Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: sayi_zhang_011723_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2023 |
Start Time | | 2023/01/04 18:00 |
End Time | | 2023/01/04 20:00 |
Key Words | | 3 |
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 | | -13.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.59 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | sayi_zhang_011723_3 |
Minimum Dst Value | | -9 |
SW Source | | DSCOVR-realtime |
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-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIE1heSAwNyAwMDoxMjozMiBVVEMgMjAyMzSdEXwAAAGrdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoic2F5aV96aGFuZ18wMTE3MjNfMzogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBUSEVNSVMtQyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAyMy0wMS0wNFQxODowMDowMC4wMDBaIiwgIm1heCI6IjIwMjMtMDEtMDRUMjA6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjo1Ljk3OTQzOTk5OTUsICJtYXgiOjExLjMzMzM2MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2NVw+VAAAABGdBTUEAAK/INwWK6QAANK9JREFUeJzt3X9IXWl6wHFnNFU7CWqR7GW5DTY4s86uuzEdOytTm7XZW+IShzjElLvBFRskTYhpHcZhbGprSdxxwC4yleAOGWJASoaRQXZluQTLOKxLbTdLZbCDDG64oQ7jEBdlkEWCBPv0vuzh9r2/r+fc8+v7+SPce3J+vD7vued9zjnveU/RHgAAAExVZHcBAAAAvIYECwAAwGQkWAAAACYjwQIAADAZCRYAAIDJSLAAAABMRoIFAABgMhIsAAAAk5FgAQAAmIwECwAAwGQkWAAAACYjwQIAADAZCRYAAIDJSLAAAABMRoIFAABgMhIsAAAAk5FgAQAAmIwECwAAwGQkWAAAACYjwQIAADAZCRYAAIDJSLAAAABMRoIFAABgMhIsAAAAk5FgAQAAmIwECwAAwGQkWAAAACYjwQIAADAZCRYAAIDJSLAAAABMRoIFBykqYof0Mivq9+c//3kwGMy4Zis2ze4KIA0OELBKHs0PLZa3WVG/TU1NH330kS2bZne1CIGFN7Afw0HsOrAODg4+E3Pt2jWtPIo2f9LpRf9fRUWFmv7hhx+ePHmytLT00KFDFy5cePTokTG9paVFTe/q6vr888/TlDCnmcWXX3756quvHjly5MCBA7LI2bNnf/GLX8jEw4cPP3nyxJjt/PnzxmeZHggENjc3pfDHjh3TVnj8+HHj79X+0vQliWfFdSaJiSmbzoN1u2tRMqm2mKpe4qdnrFD1Ieluk6qQn3766SuvvCK/GplZ0tyZmZk0ZSsA0jI4DXskHMSWQ+S777574sSJ38RIEiNfsyxVmtKOjY0Zudrp06fn5uYkfdnZ2ZHWS5ItNf3UqVP37t3b3d2V/5L5X3zxxTSFzGlm8b3vfe+1115Tedjjx48/+OAD+dPk87lz5+SzmkemFxcXS6nUV5ku7aX6u6S9lDIba4tEIjIlsT3OlRUJVpaLuCvBSrWJjAlWqpVkWaGpdptEDx48kDxMfiwym3xdWlqKT9bTF9giJFhwGvZIJCeH4G9+85ulpaU1NTW3b99WEz/77DM5qS0vL5dzVjkWq4sxcgh+//33jQXl6PzVr351e3s7/fEu1am2HLLVCbScYX/88cdptptmfjnod3d3S+EPHz48OjqaviSSXRn3mORDc3NzYlFT/QlJp0sOdPTo0S+++CLpf0lRky6V5ZWYxJmTFkO2En+lyiDV+vLLL6vPs7OzkmDJv+qrTP/Zz36mVigT41tWiclPfvKT7BMsmeFHP/qRBF/KKRVh5HDGgjLl8uXL6qqhfFAzpL8qlusiMmV8fDwQCMjfuJd6V0m6Wk2a3S/9Sva/f5qVYGVZoal2m0RS/ps3