Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: luo_peipei_031423_16 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2020 |
Start Time | | 2020/01/02 06:00 |
End Time | | 2020/01/02 12:00 |
Key Words | | tianqin |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -31.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.73 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | luo_peipei_031423_16 |
Minimum Dst Value | | -2 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IE1heSAwNiAyMjozMDozNCBVVEMgMjAyM+nL2JoAAAGsdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoibHVvX3BlaXBlaV8wMzE0MjNfMTY6IFNXTUYgcGxvdCBvZiByaG8gYWxvbmcgVEhFTUlTLUEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMjAtMDEtMDJUMDY6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDIwLTAxLTAyVDEyOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC43MzMyODQ5OTk1LCAibWF4IjoyOS4yOTg0MTUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19wBsD5gAAAARnQU1BAACvyDcFiukAADJGSURBVHic7d1/bBTnnfhxg+3YBjuGnENd6lgONYcbTIAWRb7EBUO5JAhzQAyKyzmuw5EQBFygwUriOPUdIEjF3TkVRVbqHI5CJLiixIq4yodcYYTTWipVLWSdfJETGZ1RHeEIC1nVClnI38/Xz3U0nf01uzu7MzvP+/WHNft45pnnx+w+n52deSZjBgAAAI7KcLsAAAAAfkOABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8CCXRkZHC1wXjKOq2vXrpWUlETNORm75m0CQOGzAHa5O3LEvXcGPI9LRgdVVVVdvXrVlV1zvCUJDYu0wyELu/z6Adfa2jp/VktLi5F45cqVmpqanJycgoKCxsbGP/7xj8a/Mv4sOKs7d+6UlZWZ/yX5bNiwQeWze/fu27dvR80/pHA7HRoa2rhxY15eXklJyQcffBA5k7t37x4+fLi0tDQ7O1v2W1dX99lnn0niokWL7t+/b6y2a9cuY1nSi4uLpV6y65UrV1oyXL16tVGkjL8UuSSWqiW4QjBpWEd2HYfkvU0yQgm3x3D9Yk6P2qFqIeRhE6Gc//qv/yoHpPyNUBFbFXaCXz+1kBY4+GCXLz+q3n///bVr1349SyIeeanSn3nmmcuXL09PT0uE0d7e/sQTT1g2DNkar7322jvvvGP+1+bNm3t7eyWTQCAgo5QEWzbzD8my0+Hh4SVLlvT09EgmErodPHgw8uabNm2SEqpg7t69ex9//LFUWZZ37twpy2odSc/MzJTSqpeSvn37drXrqqoqqYuRm+xXUoLH41glI8CyuUl6BVjhdhE1wAqXic0ODXfYhLNs2bL33ntv6dKlNsufVL781EK64OCDXeE+so2XMirv27dPnQ2SBWOQDpebfMddtGhRTk5OU1OTeeWWlpaFCxdK+q5du6ampoL3Ht+GIUl0ZfyWJAvV1dUhVws+IxKc7eeffy7hjsRM4fYoYVB2drbN/EOy5CzVD3fWKmQZZO/mM1UGGVm3bNmili9duiQBlvxVLyX9V7/6lcpQEs0jq7TVp59+aj/ACtdxkY+fyGfFYt1EUk6fPl1cXCx1VC8lpFbnZlavXn3jxo0I2VrcunWrrq4uLy9PtpUQxDg3GfXtEG6nErtIs0jjSBOdOnUqQns6FWDZ7NBwh01IV65cefLJJ2dmf6U1R2/m/QafSzN3StSGnQnzThevv/56YWFhQUGBZBhyXxE6xSiDtMkvf/lLI0+JLBcvXmzeC2ATARbsihpgNTc3b9269e6s7du3y8vIuck6xsryyajS/+mf/kky+frrryVS2bNnj3FWxrz3+DYMST7HjcFDFuSlZQVJ/NnPfrZ58+ZwrWGQWER9Lofbo8QxxhmsqPmHZMlZxpKOjg4ZFWSk2blz5507dyIUT8jed+/e/dvf/tYyXspLGUKk6WZmhy7JSrWqjG2SrlZWGS5btuz3v/+9LEgmsjxjYyA3Fylkx0U9fiLkHOsmkt7Y2GgOvmWElopLHSX4M84j2jmSly9frlpSjjepi8RG9qsTcqeSiawmZZP1JcJIQYA1Y69Dwx02Icm74MMPP5SFjz76KNxRHVx+c6dEbdhw7/Sf/OQnEpBJuoSqwUeXEqFTjDJcu3ZtxYoVxib79++XeDdqxYFgBFiwK2qAJSP9zZs31bIsyBfxyLn97//+r7GybKuWS0pKjPQ//elPEkME7z2+DSNXSrGcYVLffaUiIyMjkTeUD2X1xT3cHoeGhmTkMNonav52SisvZYCR4US+iL/88svma6dCkgistbVVBg91zdZrr71mxGQy0qgv/c8884y6rmtm9mIaS8gi8ZyEXzOz4+jZs2dn/rJfIp9tCtdxUY+fCD0Y6yaSruJI46VxDsN8fjGmI1ltW1BQYL864XZ669YttSwLMQVYIYX7rzmTyB2qFiIcNhbSv7KCisPU1XuWAz5c+c2dYhayYcO90+XLQPDuLPuK0CnmMlRVVV24cEEWvvzyy9LSUnmLhSweEBkBFuyKGmBFDlbC5WZZ2TIYqF8N7Owl6oYh2TmDJd9fjeApXPlXrlypzgSE3KOEX0uXLjV+DLKTf0iWnKW0xlAtY4DN3xkVGV3kq7lxRu2///u/n3jiCSnMd77zHXkpf2VZxlQJtsy7lkQZ3j799FNjHA3XL1ELb+44myvEkWfk9RM5kn/729+uXbtWuiCOA9XOTmMKsCKsE7kpYu1Qy2FjCdokDrO8Dc03jtgsv52Gtf9Oj7yvcJ1y+fJl9UZoampSXzyAOBBgwS7jM0g+0YygZGpqykiXb4fmUxRxn8EyrroIufe4NwzJcg2WvAy5WvAQG/zBbWH8q7u7W74EDw4ORihG5GA03E5ramrMAVZwdBiVeb8SYH3wwQe7d++e+fO48r3vfS941xIOzp8/37hHLKYAK+oZrJDHT4ScY93EZoBl50iW4+3SpUvT09OybL7wLtbqmNc3zmDJhqkJsGbi6tCQh6s0grnKqhaWG1TtlD9qw4Z7p9s8g2XzgFm9evXRo0fLysrsX38GWBBgwS7jM0jG3Z/97GfqzrVdu3YZ6eoikrt370rUtXXrVjvXYE3NMl+R884772zZskWNNCMjI8FXYMS9YUjqLkKpiOUuwn379n355Zczs/eoy7fw4MDL5vh35swZGQ+Gh4ct60TNP2rOQuKhl19+OTBrz549jY2NkYu3YcMGifZUTCb1lQ4y71ciKimqup3wwoULRUVF5u/uUcdpOwFWyI6LevzI8P/VV1+FzDPcJgkGWHaO5IULF6qLuOXgaWhoCG4Hm2Uzr19XV6faZ+fOnSkLsKJuGPmwMXz00UdSfkvipk2bgu/DsHSopSRRGzbcO11dgyVbma/BsuzL/gEjbwRJtBQ+6kEOmHG4wC7jw+XGjRvy9S4zM7O0tLSjo8NIl4/ggwcP5szav39/5AsXZCv56qxuBVIXEhn/kg9Q+eIo+a9cudK4ncf8ORvfhuFIfBM8D5aMKJKJbCs7Ms9fNRN0sipCQwWvbPwrQv7hmivkTo8fP66aor6+PupF7p999pmM3Hl5edJE8lVegjzzfmXz7OxsdSXKH//4R1mOmuGMjYHcvGbIjot6/LS3t0tKyPzDbZJggGXnSO7p6VmyZIl6F0gYHdwONstmXl+OBGl2aSJpqAgnNWMNsEIePPY7NPJhY3jyySeDJ3eVUKmqqsqSaOlQS0miNuxMmHf6zOylhPJGNu4iDN6X/QNG3qHqV8KQjQPYweECd8T9UcVnXJqi4+z78ssvJYBwuxTeYlxrlRp1dXXG5HBAfPjIgzsIsHRDx0XV3Nw8NTV1586dqL+w60YiTuOivRS4cOGCeaYGID585CG5ckKZsT21ZsgMHSyGp6RFIePmp7okyZkzZxYtWpSXl2eZQRfSJu+9915q9iUHamlpqXFTMBA3AiwAAACHEWABAAA4jAALAADAYQRYAAAADiPAAgAAcBgBFgAAgMN0CbCCpzMGAACp53ZEkCLa1FObHgUAwLP0GY79XE89Q2YAADxLn+FYm3pq06MAAHiWPsOxNvXUpkcBAPAsfYZjbeqpTY8CAOBZ+gzH2tRTmx4FAMCz9BmOtamnNj06PT09Ojo6MTFhSZfEsbExS+L4+LikWxJlW0mUfMyJk5OTkhgIBMyJU1NTkij/slkA2Z0lcWxWyFLZL4D8NSfKOjGVyvFmAQCEo89wrE09tenR559/Xir7wAMP7N+/v+3P1q1bp26lfOGFF4zEurq6uXPnSuLWrVuNxBdffDErK0sSZRMj8fXXX583b54kLlmypM1kwYIFkih/zYnl5eWSmJub29zcbCSuWbNGEiVnc6lkv6pUUhIj8Uc/+pEqlbkABw8elAwlcdWqVeZSPfjgg5JYVlZmLoC8lMT8/HxZwUiUDRNpFtlKNct3v/vdqM3y+OOPS5tIPm4fCwDgOfoMx36up57TNBQXFyc0ARyc4/axAACeo89nozb11KNHp6en1UmdwsJC8/mb559/fsGCBUVFRQcPHjQS9+7dKymS/uKLLxqJhw8fXrx4sSTKJkbi22+/XV5eLonr168PPlUjf82Jso4kLlmy5K233jISt27dKomS82uvvWYkvvTSS6pUUhIj8dVXX120aJGlAFKXsrIySdy0aZO5VI899pgkVldXmwsgLyWxoqLCXADZUBIlk/iaRbZSzWI+rRWuWQoKClSAdf36dbePCADwFk2G4xmtAizx85//3O2CJFd3d3fG7G92lkuFkEpTU1MSO0pH1NTUuF0WAPAWAiy/UQHWmjVr3C5IctXX10s1Dxw44HZBdDc5OakuUOvp6XG7LADgIQRYfqMCrEcffdTtgiTR1NSUGtT5ZcoLTp48mTF7VT5nEwHAQIDlNxmzt7AJy937ftLV1SXVLCkpYUT3gkAgIH0hPXLu3Dm3ywIAXkGA5QeWW7oqKirkb3d3t9vlSpZt27ZJBVtbW90uCP5PZ2dnxuwsEkyUBQAKAZbfSI++8sorPo4/JiYm1ExRwTNkwi3T09MqrD916pTbZQEATyDA8hv1S42Pb+zq6OhQV/y4XRD8hUuXLkm/FBUV+fi3aQCwjwDLb6RHR0ZGfDyFwcaNG6V27e3tbhcEVlVVVT4+dQoAMSHA8hvVo+ohKgMDA24Xx2ESO6oHuQQ/7A+u6+/vl97Jz88PfughAOiGAMtvVI+qaaJOnjzpdnEc1t7eLvWqrq52uyAITd1/sH79+r6+PrfLAgBuIsDyG9Wjp0+flgUZ7dwujsPUk4y7urrcLghCGxoamjNnjvRRZmYmZxkB6IwAyw+Cn7wr45ws5Ofn++kyrOHhYalUbm4ucwF4mRx16jjkNk8AOiPA8hujR9Vc5xKUuFseBx07dsyXp+V8pqurKzMzkzgYgOYIsNx05cqVDRs25OTkFBQU7N69+/bt2yo9+IyUfcb6tbW1stzZ2elwod2jrtznmXfe9+yzz/JLLgDNEWC5afPmzb29vffv35fv+ocPH5ZgS6Un0ivGtqdOnVKTjjpQUA8YHByU6hQXF/vpR0+/6uvr0+GJ4wAQAQGWV0iYlZ2drZYdCbD6+/tluby83IHCecChQ4ekOk1NTW4XBLao0408jRuAtgiwvKKnp8d8BquwsFDirWXLlh0/fjymfIwenZ6eVpcb++BmrqGhIWkQBuw0oibU2LNnj9sFAQB3EGB5ggQQy5cvv3nzpiX9888/37RpU3NzsyU9IyJjNTWpgQ+e+pyXlycVmTNnjtsFgV2Tk5NZWVkLFizgyTkA9ESA5b5r164tXbr0xo0bIf979+7d+fPn28/N3KMHDhzwx2VY8V3vD3c1NTVl8PhnALrSZ8zyaD27u7tLS0sHBwfDrZBIgHX+/Hl5WVVVlVAR3TY5OZmTkyMVefPNN90uC2Jw/fr1jNnHcnNfAgANEWC56cyZMyUlJcFTVclX/5GREVm4devW9u3b9+3bZz9Pc4+Oj4/Ly6ysrLSekUhNf1VTU+N2QRCzNWvWMLMGAD0RYLkp3OVT3d3dK1eulJeLFy9ubm6OKTyy9Gh5eXlGmj/1uaKiQqpw8eJFtwuCmHV2dkrfNTQ0uF0QAEg1Aiy/sfSojG2S0tra6lZ5EiShoZS/qKgorU/CaWtycnLBggVZWVk8NgeAbgiw/CDCzO9dXV2SsnHjRrfKliB1nf6RI0fcLgjiJH0nPXjy5Em3CwIAKUWA5TeWHlUPSM7Pz0/HM0BjY2O5ubmc/0hrg4OD0oPFxcXpeAQCQNwIsPwmuEdlbJPEvr4+