy1/PRYsWjY+Pyz7bKPETUZCLxWKh1SYjIwM/jwAAkAs/3bH89Xzqqaeqqqq09qwpfiIKMqqpqWEP/Xc4HGqXBQBAD/jpjuWpZ8J0wppJ4L8mJydzc3OjiQo/EQUZeb1e9m6lnJwcrR0zAADEI366Y83VM2jT33PPPY899hgSLFCe2+0uKyuj9efSSy/t7+9XuzgAAPGNn+5Y/nomJiZG8/XApn/nnXcuvvhij8eDBAtU4XK5CgoK2OnVTZs2qV0cAIA4xk93LH89L7zwwv/6r/+K+OuBTX/dddf98Ic/DPqvaGYLEDqn05mUlERr0ZIlS9QuCwBAHOOnO5a/nk888cRNN9107Nixs2fPRlKgv276n/70p1/+8pfZrKaNSvT3gQGI+c53vkNrUWZmJt4GDQAQMX66Y/nrGWVy4zfxsmXLBgcHg/4r3FJF/F0AprCwkFYkm82mdkEAAOIVP92x5urp1/RynYjiJ6IQO+wJ72VlZWoXBAAgXvHTHWuunhJNH5h7yTJbgBB5PB6TyUTr0sjIiNplAQCIS/x0xxqq57RnqpBggerY493r6+vVLghA3Pvxj388e/bsgoKCgYEBOmjR4CtAIBb46Y65qSc3EYWYGhsbo3XJaDS6XC61ywIQx7q6umbOnBl4E4jJZMrLyzObzVVVVXV1dWVlZcuWLfvd736ndnlBNvx0x9zUk5uIQqyxZ7u3t7erXRCAuORwOCh/YulURkYGpVOrV68uLCzMyckR+w34RRddhF/v6gY/3TE39eQmohBr/f39tDpRr4A9PkBYaJPZuXOn0WhkTzwJ+oPcycnJsbExu93e29u7e/dumiwxMZGmb25uVr7AEAv8dMfc1JObiIIC8vPzaY3Cm3MAQjc0NMQedELq6upCv8i+f//+5ORk+lZXV1dMSwjK4Kc75qae3EQUFNDR0UFrVEVFhdoFAYgDbre7sbGRJUl0cGK328OdA6VW9F2aQwTfBa3hpzvmpp7cRBQUQAff7DKHw+FQuywAmtbf389urqL0qLm52ePxRDYf+i67BR4bXbzjpzvmpp7cRBSU0dDQQCsVHZerXRAAjbJarbm5ueyaYElJSZRPj/N6vVVVVTSrgoKCyclJuQoJyuOnO+amntxEFJQxOjrKjqfdbrfaZQHQEMp+Ojo6iouLWWqVlJREH2X5RQhta0VFRTRPs9mMn5jEL366Yz3XU5Z37ACIYT817+zsVLsgAOrzeDw2m62yspLda0VSUlLo72233SbjUpxOZ3Z2NrtNXsbZgpL46Y65qSc3EQXF9Pb2sgsWahcEQE12u72+vj4jI4PlVZRgVVVV0dZBKVcs7pcaHh5my2pra5N95qAAfrpjburJTURBMV6vl929OzAwoHZZABQ1OTl5ySWXmEwmdj5JuNGqs7NTgRuk+vr62BJpINbLAtnx0x1zU09uIgpKomNoWrXoeF3tggAop7+//2/+5m+EvCovL6+lpWVsbEzJMrBNLyMjY3h4WMnlQvT46Y65qSc3EQUlOZ1Oo9GYnJyM99SC7k1OTra3t1M6Jdy9npWVtW/fPrXKU1dXR8XIzs6mzVCtMkAE+OmOuaknNxEFhdXW1uI9HqBvw8PDlM2wZ7+xU1aUaan+rASv18t+aJKenv7d735X3cJA6PjpjrmpJzcRBYVR38NerBbxExQBtIZylwMHDhw7dqy7u1t44AKprKzU1BuiKMljaV9SUtLExITaxYGQ8NMdc1NPbiIKymM9EF6UBrpx5513sqyF5VV0/NDU1KTN6+D33Xcfext0dnb20NCQ2sWB6fHTHXNTT24iCsrr6emhFYzSLLULAhAtl8vV0tJiMBhYarVixYru7m6Nn509fvx4eXk5ldZoNNLGqHZxYBr8dMfc1JObiILyqPthP1bHATTEL6/X29HRkZmZyVKrpUuX7tmzR