Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-02_2023-04-TP-01_110623_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2023/04/22 00:00 |
End Time | | 2023/04/27 00:00 |
Key Words | | Storm low Mach number |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 10.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-02_2023-04-TP-01_110623_2 |
Minimum Dst Value | | -187 |
SW Source | | OMNI |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIERlYyAyOSAxMzo1NzoyOCBVVEMgMjAyM23UxQQAAAG0dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiU1dNRi0wMl8yMDIzLTA0LVRQLTAxXzExMDYyM18yOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDIzLTA0LTIyVDAwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAyMy0wNC0yN1QwMDowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOi0wLjQ5Njg3MDAwMDUsICJtYXgiOjM2LjczNzQ3MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2X3Nn1AAAABGdBTUEAAK/INwWK6QAAHRJJREFUeJzt3WFkXOn+B/BSERER5YqqilqqrrpiXWpVRdRSFbWiyqoVEVVi7YtacRlxXSuuUqvqqnWp1ZdrWbHWVVWqat0X11JVV0WUuqJWVIlaURX5P3L8x+yTmcmZ5JyZM3M+nxfrnNMzzznzfWbO7zeTk+yBLQAAMnWg0ycAANBrNFgAABnTYAEAZEyDBQCQMQ0WAEDGNFgAABnTYAEAZEyDBQCQMQ0WAEDGNFgAABnTYAEAZEyDBQCQMQ0WAEDGNFgAABnTYAEAZEyDBQCQMQ0WAEDGNFgAABnTYAEAZEyDBQCQMQ0WAEDGNFgAABnTYAEAZEyDBQCQMQ0WAEDGNFgAABnTYAEAZEyDBQCQMQ0WAEDGNFgAABnTYAHUceBA9pfHx48fHz16dNeR8zh0HmMCTXjLAdSRR0fy0UcfPXr0qCOH1mAl5EDbeKl1sfX19WvXro2Ojvb19Q0NDV28ePHnn38OG0dGRjY3N6u7Xb58ubocth8+fPjNmzfhKjM2NhYN+OGHH1avPgd+r9E5LCwsDG6rVCrVjQ8fPjx79mx/f384q9nZ2bW1tSbPosnOLQ0etk9MTCTbp6enX7161dI5J0Iyx44da/R8D9RTu31gYODTTz9t8nwbHXrXnNPs3Gh7o4M+e/bs448/Dud89OjRu3fvJhv3H2+TQRopwit5pzy+ZwqZZHLoPci1sahNO+V0NH+zvHz5cnJycmBbWHjx4kWTg7aBtow98KLpYufPn//yyy+TUvfu3bsffvghlMCwfOnSpbCc7BO2Hzx4cGNjI1kN26empra2rxfhw/SDBw+qo927dy9sqb0O7noCd+7cGR8ff70tHDqsJtvDBTGMHEpgOG4onKHWNhmk0c6tDn7u3Ln79++/f/8+/NPNmzdPnTrV0jknQp7Xr19vtbJWV0NPEPqJ0B/s4dA7h23pHBptb3TQ58+ff/DBB2HSQ1yhyH3xxRfJ9n3G23yQRjr+Sq4rjwYrfQ/d6sgdGXPn4Omno/mbJXRpf//7399vW1xcDC1ak4O2gQaLPfCi6WLh437t5/uqcEW7cOFCsvzTTz+FshT+m6yG7f/617+2tq8XYWNSxhJnzpz58ccfWypLoXJXf94RFsIIO/cJZxjOM+Uzqt15n4M3+qqgybDLy8uh5wgX9D03WMFvv/22h0PXHbalc2i0vdFBZ2Zmqt9aNbKHeHcdpO5pd/aVHHb4+uuvR0ZGwpMKsVR7uOoDw5a5ubnkW8CwkOzQ/FuxVh8StvzjH/84fPhweI7JamiFk6/0Qm/x9OnTJsNGVldXQ9cyMDAQHhs61+pXRM2fTpODhtY2xBLCCRHduHGj7vOtTTv9dDR5syQ5VO3cbWeYUYa75hBUKpVDhw6FwS9fvvz27dvq9r/85S/Dw8NDQ0NhwLrHapJh9RxCCN9//311zPD54ciRI7VHoedpsLrY2bNnw0fAf//731FxCqvhnfz69eut7SvIpUuXwvUiLIdLTNie7JxcKU6cOPHLL7+EhTBIWN76/YVy1xMIF6/qocNCWN25T6iRu36BUXfnPQ8edr5169bk5GSr5xxqdnJBzKnB2vUZ5dFgNTpoqB/ffPNNqAThbMMr5M2bNzuH2kO8uw5S97Q7+0oOO0xNTa1vCwvJIWofOD8//8knn1R3CKu7jtzqQ8L26enpavUNq6HkhycenmNo/qrfFzYattbJkyeTJMNHhfBcQm+U/unUPWgYJOwWzi3sH1qWXRusrdTT0eTNEg60uLi4ue2rr76q+0XXzrdhbYa75vC3v/0t5BCeb9jhypUr1S9x//rXv4aGLGwPneXOF8OuGVbP4fHjx3/605+qD/n8889De1r3ydKrNFhdLBTFhYWF8B5ObqP58ssvq2UyvOGTz17nzp1LbrUJy+GiGV3oQ4kNRWtru7f49ttvt35/HWz+GX1rx0Vn57cd4dDhMvfy5cs0TyfaeW+DJ2cbPmqvrKy0dM7hanj69Om6++w6SMqfeuz6jPJosBodNGwPRSWUkPDh++rVq7W3NyX2Fm+aQXbq7Cs5bPzf//6XLIdTDU1n7chB2FJ9CmEhPP1oh51afUjYnvSR1dXqlyK1XwE2GraR8NihoaH0T6fRQVdXV5PlsJCmwWo+HclC8zdLOFByN2QQFn799dcmB62u1ma4aw7hlVad99DqhY8cyXLo3Xe+YqNjNcmw9hw++uij7777Liy8ePFidHQ0vN3qnh69SoPVI8KbPHxCqn5V8N///jd8AA2XlT/+8Y9hNfw3LIcCFkpUskNyvQgbw1Xmxx9/DP+t/T5gq0EliKpU869kQsty/Pjx6g8amtu5854HDzuHT4q13VKacx4bG0s+c0fPvW5h3rmaCB/Ha+/bbSmuncM2l7LBanTQsFCtpuG6H32RkD7eJlp6AVS155Vcq0kPmnKHPYzZfP9Gq7v26FvbXxqNj4+H+U1ee9WftbX6dBrtn6bBaj4dad4soZNeXFys3oNV91vw5ieWJodaO3dIf6xGGd6/fz953c7MzCSfEygVDVZPqb3ghrJ09+7d8Blx6//f3n/+85+r/1q9EIRiOTg4+PXXX0fb0xT76P6esFr9p6WlpfCJ7cmTJ2lOu+7O+xy80c1DjYY9sEOTwdOUnPSHbnWc5jtH2xsddGJiorbBqu329hNvS4OkHD/vV/KBFN9g1e6Q8huslh6SssFqNGyt0NP89NNPoS8Jy7U3FLb6dGr3r36DFR6YpsHa2t+FZWvHC6zu6615aLvmEHao+zuMKb/BSjm/H3744VdffXXs2LG6dxnS2zRYXSx8qgtlLCmTr1+/np+fr63ZoQ6FK0jyS1jffffdH/7wh9qPULte6NNcB5PfUAsXqeg31G7fvh0O/fz58zTPotHOrQ4+NzeX/C73+vp6pVLZ2b40H7ZWq995pKwZux46jwar0UFDy3L16tWNbVeuXJmenk627zPe5oM0Ou3OvpIPbN+D9XZb3XuwkpuQwhMPO3zyySfVn06GBqLuj66aPGSfDVajYWsdOnQo+SW+MOmfffbZzhxSnlvt/hcvXkzyuXTpUsoGq9UdIklfUr0Hq+5vEUb5RyPvmsP169cvXLiQ9I4rKyvVm7SSe7DCo2rvwYqOlX5+w+s2bIx+oaSldzrdyzR3sZ9//jlc7wYGBg4ePBg+UYUSWPuB7M2bN+FjX3JDwKtXr8Jy7Y3MWV0HQ63d+TeWWv02qNHOLQ0eKvTY2FhYDRfW5n97qe6w0Sk1f9Z7a7CaHDp9XE12binGYHFxMfkVqk8//bT62th/vE0G2WqQVWdfyWGHGzduJFEk96VFDwyd3xdffNG/7fPPP6/ucPPmzbCl7viNHrLr2TZfbTRsrXv37n3wwQchydHR0dDp7swh5bnV7h9mPMQeIgpBNf8yaf/TkQgdT/Kn1IKwUPeevyj/aORdc9ja7rGOHTsW9gmv7drf+AsNU3i/VH+LcOex0s9veOMkPyWsmwa9zTQDpabapffixYvQkXT6LPYl+gMQebt48WL1b7lRNq4sQKlpsHY1Pz//9u3bN2/eNPq5ZLcIDWL1Hrs2+O6772r/UgNl48pCm/TX0+mTKq6uiKsrTnJX3XjObXb79u2RkZGBgYHaP8TajcJT+Oc//9meY4XX1ejoaPV3kykhDRYAQMY0WAAAGdNgAQBkTIMFAJAxDRYAQMY0WAAAGStLg7XzT0sDABnqdKkvlrLEYeIBID/qbKQscZh4AMiPOhspSxwmHgDyo85GejkOPxsGgPZQZyNFjOPhw4cTExP9/f1DQ0PT09OvXr1Ktu+nYTLxAJAfdTZSxDjOnTt3//799+/fb25u3rx589SpU8n2/UyeiQeA/KizkS6Io/r/utdgAUAxqbORQsexubl569atycnJZDVM3vDwcF9f34kTJxYXF1saysQDQH7U2Uhx40hutBoZGVlZWYn+aXl5+fz58/Pz83Uf4g+gAUCbqbORQsexubl548aN06dP7/yn9fX1wcHB9EOZeADIjzob6YI4+vr6dm7UYAFAcaizkSLGMTc39+LFi63tLqpSqYyPjyfbZ2Zmkh8Xrq6uTk1Nhd3Sj2niASA/6mykiHEsLS2NjY2FqTp06NDs7Oza2lq0/ciRI/Pz8xsbG+nHNPEAkB91NtLLcbjJHQDaQ52NlCUOEw8A+VFnI2WJw8QDQH7U2UhZ4jDxAJAfdTZSljhMPADkR52N9HIcbnIHgPZQZyNlicPEA0B+1NlIWeIw8QCQH3U2UpY4TDwA5EedjZQlDhMPAPlRZyO9HIeb3AGgPdTZSFniMPEAkB91NlKWOEw8AORHnY2UJQ4TDwD5UWcjZYnDxANAftTZSC/H4SZ3AGgPdTZSxDgePnw4MTHR398/NDQ0PT396tWr6j8tLCwMbqtUKi2NaeIBID/qbKSIcZw7d+7+/fvv37/f3Ny8efPmqVOnku137twZHx9/vS10YGE1/ZgmHgDyo85GuiCO/v7+ZCF0V48ePUqWw8KZM2fSD2LiASA/6myk0HFsbm7eunVrcnIyWR0YGAhbqv8UVtMPZeIBID/qbKS4cSR3po+MjKysrFS31O7Q19dX9yGNtOm8AaB81NlIoePY3Ny8cePG6dOnk1XfYAFAMamzkS6Io/pNVXQPVlhNP4iJB4D8qLORIsYxNzf34sWLsLC+vl6pVKqNVPJbhGtra36LEAAKRZ2NFDGOpaWlsbGxMFWHDh2anZ0NHVX1n0K/5e9gAUDRqLORXo7DTe4A0B7qbKQscZh4AMiPOhspSxwmHgDyo85GyhKHiQeA/KizkV6Owz1YANAe6mykLHGYeADIjzobKUscJh4A8qPORsoSh4kHgPyos5GyxGHiASA/6mykl+NwkzsAtIc6GylLHCYeAPKjzkbKEoeJB4D8qLORssRh4gEgP+pspCxxmHgAyI86G+nlONzkDgDtoc5GihjHw4cPz54929/fPzQ0NDs7u7a2lmzfT8Nk4gEgP+pspIhxTE5OPnjwYHNzc2Nj49q1a6HZSrbvZ/JMPADkR52NFD2O0Gb19fUlyxosACgmdTZS9Dju3btX+w3W8PBw6LdOnDixuLjY0jgmHgDyo85GCh3Hs2fPTp48+fLly2j78vLy+fPn5+fno+0HmmrXWQNA6aizkeLG8fjx4+PHjz99+rTuv66vrw8ODqYfzcQDQH7U2UhB41haWhodHX3y5EmjHTRYAFAc6mykiHHcvn376NGjz58/j7bPzMysrKyEhdXV1ampqbm5ufRjmngAyI86GyliHI1un1paWhobGwurR44cmZ+f39jYaGnMfE4WAFBnY70ch5vcAaA91NlIWeIw8QCQH3U2UpY4TDwA5EedjZQlDhMPAPlRZyNlicPEA0B+1NlIL8fhJncAaA91NlKWOEw8AORHnY2UJQ4TDwD5UWcjZYnDxANAftTZSFniMPEAkB91NtLLcbjJHQDaQ52NlCUOEw8A+VFnI2WJw8QDQH7U2UhZ4jDxAJAfdTZSljhMPADkR52N9HIcbnIHgPZQZyNFjOPhw4dnz57t7+8fGhqanZ1dW1ur/tPCwsLgtkql0tKYJh4A8qPORooYx+Tk5IMHDzY3Nzc2Nq5duxaarWT7nTt3xsfHX2+bmJgIq+nHNPEAkB91NlL0OEKb1dfXlyyH7urRo0fJclg4c+ZM+nFMPADkR52NFD2Oe/fuVb/BGhgYCP1WshwWwmr6cUw8AORHnY3kHsfMzMzQ0FDIfXh4eHZ2tqXHPnv27OTJky9fvkxWo8mrfrNVdaCp/TwLAKAJdTaSbxwXL1785JNP3r59G5bDfy9cuHD58uWUj338+PHx48efPn1a3eIbLAAoJnU2km8cfX197969q66G5f7+/jQPXFpaGh0dffLkSe3G6B6ssJr+TEw8AORHnY3kG0dopzY2NqqrocFK87XT7du3jx49+vz582h78luEa2trfosQAApFnY3kG8fU1NTHH3+8vr4elsN/z549+9lnn+1+To1vn6pUKv4OFgAUjTobyT2OK1euhH7o4MGDQ0NDc3NzeR+ulpvcAaA91NlIWeIw8QCQH3U2UpY4TDwA5EedjeQbx8uXL0dGRkLoB//fzj9e1R4mHgDyo85G8o3j8OHD3377bfWPV3WQiQeA/KizkXzjCHF3sLtykzsAtIc6G8k3juHh4dq/g9VBJh4A8qPORvKN4+bNmzMzM+/fv8/1KGmYeADIjzobyT6Og025yR0Aeo86GylLHCYeAPKjzkbyjePgwYO5jt+cm9wBoD3U2Ui+cQwNDb179y7XQ6Rk4gEgP+psJN84rl+/PjMz89tvv+V6lDRMPADkR52N5P4jQje5A0DPU2cjvRyHe7AAoD3U2UhB46