N4qTEDVZZX19vdsFQULUowm51B2AVgiw/Ca4R3fs2CGJEqy4Up5EVFZWSsl7e3vdLggScu7cOe4DBaAbAiy/Ce5RdR5IwixXyhM3iavUsxSZRSndSQ8uXrxYerOxsZGJ3QFoggDLb4J7VM33mHZPfVYn3pgH3B/UyUjR1dXldlkAIBUIsPwmuEenpqYyMzMl/X/+539cKVIcJiYmcmf54EnVEI2NjSrA+uijj9wuCwCkAgGWH0SYpkH09fXNmTNH0rds2eJK8eJw8uRJKXBTU5PbBYEzJMovKyvjDBYAfRBg+U1wj6qpsERMzzR016pVq6TA169fd7sgcExHR4f06Zo1a9wuCACkAgGW3wT36Pj4+ObNm/Py8uRfb7zxhiulisnFixe5vN1/1Kzu0rNDQ0NulwUAko4Ay2/C9ejg4GB+fr78t7u7O8VFisn169cfe+wxKWdHR4fbZYHD1Lz8aRHlA0CCCLD8JkKPqifvSpg1PDycyiLZNzExkZOTI4XMzMzkfn7/UbO6l5SUcG4SgO8RYPlN5B7ds2ePrCAj3NTUVMqKZN/o6Ki6XKywsNDtsiAp1HwNFy9edLsgAJBcBFh+EPkuQrPp6ek1a9bIOrW1tSkrnn1jY2NZWVlSvH/5l39xuyxICnWpO48/AuB7BFh+E7VHJYgpKiqS1Y4dO5aaItl36NAhKdi2bdvcLgiSZXx8XD3AmxnOAPgbAZbf2OnRnp6erFmeev6uRH5q6B0cHHS7LEgi9Tt1W1ub2wUBgCQiwPIbmz365ptvyprZ2dk//elPk10km9QtZkwu6nuXLl1Kx2c3AUBMCLD8xmaP9vX1qQu25s2b54VbutTpKynPyMiI22VBcsnxJtGV9HV/f7/bZQGAZCHA8hubPTo8PKwmRBCHDh1KdqmiUqevvHnpPRzX3t7Ope4A/I0Ay2/s96jEWCdOnFAxVl9fXzILFYVx4bNnJ+iCsyYnJ6W78/PzA4GA22UBgKQgwPID+9M0BDNmxnJxYk91+kpK4lYBkHq1tbXS6Z2dnW4XBACSggDLb2Lt0ampqYqKCtlqx44dSSpSZOPj4+oZPtw8qJWenh7p9Mcff3xsbMztsgCA8wiw3HTlypUNGzbk5OQUFBTs3r379u3bxr9aW1vnz2ppaYkpzzh6dGBgQE3vee7cuVi3Tdwrr7ziYngHF6lnP3v/+ZgAEAcCLDdt3ry5t7f3/v37gUDg8OHDEmyp9Pfff3/t2rVfz6qpqZGX9vOMr0fb2tpkQxnwUnwTnzH3FTcPaqi6uloFWMyJBcB/CLC8QsKs7OxstSzR1dWrV9WyLMg4ZD+f+HpUIjz1Q6HEc6mctYGrr3T2y1/+cu7cuVyJBcCXCLC8oqenxziDlZeXJ/GWWpYFeWk/n7h7dHBwUM1EderUqfhyiImEdFu2bMnMzOTqK521trYyPQcAXyLA8oShoaHly5ffvHlTvbT0inFmy5ARUdzFkNBKNp87d+5PfvKTuDOxyZjp9Bvf+Eay9wXPmpiYULc4uDtRCAA4jgDLfdeuXVu6dOmNGzeMFFfOYBmbK1NTU4nkE9WRI0fUjp555pmk7gged+zYMTkMqqurvfBEAQBwCgGWy7q7u0tLSy2/kVmuwZKX9jNMsEeN6d1ra2uTN+D19/er+xbb29tdnH8LXhAIBMrKyuRguHjxottlAQDHEGC56cyZMyUlJcHTl6u7CG/fvp2yuwgN169f/7d/+7fFixdLPq+88koiWYUzMTFRXFws+Z88eTIZ+SPtdHZ2yvFQWVnJSSwAvkGA5aYIl0+1tLSkbB6sYIODg2qOomTEQOrm/G3btjGaQpEjQZ3E6urqcrssAOAMAiy/capHe3t71a9458+fdyRD5dChQ5JnRUXFxMSEg9ki3V28eFEODAmzkn3xHwCkBgGWHzh1F6FFV1eX5Jabm+vUHV4Sq6lH/F6/ft2RDOEn6tRmamYJAYBkI8DyG2d7VM3wXlBQcOLEid7e3rjzGRgYOHv2bFFRUYZLD+SB96mnE8pBwn0PAHyAAMtvHO/RpqYm49xYfM/lvXTpkpHDgQMHnC0e/GTjxo0ZXn1yztDQUF9fXyAQcLsgANIDAZbfON6j09PT8+bNU+HRU089JdGS/YvTZTQ6f/78ihUr1OZFRUWMT4hAghj1I3J8oXySTExMXLx4MTs7W47hVatWtf3ZW2+9tWjRIklcv349l44BsCDA8ptk9KgESZWVlepBOqK8vPzkyZMyooyOjo