+1ChYoKz95eRShBVLs4IIWf7lhD9Qz6yPVXXnllzZo1dFwyf/78TZs2nTp1KuKZy1FGgODYm2hramrULghAJGw2W35+PtsDm83mOD1UsFqt7DnyVVVVeIeVZvHTHWuunn5Nv3bt2v3799OmcuLEic2bN69fv16W2QLIa2JigvbsBoMBDx2F+GK324Xb2AsKCuL90Z20AZpMJqpLUVERbnvXJn66Y83VU6LpT58+nZ6eLvtsAWRxySWXsPeEuFwutcsCMA06ah0dHa2srGSpVXZ2dldXlz7eoOxwOChTxG3vmsVPd6y5eko0PR1amc1m2WcLIIvbb7+d9VVvvvmm2mUBEDU+Pl5UVGSYQquryWRqbW3V+G3s4aKDHNz2rln8dMeaq6dY0x86dGjx4sVHjhyR/q6E2JQX4P+jLmr16tXsWUFqlwW4RquicC6K0qn+/v729va6urri4mLhlcwkMTGxsbFRr49B973tvbm5WWcZZFzjpzvWXD2DNr3dbl+4cOHBgwflnS2AvKivYvd/4E4sUAVlFU8//XRqamp6evqXvvQl33RKkJ2dvWTJkgsvvPDZZ59Vu7wxZ7Va2Ym6GTNm/P73v1e7OPA/+OmONVfPwKa32WwLFix444035J0tQCywd9AWFhbq43YWiAvj4+OUSVRXV7P83i+dqqiosFgsNMHQ0BCHNwjec889rCmuvfZatcsC/4Of7lhz9fRr+l27di1cuNDhcEw7ZVizBYgRj8fDfu5O/ZnaZQE9c7vdfX19DQ0NwuMVmMWLF1900UVlZWWvv/46h+lUoMnJyXXr1rGn0g8ODqpdHOCoO9ZQPYPeMhV4flt4ugkSLNCm3t7ehKm3i6B7A9k988wzCxYsoKSKPfCJMZlM1dXVlNNr8202WtDa2pow9RwK3IylOn66Y27qyU1EQQvMZjOtck1NTWoXBHSF8qcZM2awpIoSrLKyMsobhoaGcD16WtRE7NkNzc3NapeFd/x0x9zUk5uIghaMjIwkTxkbG1O7LKATDoeDvZEpKSnp+uuvx5PKw0WZKNsqafNUuyxc46c75qae3EQUNKK+vh6PbAC5DA4Osp8Ems1mXHqOmMViSZh6yDvO+amIn+6Ym3pyE1HQCDyyAQJFdgNQb28vy66qq6uRGUTD7Xbn5eVRS7a3t6tdFn7x0x1zU09uIgragUc2gK+9e/cajcbLL788rPWhq6uL3c9usViwIkWPDngSpp7wHvTH6aAAfrpjburJTURBO/DIBmBGRkZqamrYkwLIunXrQnxeAMvRyc6dO2NdSH7U1dWxi61qF4RT/HTH3NSTm4iCpuCRDZzr7+9nPyklBoNh9uzZQppVWFhImbfEvershqHk5GQk6PKijZH9XKCzs1PtsvCIn+6Ym3pyE1HQGjyygUMej6e7u5tSKOE5VbQCsLf+TUxMtLS0sA6e/auxsdHvcpXX662urmZXsihHV6kSesaOfKjxKRxql4U7/HTHeq5n0CeXAigMj2zgB6VQLperra1NyJ9ycnI6OjoCz19SCmWz2crKyoQdVHl5OfX6brf72LFjNExjMjIy8OTx2GEpLH7nqzx+umNu6slNREGD8MgGHqxduzZh6qXCLGEqKirq6emZ9rb00dHRhoYG4a3MBoMhMTExYeodgvQvZUrOp4mJCfY7X8p01S4LX/jpjrmpJzcRBQ3CIxt0r6uriyVGpKKiItxAu1yuzs5O9gQBMnfuXJzvVEB3dze7RXJyclLtsnCEn+6Ym3pyE1HQJjyyQa8cDodwG3t2dvbTTz8dzdzuuOOOK6+88q233pKreCCNxa62tlZiGjpAolSsurr6xz/+sWIF0zF+umNu6slNREGb8MgG/aFceefOnUajkZ0FwZWmeDQ+Ps6uz/b397MxtKmOjIxQRmWxWMrLyymywn1ySUlJONcVPX66