jbFe2nYTLxAJAfdTZS6Dh2NlhZDQUAZEidjRQ6Dg0WAHQFdTZS6Dh2NljDw8N9fX0nTpxYXFzcz1AAQIbU2Uih42g0W8vLy+fPn5+fn9+5fxP5ny8AlJQ6Gyl0HE1ma319fXBwMJOhAIB9UmcjhY5DgwUAXUGdjRQ6jmi2ZmZmVlZWwsLq6urU1NTc3NyehwIAMqTORgoaR93bp5aWlsbGxsLqkSNH5ufnNzY2WhownzMFANTZWC/H4SZ3AGgPdTZSljhMPADkR52NlCUOEw8A+VFnI2WJw8QDQH7U2UhZ4jDxAJAfdTbSy3G4yR0A2kOdjZQlDhMPAPlRZyNlicPEA0B+1NlIWeIw8QCQH3U2UpY4TDwA5EedjfRyHG5yB4D2UGcjZYnDxANAftTZSFniMPEAkB91NlKWOEw8AORHnY2UJQ4TDwD5UWcjvRyHm9wBoD3U2UhB42jUFS0sLAxuq1QqrQ6Y3dkBAL+jzkYKHUc0W3fu3BkfH3+9bWJiIqzueSgAIEPqbKTQcUSzFbqrR48eJcth4cyZM3seCgDIkDobKXQc0WwNDAxsbm4my2EhrO55KAAgQ+pspNBxRLMVrfb19e3cv4ncTxcAykqdjRQ6Dt9gAUBXUGcjhY6j+T1YYXXPQwEAGVJnI4WOo+5vEa6trfktQgAoFHU2UtA4Gt0+ValU/B0sACgadTbSy3G4yR0A2kOdjZQlDhMPAPlRZyNlicPEA0B+1NlIWeIw8QCQH3U2UpY4TDwA5EedjfRyHG5yB4D2UGcjZYnDxANAftTZSFniMPEAkB91NlKWOEw8AORHnY2UJQ4TDwD5UWcjvRyHm9wBoD3U2UhZ4jDxAJAfdTZSljhMPADkR52NlCUOEw8A+VFnI2WJw8QDQH7U2Ug3xdHqTetucgeA9lBnI90Ux34mz8QDQH7U2Ug3xaHBAoBiUmcj3RRHmLzh4eG+vr4TJ04sLi62+ticzgoAUGcjXRnH8vLy+fPn5+fno+0HmurIqQJAGaizkW6NY319fXBwMP3+Jh4A8qPORro1Dg0WABSHOhvppjhmZmZWVlbCwurq6tTU1NzcXPrHmngAyI86G+mmOJaWlsbGxsIUHjlyZH5+fmNjI/1jTTwA5EedjfRyHG5yB4D2UGcjZYnDxANAftTZSFniMPEAkB91NlKWOEw8AORHnY2UJQ4TDwD5UWcjvRyHm9wBoD3U2UhZ4jDxAJAfdTZSljhMPADkR52NlCUOEw8A+VFnI2WJw8QDQH7U2Ugvx+EmdwBoD3U2UpY4TDwA5EedjZQlDhMPAPlRZyNlicPEA0B+1NlIWeIw8QCQH3U20stxuMkdANpDnY10WRwLCwuD2yqVSksPNPEAkB91NtJNcdy5c2d8fPz1tomJibCa/rEmHgDyo85GuimO0F09evQoWQ4LZ86cSf9YEw8A+VFnI90Ux8DAwObmZrIcFsJq+seaeADIjzob6aY4osnr6+vbuUMTbTxTACgXdTbSTXH4BgsAikmdjXRTHNE9WGE1/WNNPADkR52NdFMcyW8Rrq2t7e23CAGA/OTXAHSjLoujUqns7e9gbeXcXOf9wnLyHRk87/GdfK+O7+Q7Nb6T7+Hxu06J4vDG6MjgeY/v5Ds1fleffN7jO/lOje/ke3j8rlOiOLwxOjJ43uM7+U6N39Unn/f4Tr5T4zv5Hh6/65QoDm+Mjgye9/hOvlPjd/XJ5z2+k+/U+E6+h8fvOiWKw9x3iuQ7RfKdIvlOkXwHCT9SojjMfadIvlMk3ymS7xTJd5DwIyWKw9x3iuQ7RfKdIvlOkXwHCT9SojjMfadIvlMk3ymS7xTJd5DwIyWKw9x3iuQ7RfKdIvlOkXwHCT8iDgCAjGmwAAAypsECAMiYBgsAIGMaLACAjGmwAAAypsECAMhYhxushw8fnj17tr+/f2hoaHZ2dm1trfpPCwsLg9sqlcqu+4ftExMTyfbp6elXr141OmLdYRNv3rw5duxYk7/k0eTojZ5FYfVM8imPXhy9kXzKhxdKbyR/4Pf2kEP79UbywbNnzz7++OOBgYGjR4/evXu31Rw6ojfCj172w8PDe4ii/Tr8/pycnHzw4MHm5ubGxsa1a9dCssn2O3fujI+Pv94WJjWsNt//3Llz9+/ff//+ffinmzdvnjp1qu7hGg2b+PLLL69fv95k7hsdvdH2IuuN5FMevVB6I/mUDy+U3ki+W9Ku1RvJP3/+/IMPPrh37174p1D4v/jii33G0h69EX6tcPSdrVsxFei9GjLt6+tLlsMMPXr0KFkOC2fOnGm+fyT0v3W3Nxl2eXk5vHnCqyfl9avR0ZucVWH1RvJNjl5YXZ18qw8vlO5NvhvTrtW9yc/MzHTLt1aNdG/4tRvDIL/++muaETquQO/V8Mmg2q4ODAyEHJPlsBBWm+9fFXa+detW6ILrHqLJsBcuXPj++++3Ul+/6h69yfYi64Hkmx+9sLo6+VYfXijdm3zy85FQeE6cOLG4uJjm4YXSvcmH2L/55pvDhw+H3uLSpUtv3rxJM0KhdG/4Vd9+++3c3FyahxdBUa6Mz549O3ny5MuXL5PVaAJ2trHR/tVHBSMjIysrK3WP0mjYx48fnz59uu4+ac521+1F1gPJ73r0Yurq5Ft9eKF0dfJVy8vL58+fn5+f33WE4ujq5MNDrly58u7du42NjatXr16+fHnXEQqlq8OvCp8rnj9/vuvDC6IQV8YQ/fHjx58+fVrd0ry53rl/Vdj5xo0btRNZeytoo2HHxsZ++eWX6kOqo9W9k7TR0ZucVWH1RvI7j1583Z58o4cXX7cnX2t9fX1wcDDV0y6Abk8+jBNaq2Q5tFnddUNCt4ef+OGHHy5evNjC0+60zl8Zl5aWRkdHnzx5Ursx+jluWG2+f6TRj40bDXtgh5bONuVZFU1vJJ/m6EXTA8mnf3ih9EDytbqoweqB5CcmJmobrLo/UyumHgg/8eGHH/7nP/9pclZF0+HL4u3bt48ePbrzG7/kNxHW1tai30RotP/c3NyLFy+2tq84lUql9rWSZthaTSa+0dEbbS+y3kg+5dELpTeST/nwQumN5GdmZpKfzqyurk5NTXXF/Si9kfzdu3evXr26se3KlSvT09NNn3RR9Eb4W9t/waHunfhF1uErY5OuNkzhzr+l0Wj/0POOjY2F1UOHDjX/S1R1h41OqdWz7cZP872RfPqjF0dvJJ/y4YXSG8lXj37kyJH5+fnqdypF1hvJB4uLi+HQ/f39n376abfc5N4z4Ye+7f79++mfeBF0x5URAKCLaLAAADKmwQIAyJgGCwAgYxosAICMabAAADKmwQIAyJgGCwAgYxosAICMabAAADKmwQIAyJgGCwAgYxosAICMabAAADKmwQIAyJgGCwAgYxosAICMabAAADKmwQIAyJgGCwAgYxosAICMabAAADKmwQIAyJgGCwAgYxosAICMabAAADKmwQIAyJgGCwAgYxosAICMabAAADKmwQIAyJgGCwAgYxosAICMabAAADKmwQIAyJgGCwAgYxosAICMabAAADKmwQIAyNj/AdkYz/3cb44aAAAAAElFTkSuQmCC)
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