6Pj4fcZGBg4JVXXlG3IqoLuUpKSv7jP/7D8bLBZxoaGuSAaWxsdOsmU4ntvv/97y9ZsuTZZ5+tqqoyjuHI5AiX9U+fPs1jywEoBFh+k7wenZycbG9vl+hKjSjqtFZWVtb+/fuN7/R79+79xje+MX/+fGPU2bZtW3d3NzMywKYLFy6og+fHP/5xinct3xm6uroee+wxS/CUn5+/YsUK+YbwzW9+c+fOncbR/uabb6rwq7CwUN1yqxQUFDz44INPP/10issPwFMIsPwm2T0qodK5c+fky/qcOXMifKH/1re+xSztiIO6d1U8/PDDKftBub+/v6mpST0V0bBly5be3t6xsTE7Xw9GRkbkgK+trTVO9Ap5m/DtAtAWAZYfWIKb1Oz0xIkTCxcuXLx48WuvvWZ8p1d32gsZV1JTDPjM8PDw0qVLH3jgATmK6uvrkxqdfPLJJ2VlZcEnXH/zm9/09fXFt2sJCqX8kltmZqbKdtWqVR0dHVykBeiGAMtvXO9RGZkGBgbcLQPS3djYmJrb/Y033khG/hLuyPcBdd26KC0tbW9vD3dBYawkxhodHf3qq6+6urrWrFmjdpGXl/fggw+uXr3aqb0A8DjXh+OU0aae2vQo/M14XlNHR4ezOZ8/f76kpMR80renp8fZXZjJV44dO3YYP6n/zd/8jVMz9wLwMn2GY23qqU2PwvccfF7T5OSkhDUffvhhVVWV8cudpPT396fmhOvOnTtlp0aYVVlZ2dnZOTExIWXgwQaAL+kzHGtTT216FDpw6nlNmzdvNs5XFRUVdXR0pPjac9nd6OjorVu3zL8b5uTkqIULFy6ksjAAUkCf4VibemrTo9CEel5TYWHhr3/96zjuK+zv76+vrzdOHe3atcsLN7eq3w3nzp1rhH01NTVHjhyRdC6HB/xBn+HYz/V05S5CIGWee+45dWxXV1dHjT8kRpGY7MMPPzx37pzxg+C8efMeeeSRp59+2gvRleGTTz4pLS196KGHzNNoiUcfffTJJ5/8wx/+4HYBAcRPn+FYm3pq06PQx69//Wsj+DDPmT46OirhlPm5OpJYXFxsDlYqKytlZU/FVcGkeN3d3ceOHZOIUE1RodTW1nJFPJCm9BmOtamnNj0KfUj88f3vf//BBx98+OGHzcGTmmtKhVyWuEqsW7eut7c37eb5VD+JZvz5YQnGFfH8dAikF32GY23qqU2PQk8jIyOnT5+ura21TLyulJeXV89qb293u6Rxkmjy2LFjEmYFXxEvkdbly5fdLiAAW/QZjpNez6ampoKCAnU17u7du5O9u3D06VFoLhAI/PCHPywrK9u2bdulS5fMPxT6TF9f3xNPPKHCrLlz57a2tnI2C/A+fYbj5Nazrq5u69at6lNP/m7ZsmXXrl1J3WM4+vQooI+LFy+aT9QVFRV1dna6XSgAkegzHCe3ntnZ2ffu3TNeynJOTk5S9xiOPj0KaKW7u7urq6unp8f40XDVqlUtLS1tbW1DQ0Nulw6AlT7DcXLrKeGUeYYeCbDy8vKSukczy2UoKdsvAFecO3fOfFH/U0895XaJAFjpMxwnt57bt2/fuHHj3bt3ZVn+btiwoaGhIal7DEefHgV0NjU19eKLLzKhA+BZ+gzHSa/nnj175s+fn5mZWVBQsG/fPptbhTztlMgZKX16FMCJEyeqq6vVU7GZ0AHwFH2GY0/XMzjAciorAL4XCATMEzpkZ2cXFhb+3d/9ndvlArSmz3Ds6XoSYAFInHrEoXHyu6Ojw+0SAfrSZzhObj1v3ry5aNGijNmppRX5Eml/8+AAS76ASg7Lli07fvx4TCXRp0cBhCSfG0aMtW3btomJCbdLBOhIn+E4ufUsLi4+e/bs/fv349s8XDd8/vnnmzZtam5uDl4/gvjKAMAfpqamvvjiix//+MfqA0E+nbj+HUg9fYbj5NZT2jHu6GomYjfcvXt3/vz5jmQFQCv9/f1lZWUqzDpw4IBEXZzNAlJGn+E4ufUsLCw0z4MVKwIsAMkwOTlpvirr4YcflhS3CwVoQZ/hOLn1bG9vb2pqmp6ejm9zSzdIViMjI7Jw69at7du325/0ITgrAOjs7Jw7d66Ksf793//d7eIAWtBnOHa+npkR2bzIPeTlU93d3StXrpSXixcvbm5ujuncmD49CsA++dqWk5OjPmdaW1vj/jYIwCZ9hmNt6qlNjwKIVUdHR35+vnxKVFRUcOU7kFT6DMfJrWdmZmZS87dPnx4FEIfh4WFjStK2