Y27qyU1EQbN6enrYPvq1115TuywQraGhIeFHgnV1dXgMR/xqb2+nIJ533nmVlZUUU/ZYV18mk2nRokVs+NVXX1W7vHGPn+6Ym3pyE1HQrAMHDrB99CWXXIILhfHL7XY3Njaybjg/P99ut6tdIogKbYzCw8kYSrOqq6vb2tr6+/uF5zhs2bKF/pWXl4fXbEeJn+6Ym3pyE1HQLNqPV1RUsI65ublZ7eJA2CiC1OPm5OQkTD3/k4IY2bsFQWtyc3MTpp6wPzw8LBZTin5JSQlNRum1wsXTGX66Y27qyU1EQePsdjvLsbq6utQuC4TK6XQuXrw4NTWVneGgjnZkZETtQoFs3G730NDQtJM5HA52yx1OW0aDn+6Ym3pyE1HQPkqt2CkQ7KbjAmVXFRUVLLWaOXNmR0cHrvByi92whQuF0eCnO9ZQPYXr374jz549+8ADD5hMpjlz5jQ3N9PHiGcuRxkB5EErM7t51u8dKaAplFpZLBZ20iIxMfHCCy/8zW9+o3ahQE24UBg9frpjzdXTr+mtVuuKFSven0IDe/bskWW2AOqi3XRVVRWtlgUFBfjhtwb5plbJycl1dXV48icwuFAYJX66Y83V06/pS0tL9+/fz4ZpYOXKlbLMFkB1bre7qKiI1kyz2YxLTtqB1AqmhQuF0eCnO9ZcPf2aftasWcLx/cmTJ00mkyyzBdAC6svZW4GpF1e7LIDUCkKFC4XR4Kc71lw9/Zo+KSnpzJkzbJgGDAaD9HclxLDQAJEaHh5mD5Jua2tTuyz8euKJJ9LT02n3gtQKQoQLhRHjpzvWXD1xBgt409fXx44BaEDtsvCF9i0dHR3FxcXCYditt96K1ApChAuFkeGnO9ZcPXEPFnCIvQo6IyNjeHhY7bLon8fjsdlslZWVwktR0tPTzzvvvM2bN6tdNIgnuFAYGX66Y83V06/pd+/eLfYrwrCCxE9EIU7V1dXRWpqdne10OtUui27Z7fb6+np2TZZdDayqqurt7cUD2SEyuFAYAX66Yw3VM+gtU2fPnr3//vtNU7Zu3er7HCwkWKAndDRsNptpRTUYDN/61rfULo5+jI+PU3teddVV8+fPF3YvJSUlnZ2deEAGRA8XCsPFT3fMTT25iSjEL+rv2UWrtLQ0tcsSryid6u/vpz6vrq6uuLhYOFnFUC/Y0tKCu6xARrhQGC5+umNu6slNRCGubd++PTExkVbXwcFBtcsSH37+85/PmzfvggsuWLFihV86xWRlZc2YMYMGamtr1S4s6JNwofDJJ59UuyxxgJ/umJt6chNRiHetra0JU094x41B0xofH8/MzPRNp7KzsysqKiwWi9VqHRoacrlc56ZODeIWGYippqYmtgbSiqd2WbSOn+6Ym3pyE1GId16vl7IrWmObm5vVLoumORwO9pjW1NTUpUuXvv766yydAlDewMAAS7BSUlIaGhpwGVoCP90xN/XkJqKgA0NDQ8lTRkZG1C6LRg0ODrILgmazGTcXgxZYrdbly5cLJ1OrqqpwoT8ofrpjburJTURBHywWC620RUVFeE1hoN7eXpZdVVdXo31AU8bGxhoaGtgtWez3qn19fVhLffHTHXNTT24iCvrgdrvz8vJovW1vb1e7LNrS1dXFfmtJOSj6LdAmp9PZ2toq3CCYn5/f2dmJuyoZfrpjburJTURBN9hdHXQo7HA41C6LVrBH3pOdO3eqXRaAaVBGRXkVZVdspZ0zZ86aNWt6enrUfQAbHbzdfffdN9xww7FjxyKeyVtvvbVx48aXXnopgu/y0x3ruZ5Bn1wKEEfY493NZrPaBdEEdtk0OTkZP9SCOOL1evv6+tizsnx/7lpZWdnU1GSz2UZHRxU7F0s534033hjN/fgjIyM1NTVJSUlsJoWFhXS0E9ZM+OmOuaknNxEFPXG5XOyHcnQcrHZZ1ETdT3V1NTuf19vbq3ZxACLBfh1sMpkCH9hGK3ZRURGt5MuWLduwYUOMCtDf3y+cTmPP2wvrfnz6OnvbBGEJlu9MqPwhZlr8dMfc1JObiILOUD7BdsoTExNql0Udbre7vLw8Yepl2PhZFsQvOl7q6+tjP3qlRISGW1tbKbkRkh7BkiVLwj0tJM3hcFRUVLCZU573H//xH1SYEO/H93g83d3dhYWFbDLaFzU1NR07dqynp+fw4cP0ldraWt+UUci06ItB36zKT3fMTT25iSjoDzt5U1lZKcvcaAdqs9lWr15Nu8VWcfTfb3zjG6o/AeGpp55i++7s7OzR0VF1CwMQI7ShDQ0NbdmyJTk5Wbj6FtZpITGUSFE+xH4XQrlRR0eHXwoldj8+HdHRd9va2thJdJKTk0NfD/q0OZo+MNMyGAy03MD7tPjpjrmpJzcRBf2hPR3tGWkdpsQo4pmMj49brVbK1disQnTZZZepeENuV1cX62xoT40nNwIPKNMKmqxElmnRFsTSI0p06uvrJbZlv/vxWULG3jHFlt7T0xPKjWJC4VNTU9l3CwsL/abhpzvmpp7cRBR0qbu7m9ZhOsoMK92hnTXt7BoaGvyuQbAca968eWKnr2699VZh4oKCgqDn+WPK4XAId3skJibeddddChcAQHVBM62srKxLL720ra3NbrfTZiK2QxgaGiouLmZfKSsrGx4eDmWJgffjV1RUDAwMRFB42vl8/etfT0lJoZl0dHT4/ouf7pibenITUdArlnBM+8bi8fHxe++9l444affKDkOFpKq6utpqtdIENBntcKWfytPf3//MM89cfvnlCVOX5xR7VATt4ulInd0XQgmlzWbD04OAc0KmlZaWFvRMc15eHm3vlAzV1dVt3LgxNzeXjc/Jyenp6Ylgidu3b6dtP5pT5gy7hZR2RL53T/LTHXNTT24iCnpFiRE7kKUkSTilRCMpE2pvb6cdK+1h/X6dRPs1OnhtbW2lw9nIfgdOh6E0B5brKHCDOZVTuJeWaoR3CwL4ou1x4cKFBoNh1apVdMSVn58vccWfkiTV76E897+vwaaDNGGvxU93zE09uYko6BglUmzXmZSUtHz58sAfe7MdGbv74e6775Zl90pHz+wue1ocJXOhf/HZZ5+dO3cu9QShXGGkojY2NrJTbtRt2O32yEsMoGt+2zUdO9GBFh2c0ObZ3d3Njoi+8pWvqFU8P1Q8dvad/rLDPH66Y27qyU1EQcdo9ySc/BfSqYqKCovFYrVaaQ/LTvmwHa68y21oaGCnxEK54uD3KEJ2gbKkpIRm0tHRceDAAb+UizqGnJwcNv/m5mZcEwSIhtYe6ULbO7vXvqmp6RxP3bHW6/nee+9VVlaaptAAfYxsPvxEFPTt3XffpYyK0hchnVJMS0sLy5b8bln15fsoQoPBkJ6ePm/ePOEX4L5YynXzzTfToTYbQx8pM1OyRgCgjMHBQXZ+mt2VpXZxFKL1epaWlj744IOuKdu2baOPkc2Hn4gCxA6lVsKLln3HB30Uoe9pqsnJSbvd3tnZ2djYSBmYX8o1c+bMwMfzAICe0DbO7jTgpzvWej3T0tJOnz7Nhj/99FP6GNl8+IkoQEzRASjLsW655ZaBgQHKnEJ8FKEf+uLTTz/NvrV161YFSg4A6lq3bh3b5NUuiEK0Xs/q6uodO3Z88skntMtuaWmhj5HNh5+IAsSa3W4X7q9nz7lJCOdRhL76+/utVituugLgwaOPPooES0M++uijRYsWsZDQwMcffywxceB9Hr4UKzOA7g0PDwv3sEf8KEIA4MrExMTVV1/NT3es9XqWl5dv27ZNuAeLPkY2H34iCqCMF154Ye3atS+++KLaBQGAeMJPd6z1eqampuIeLAAAAH3gpzvWej1LS0tbWlrYGazt27evXLlS+FdYQeInogAAAJrFT3