trYvvvhifHzc7UIBPqTPcJzcehYUFNy7dy+pu4iAaRoA2Dc9Pd3U1GR8YuTk5KiLPgE4SJ/hOLn1fOedd+QD609/+lNS92KHPj0KIBFdXV1ZWVkqxnr99dfdLg7gN/oMx0n/iTC+i9wdp0+PAkjQP//zPxtXvjc0NCQy1wwAC32GY23qqU2PAnDEkSNH1Kms8vLygYEBt4sD+IQ+w7E29dSmRwE45fr16xJdyaeHRFrt7e39/f1EWkCC9BmOtamnNj0KwEFTU1MNDQ3m22W6u7vdLhSQxvQZjv1cT+4iBOCIrq6u3Nxc9UnS2NjIfKRA3PQZjrWppzY9CiAZfvWrXxUWFqoYq6qqanBw0O0SAWlJn+FYm3pq06MAkqejo2PBggUqzNqzZw+TkQKx0mc41qae2vQogKSSoKqhoUHdYFhUVPTuu+9+8cUXbhcKSBv6DMfa1FObHgWQAgMDA5WVlcYlngcOHHC7REB60Gc41qae2vQogNSYnp7esWOHCrAyMzM7OjrcLhGQBvQZjv1cT+4iBJBUo6Ojf/3Xf52Xl6c+ZLZt2zYxMeF2oQBP02c41qae2vQogNRrb29X8zgUFxf39fW5XRzAu/QZjrWppzY9CsAVQ0NDFRUV6lTWoUOHmCsLCEmf4VibemrTowDcMjU1VV9fr2Ks/Pz8d9991+0SAZ6jz3CsTT216VEA7jpy5IiKsXJycoaHh90uDuAt+gzH2tRTmx4F4C4JqjIzM43zWJcuXXK7RICH6DMca1NPbXoUgOuGhoYuX7783HPPySdPbm5uV1eX2yUCvEKf4djP9WSaBgDuamtrU3O+t7a2ul0WwBP0GY61qac2PQrAU7q7u9UMDk899dQvfvGLoaEht0sEuEmf4dij9Qx32km+Bc6f1dLSEmuGzpUOAGLQ39+/aNEi9Zm2dOlSt4sDuEmf4djT9bR0w/vvv7927dqvZ9XU1MjLuLMCgFSSGEsFWNnZ2dxaCJ3pMxx7up6WbpDo6urVq2pZFqqrq+POCgBS7OjRo8XFxfJZtGDBAmZ7h7b0GY49XU9LN+Tl5d2/f18ty4K8jDsrAEi96enppqYm+TjKysri1kLoSZ/h2NP1tHSD5WV2dnbw+hEkvbgAYMOxY8fUhxK3FkJD+gzHnq4nZ7AA+NL58+fV9A319fU8tRBa0Wc49nQ9I1+DJS/jzgoA3NXf319UVKRmIn322WfdLg6QIvoMx56uZ8i7CG/fvs1dhAB8YGRkxLiGQZbdLg6QCvoMxx6tZ7jLp1paWpgHC4BvrFixQn3KlZWVjY6Oul0cIOn0GY61qac2PQogjQQCgYGBgdLSUvmMKikpIcaC7+kzHGtTT216FEDakbiqvLyc81jQgT7DsZ/ryTQNANKFxFUSXXEeC76nz3CsTT216VEAacp8Hotr3uFX+gzH2tRTmx4FkL6M81ji4Ycf5lQW/Eef4VibemrTowDS2tjYWG5uroqxzp8/73ZxAIfpMxxrU09tehRAuvvHf/xHFWCVl5dPTEy4XRzASfoMx9rUU5seBeADk5OTa9askQ+uVatWEWPBT/QZjv1cT+4iBJC+xsfH1TXvxFjwE32GY23qqU2PAvCNsbGxiooKYiz4iT7DsTb11KZHAfgJvxXCZ/QZjrWppzY9CsBnJK5Sczc88MAD5eXlzN2AtKbPcKxNPbXpUQD+I0FVfn6+upz0xIkTbhcHiJ8+w7E29dSmRwH40quvvqoCLIm0+vr63C4OECd9hmM/15O7CAH4yY0bN7773e/Kp1lubi5zkCJN6TMca1NPbXoUgI8FAoEdO3aoL42nT592uzhAzPQZjrWppzY9CsD32trasrKy5GPtjTfemJ6edrs4QAz0GY61qac2PQpABxcvXlSPLKyvrw8EAm4XB7BLn+FYm3pq06MANDEwMLBgwQJ1Sdann37qdnEAW/QZjrWppzY9CkAfBw8eVNdjSaQ1MjLidnGA6PQZjrWppzY9CkAf58+fN26ULisrYw5SeJ8+w7Gf68k0DQB8b3x8/MaNG+pxOiUlJcRY8Dh9hmNt6qlNjwLQkPHIQs5jweP0GY7TqZ6JnJHSp0cB6Gl8fLy8vJzzWPA4fYbjdKpnIr2iT48C0NbY2FhlZaV83D3yyCNXr15liix4kD7DcTrVkwALACKbnJysqKhQp/n37t3rdnEAK32G43Sqp/RKYWFhdnb2smXLjh8/Huu2SSoVAHjKu+++qwKszMzMjo4Ot4sD/AV9huO0rOfnn3++adOm5uZmS3pGRK4UFQBSbGxs7PHHH8/JyVEffdu2bZuYmHC7UMD/0Wc4Ttd63r17d/78+fbX16dHAUBMT0+/8cYbKsYqLi7u6+tzu0TA/6fPcJyu9STAAoCo+vv7y8rKVJh16NAhLnuH6/QZjtOpnk1NTepZELdu3dq+ffu+ffvsb6tPjwKA2eTk5I4dO1SMlZWV9dJLL7ldImhNn+E4nerZ3d29cuVK6ZvFixc3NzfH9AB5fXoUAIK98847xgWptbW1/GIIt+gzHGtTT216FACCTU5OLly4UD4Js7OzVZhVWVnZ2dk5NTXldtGgF32GY23qqU2PAkBIEmONjo7K366uLvVcHTF//vwnn3zyvffec7t00IU+w7Gf68k0DQAQTl9fn3FtFr8bImX0GY61qac2PQoA9hnTZZl/N7x165YEW8PDw26XDj6kz3CsTT216VEAsK+np6etre3jjz82/26YlZUlf/Py8iTScruA8Bt9hmNt6qlNjwJA3NTvhnPmzFGR1rx582prayX2Gh8fHxkZkVCsvb2dybSQCH2GY23qqU2PAkCCjh079sgjjzz00EPqVJaSn5+vFiTGGhsbM1bun+ViaZFe9BmOtamnNj0KAE4ZHR2VcKq2ttaIrszx1qpVq773ve+pl5s2bWr7s7feeusHP/jBunXrTp061dfXZ47GAH2GYz/Xk7sIAcARgUDgF7/4hcRMa9askaBqwYIFGbGQaGz58uXz5s2T5aefftocdUkMJy/Hx8fdrSBSRp/hWJt6atOjAJACEhINDAz89Kc/ffTRR8vLy1999VXjDNb27dtVXPXtb39bArJw0ZhEXZWVlQ888EDG7OOo20yef/75VatW/fCHP+QEmP/oMxxrU09tehQA3BUIBE6ePClx0ujoqEqRaOw///M/i4qK5KN4xYoVEaKucKGYxFtPPfVUaWlpdXX15cuXibrSlz7DsTb11KZHASAtSNT12Wef/eAHP3j00Uflr/kMlgrFxOOPPx7hBJhEXRJvFRQUyPrmU2ivv/66xHDy33fffbe/v39iYsLtunqFtLkR9Ro6OjrM0bA01/Xr119++WXplB/96EfmfnnhhRfWrVt38OBB85lFWejq6urp6bHsKOQ9p9Id+gzH2tRTmx4FgHQ3PDwsY7Zxc6L6OVJN0zVnzpzvfOc7sV4EVlxcvHr1ajWr6tq1a42I4e2335Y4rKysrKGhwRw0dHd3y3/lr7lUg4ODknju3DlLaSU0SeQaMvUIo0AgYE6cmpqSRMuTIi3NoiIhCXeWLFny2GOPvfnmm0a99u7dK4nl5eXNzc1GokRLc+fOlRZYv369kfgP//APqom+9a1vVVVVxXFm8Zvf/KZ6KVkZ2RpzqtXV1RmJmzZtUolxt1V60aae2vQoAPiSBCISAw0NDamXKuraunWrGrNfeOEFYyD/27/9W5UoYYdEAMG3QEYNGoyZwEKeVzt8+LCRuG7dOkmRwMV8suf555+fO+vv//7vjcRXX31V4jyJYOS/5kR17b9EJOZ9qUDnoYceClmAOO4ziKkFli9frpYtBVDTdkjjxPojr4W7B1LK+LmeevYoAGhldHTUcknW9PT0+fPnu7q6jNNCEpx98sknBQUFGX95Bqu5uVkFDX/1V3+VYNCQeioWLCkpUS/37t1r1Ku6ulolWoK5RYsWSR3NYZ86sSRh4rFjx3p7e6Ul1Y960oDyL8sMZxLgSuKlS5fUSxXjtrS0rF69WnJ4++23zfuSFIl033rrLSNRnVfL0GY41qae2vQoAMC+4eFhiRuM67RU0HDw4MH169eboxPx0ksvSdCwdetWc2JdXZ2ELBK47N+/30h84YUXMmafOGQ+rWX8QieZmCM8iZAkB8tVaOriM8tpLdmXRFTPPffcf/3XfxmRkDqxNzg4aKmXJEpFUt2aNugzHGtTT216FADgTeoac82fNaTPcKxNPbXpUQAAPEuf4VibemrTowAAeJY+w7E29dSmRwEA8Cx9hmNt6qlNjwIA4Fn6DMd+rqfljla3iwMAgO70GY61qac2PQoAgGfpMxxrU08AAOABbkcEKaJLPWecjpodP0TI0GsZerx4ZOi13MjQgxl6vHhk6G+61HOG9y0ZupobGXowQ48Xjwy9lhsZejNDz9KlnjO8b8nQ1dzI0IMZerx4ZOi13MjQmxl6li71nOF9S4au5kaGHszQ48UjQ6/lRobezNCzdKnnjE6dmiQ0YIJowMTRhgmiARNEAyZOnzbUpZ4zOnVqktCACaIBE0cbJogGTBANmDh92lCXes7o1KlJQgMmiAZMHG2YIBowQTRg4vRpQ13qOaNTpyYJDZggGjBxtGGCaMAE0YCJ06cNdannjE6dmiQ0YIJowMTRhgmiARNEAyZOnzbUpZ4AAAApQ4AFAADgMAIsAAAAhxFgAQAAOIwACwAAwGEEWAAAAA4jwAIAAHBYGgdYra2t82e1tLSY04eGhjZu3JiXl1dSUvLBBx/EtG24dF8KWdmMv1RYWGh/2wjpvhSysjdv3ty8eXPeLFn48ssv7W8bId2vQtb3zp07u3btysnJWbhw4dGjR2PaNkK6LxlvVUu6nUagAWfCN2C4dDMaUAnZVleuXNmwYYO8iwsKCnbv3n379u2Q2/q7DdM1wHr//ffXrl379ayamhp5qdKHh4eXLFnS09Nz//596dGDBw/a3zZcui/ZqWx7e3vIg5sGnAlf2ZUrV544cWJ61vHjx1evXm1/W60acCZ8fRsbG/fs2XPv3r1AIPDyyy+fPXvW/ra6taFiGdvsNAINaBYukIoQYNGAFpa2kq+Xvb29MhDLu/jw4cMSbAVv4vs2TNcAS1r/6tWralkWqqur1XJTU1O4s1ZG94fbNly6L0WtrLwxJFT96quvjBQa0CxcZTMzM82ryRc4Y5kGtAhXX2k0+VBWy7Jg/mimDUOyjG0RGoEGDMl+gEUDhhMhGJXRJDs7O3hN37dhugZYeXl50mdqWRbkpVouLCzs6OgoLi6Wz+idO3feuXPH2MTo1HDbhkv3paiVPXv27L59+8wpNKBZuMrW1dUdP378/qyjR4/KS2MTGtAiXH3NAda9e/fM7UAbhmQZ2yI0Ag0YUhwBFg1oESHA6unpCfk1yfdtmK4BlqUvjehY0s0/LuzatSumbUOm+1LUyi5btmx4eDimbWlAcevWrbKyMnVFgiyYTwFG3VarBpwJX9+GhgZ58wZmyULIdqANzSy1ttMINKBZHD8R0oAW4dpqaGho+fLlN2/ejLqJ/9owXQOsCJGv+buv+QcaO9v6I2q2I3JlP/74Y/OpF5vb0oBi48aNx48fN67BCnnlAQ2ohKvvnTt36uvr5c1bXFx85syZkHda0IZm9s9gRV2HBrSTPkMDBgnZVteuXVu6dOmNGzdCbuL7NkzXAMvyG628VMs1NTXhflyIum24dF+KXNnVq1f/7ne/i3VbGnAm6MtWyO9eNKBip74ffPBBY2Oj/W11a0Ml8jVYIRuBBjSLI8CiAS2C26q7u7u0tHRwcDDcJr5vw3QNsNRdBrdv37bcZSAfx8aPC3v27DF/NBvdH27bcOm+FKGyV65cCXlRIQ1oFq6yEpsePXrUuAbLfBchDWgRrr779++XRGnAnp4e+fo7MjJibEIbhhTyLsKQjUADhhTHNVg0oIWlrc6cOVNSUhLyOhN92jBdAyzR0tIScp6M48ePL1y4MCcnp76+PuRF7hG2DZfuS+EqK0f25cuXg9enAS1CVlaiATX7i5CFkMFBuG0jpPtVyPrK1yR1n8rGjRuHhobM69OGFpaJ64z0cI1AA1qEa8AI6cYyDaiEbKuMIOb1jWV/t2EaB1gAAADeRIAFAADgMAIsAAAAhxFgAQAAOCxdA6wID5IM+ZDIWNcPFm614Cv47G9u83GYAAAgvaRrgBXuQZLhHhIZ6/oWUVeLHGDFWioAAJDW0jXAMjM/SNLOQyJjXd/OapEDrFhLBQAA0pofAizzgyTtTLEf6/p2VoscYMVaKgAAkNbSPsCyPEgy6kMiY13f5mqRA6xYSwUAANJaegdYwQ+SjHyuyP76lkvXYz2DFdPmkR+HCQAA0k4aB1ghHyQZ4SGRsa4f02oxXYMVtVQAACCtpWuAFe5BkuEeEhnr+rGuZucuQvulAgAAaS1dA6wID5IM+ZDIWNcPFuHhqSGztbN5hFIBAID0xYgOAADgMAIsAAAAhxFgAQAAOIwACwAAwGEEWAAAAA4jwAIAAHAYARYAAIDDCLAAAAAcRoAFAADgMAIsAAAAhxFgAQAAOIwACwAAwGEEWAAAAA4jwAIAAHAYARYAAIDDCLAAAAAcRoAFAADgMAIsAAAAhxFgAQAAOIwACwAAwGEEWAAAAA4jwAIAAHAYARYAAIDDCLAAAAAcRoAFAADgMAIsAAAAh/0/HUOWPtw/Vs8AAAAASUVORK5CYII=)
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