es9XoePXq0oqJi9pR169a9++67wr+QYAEAAMQXfrpjburJTUQBAAA0i5/umJt6chNRAAAAzeKnO+amntxEFAAAQLP46Y65qSc3EQUAANAsfrpjbuoJAAAAGqB2RqAQXuopL2XWDywFS9HHUhRbEJaCpehmQViKDnBa7SjpaaXEUrAU3SwIS8FSdLMgLEUHOK12lPS0UmIpWIpuFoSlYCm6WRCWogOcVjtKelopsRQsRTcLwlKwFN0sCEvRAU6rDQJuV32NQ1w0C6HRJsRFs7gNDafVBgG3q77GIS6ahdBoE+KiWdyGhtNqg4DbVV/jEBfNQmi0CXHRLG5Dw2m1QcDtqq9xiItmITTahLhoFreh4bTaIOB21dc4xEWzEBptQlw0i9vQcFptAAAAgNhBggUAAAAgMyRYAAAAADJDggUAAAAgMyRYAAAAADJDggUAAAAgMyRYAAAAADJDgqUrr7zyypo1a4xG4/z58zdt2nTq1CnhXwn/S+y7Z8+efeCBB0wm05w5c5qbm+mj9HgInVhcJOIlQFxiSiwEL7/88lVXXTVz5kwav3HjxuPHjwd+F6GJnWjaFnGJKYlmRC/jBwmWrqxdu3b//v1ut/vEiRObN29ev3693wQSq77Val2xYsX7U2hgz5490uMhdGJxmTZe5xCXGBMLwdVXX71v3z6Xy3X69OlHHnmEkrDA7yI0sRNN2yIuMTVtM6KXESDB0i3qGNLT0/1GBq76wpjS0lLqadgwDaxcuVJ6PEQmaFwCxyMuyhMLDaVfaWlpwkeERgERtC3iooxpmxG9jAAJlm719fWZzWa/kRKr/qxZsyYnJ9nwyZMnTSaT9HiITNC4BI5HXJQXNDSfffbZ448/7ntyEaFRQARti7goY9pmRC8jQIKlT4cOHVq8ePGRI0f8xkucvE1KSjpz5gwbpgGDwSA9HiIgFhex8ecQF6UEDQG7oWTevHljY2OBX0FoYieatkVcYmraZkQvI0CCpUN2u33hwoUHDx4M/JfEqs/bsYXyxOIiEa9ziIsiJELw6aefPvzww6tWrQr8F0ITO9G0LeISUxGcwZr2u3oNDRIsvbHZbAsWLHjjjTeC/ldi1eft6rjCxOIiHa9ziEvsTRsCyrGC3puF0MRONG2LuMRUBPdgTftdvYYGCZau7Nq1iw7EHQ6H2AQSV8d3794d9HccYuMhdGJxkYgX4qIMsRBs2LDhnXfeOXPmzIcfftjY2Bj0HiyEJnYiaFvERRnTNiN6GQESLF1JCOB2u4P+y/crbODs2bP333+/acrWrVt9n1ASdDyETiwu0vFiA4hLTImF4Pnnn1++fPmMGTNyc3M3b978hz/8wfcrbAChiZ0I2hZxUYZ0CNDL+EKCBQAAACAzJFgAAAAAMkOCBQAAACAzJFgAAAAAMkOCBQAA2iL2Eu5w3xYcyvvUY/f1UF4ZDjqGBAsAALRF7CXc4b4tOJT3qcfu66G8Mhx0DAkWAABol+9LuKN5UqXYy7yV+brfK8OBB0iwAABAu3xfwh3Nu1bE3rOuwNcDXxkOPECCBQAAGuX3Eu6I3xYs8T71WH9d+pXhoGNIsAAAQIsCX8Id2RmswPn4PW08pl8/J/nKcNAxJFgAAKA5QV/CHcE9WNO+zDumXxeIvTIcdAwJFgAAaIvYS7jDfVuwxPvUQ5ltlF+XeGU48AAJFgAAaIvYS7jDfVuwxPvUfcXo6xKvDAceIMECAAAAkBkSLAAAAACZIcECAAAAkBkSLAAAAACZIcECAAAAkBkSLAAAAACZIcECAAAAkBkSLAAAAACZIcECAAAAkBkSLAAAAACZIcECAAAAkBkSLAAAAACZIcECAAAAkNn/A4moHjpoa4VAAAAAAElFTkSuQmCC)
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