b6afJ+kPPL5SMgZWyIlKVVWVxEoSODmqGNPfeOONioqKQ4cOyQqTbitNpRhlSHXsyiYCQEYkWEiuurpanfLKUe/q1atq4je+8Y1///d/l0Pw7u6uHODkILsX62UsqZix4JUrV6TN2Mv6hFKytzNnzqjPsogcRn/zm9/IJqSFNq7TJN1umvllnldeeUUOlF9++aUcwdOXRI7vRqMiH+SrNkOuCZb8RXJAT/pfkt8YV7AMstG333779OnTaQqZZuakxZCtXLhwQQVNW1yaEInYXqzpOnfunMRqL1bLMl3NrFb4ta997Ve/+pV8kJXI570sGvL4Ikn8v4yRD2oT8Qu+/vrrUunGDPI145pzXUSmd3V1GY1lql0l1Wrjpdn9MpZtn/unWQnWXnYVmmq3SSTJjRQ+/TxJyx9fKRkD+0//9E8SWAmgzNDT02MciP7xH/9REjKZLqlq4t6lpKkUowypjl2AKUiwkJycdst5Xpq+PnJYlNNH9bmpqem9997b+92NA3XXIJsES3I4ObP/7W9/q77KIsaJZqqLPfHbTTW/nJ7KybH6LB8yXkuL/5q40VwTLGm9VlZWEqcvLy9Li/Lw4UNtJeLw4cOrq6tpCpnrzJubm4ODg9J4SL4YDAZfe+01maL+S1oaddJ/6tQpKVIoFJLP0vxrKcvExISkX3uxK1vqEmZ8e5z+apNM/J//+R/1Wf5eqY74Ne/FKsiIg3yQv0ibIVGui8h0lUcaX1PtKklXm4q2+2Us2z73z8QEJalU/xu/kvQVqj6k2W00qS7EZix/fKXESxpYKYOxI8lRwujXKCcD2u8ocVtpKiW+DEmPXYApSLCQ3McffyyHYzmiSboQiUTURDndPHHihBx81eFbXecX9+7de/755/diNw5U472XRYL16aefysqNliZxEeNrqu2mmj+b836DuVewPvjgg7NnzyZOl3PlZ5991rhJFE82KufNL730UppC5jezIq2LnJobV84++eSTF198Udajqkz+lc/SpkqypWZQf5dMlObtJz/5ifwbf2VrL4uaTZWzplpD4gx5rDP9/FnuKknzhoy7X5Zly2P/zGbOjPWSX4Vqu42WtOV9BSv+azaBjZfqh5/NtlJVStJjF2AKEixkIJmBcQVCDs2zs7O7u7vyWf6NP1QdP378+vXrNTU1RrKSvhl+9OiRHNf+4z/+I35iqkNkqu2mmj/+CoGcAacvidYHS75qM+SUYEkcfvnLX2oTZ2Zm5OR4aWkpTTGyvCSQx8yJi0iCdefOnQsXLuz9rl154YUXjP81/i7J5J555pkf/ehH2vRsEqyMV7DiZ8jyClZOi2SZYKVabbyMu1+WZctj/zQxwdrLq0JT7WlZpiPpy58xsDKD0TErXpZXsLLcYRKPXYApSLCQnBxA1SFMEqyqqio1UT4YHbM6OzvjD1UffPCBfJVm25iSvhlubm5WV+bjpTocp9puqvnfeOONs2fPbsecO3cufUnUU4Sy5v0/Rfjhhx8m9pG/efOmtBOJNw0vX7784MGDvdiz8deuXUtM7LKcOWnxTp48KVmduj8lf9frr78ev4g0jVIk9Tih1EJ1dXV8Y5nx780mwVJ9jETSPliqE5L8LTLDmTNnjLuT0vwnfTggzSL7TLBSrTZext0vy7LlsX+am2BlXDD9bhNP3VB75513VHq0vLwskUmcTatQrSQZA/vWW2+9/PLLKhldXV01OmmpPliyVHwfLG1b2e8wiceupLMBuWIfQnLvv//+888/L+ev3/zmN41bhPLh6NGjxcXFcmyVvCH+GCTHZXWl3ZD+CKVd/E+6iPE11XZTzS8txIULF6TwcgSXs/aM13skZUk/DlZ8IdNMl9bo3r176f9SY36J2LFjx+SrFDJ+fKyk0sycNM6/+MUvpOUuLy+XoMmpvORn8Ytsbm5KTFRPlM8//1w+x3e1MSXBkrCrh796enqMfi3xFXT16tXSmCtXrhgzjI2NyZSk60+1yD4TrFSrjZdx98uybHnsn7kmWNn8rJIuqD6k3200n376qXoGUGZ+4YUXko6DpVWoVpJsfteSY9XU1Mg8sv/HP/EnCZP8YI2nCBO3lf0Ok3jsSjobkCv2IZhDDrXGAEuOIqfacoC2uxT+QuOUPfbPREZfq8Jw7LELbsdxECZ477334p92dgI5wd3e3t7c3Ex13wfWIcHKiP0zFck4jU57BeDAYxc8g+Mg9qu0tPTIkSNqiJ2k/5uoAKW6efPm4cOHy8vLjYEu7SpJTlxRyIzcWOYCS9w/oUhM3nnnncJsK/2xC9gnEiwAAACTkWABAACYjAQLAADAZCRYAAAAJiPBAgAAMBkJFgAAgMn8kmAljnEMAABMZHdT7yx+CQcVDwCAdWhnNV4OB5k1AACFQTur8Us4qHgAAKxDO6vxSzioeAAArEM7q/FyOLhFCABAYdDOavwSDioeAADr0M5q/BIOKh4AnC8aja6vr9tdCuSDdlbj0HCkuq+X0/0+bhECgIv84Ac/kGN1aWnpysqK3WVBzmhnNY4OR6rayqMWqXgAcLgjR46o8+H+/n67y4Kc0c5qHB0OEiwA8I9nn33WuOfQ1ta2tbVld4mQA9pZjaPDQYIFAD4h6VRJSYkcqzs7O9WHmpqa2dlZu8uFbNHOahwdjlwTLN6RBAAuNTc3JwfqxsZG+Tw/Px8IBNShe2BgYHd31+7SITPaWY2jw8EVLADwif7+fjlQ9/X1qa8bGxudnZ0qx5Ksa2lpyd7iISPaWY2jw0GCBQA+0dzcLAfq6enp+Inj4+NlZWUyXf6dmpqyq2zIBu2sxtHh2GeCxS1CAHCF3d3dgwcPyoE6cRCsaDTa1NSkDuPt7e2MkuVYtLMah4YjVW6Ud85ExQOAY0UiETlK19XVJf1fSb/6+vrUYT8QCCwuLha4eMgG7azGL+Gg4gHAsW7cuKH6s6eZR/KqmpoalWb19vbS891paGc1fgkHFQ8AjtXS0pLYASvRxsZGW1ubyrGampqi0WhBSoes0M5qvBwO+mABgPPt7Oyoga8kf8pm/qmpKdVhq6ysbHx83OriIUu0sxq/hIOKBwBnmp2dTdMBK6nl5eXGxkZ18hwOhxnz3QloZzV+CQcVDwDONDAwkLEDVlKDg4Mqx6qurp6bm7OibMge7azGy+HgFiEAOF9ra6scoiORSB7LylJGz/ehoaGdnR3Ti4cs0c5q/BIOKh4AHGh7ezunDlhJ12D0fK+urv77v/97HjC0Be2sxi/hoOIBwIHUKwhz6oCV1MTExFNPPaXSrPn5eTOKhtzQzmr8Eg4qHgAcSL2CsLe3d/+r+va3v60SrPzuNmKfaGc1Xg4HfbAAwOFCoZAcn03poh6NRhsaGmRtN2/e3P/akCvaWY1fwkHFA4DTbG9vV1ZWlpSUmDXOwuLioqytpqaGbliFRzur8Us4qHgAcBrVAaulpcXEdWY5KDxMRzur8XI4uEUIAE42Ojqa3whYaczMzMg6m5ubTVwnskE7q/FLOKh4AHAadbVpdnbWxHXu7u7W1tbKau/fv2/iapER7azGL+Gg4gHAUSQTOnjwYElJyfb2trlrHhkZkWN+e3u7uatFerSzGi+Hg1uEAOBYkUhEjsyNjY2mr3lra6uysrKsrGx9fd30lSMV2lmNX8JBxQOAo9y4cUOOzH19fVas/NKlS+rlOVasHEnRzmr8Eg4qHgAcRb2CcGZmxoqVLy8vl5SUBAIB0+8/IhXaWY1fwkHFA4Bz7O7ulsVY93pmNYTpxMSEReuHhnZW4+Vw0AcLAJxpfn7e6sEUZmdnZRP19fUMOloYtLMav4SDigcA5xgcHDR9BKxE6s05pryHBxnRzmr8Eg4qHgCco6OjowBvZR4fH5ethEIhS7cChXZW4+VwcIsQABxoZ2enrKyspKRkY2PD6g1VVlbK8X95ednSDWGPBCuBX8JBxQOAQ6gOWOa+gjCVoaEh2VZ3d3cBtuVztLMav4SDigcAh1BJT2EGqVpbWyspKSkrK9va2irA5vyMdlbj0HCkuq83ODj4TMy1a9dyXaF5pQMA5E+9gnB+fr4wm1P9vRh01Gq0sxpHh0OrrXfffffEiRO/iZHfp3zNuDh9sADAUVQHLEtHwNKoO5LBYJDxGixFO6txdDi02pLs6qOPPlKf5UNOA6hQ8QDgBIXsgGWor6+XjU5OThZyo35DO6txdDi02iovL3/y5In6LB/ka96rAgDYopAdsAy3bt2SjTY1NRVyo35DO6txdDi02tK+HjhwIHH+NCwvLgAgkwJ3wFKM8RoKvF1foZ3VODocXMECAC8pfAcsQ39/vzQE4XC4wNv1D9pZjaPDkb4PlnzNe1UAgMKzpQOWEo1GS2JWV1cLv3U/oJ3VODocSZ8ifPToEU8RAoAb2dIBy6DGa7D6BYi+RTurcWg4UuVG165dYxwsAHApWzpgGe7fv19SUlJZWcmgo1agndX4JRxUPADYy8YOWIa2tjZpDiYmJuwqgIfRzmr8Eg4qHgDsZWMHLMPc3JyUoba2lkFHTUc7q/FyOOiDBQDOYW8HLENdXZ0UIxKJ2FsM76Gd1fglHFQ8ANjL3g5YhvHxcdsvpHkS7azGL+Gg4gHARk7ogKVsb2+rQUdXVlbsLYnH0M5qvBwObhECgEM4oQOWQQ062t3dbXdBPIV2VuOXcFDxAGAjh3TAUqLRqBSmrKyM8RpMRDur8Us4qHgAsJFDOmAZ1KCjDkn4vIF2VuOXcFDxAGAX53TAMiwuLkq7EAwGGa/BLLSzGi+Hgz5YAOAEjuqAZWhsbJRSTU5O2l0Qj6Cd1fglHFQ8ANjFUR2wDFNTU1KqpqYmuwviEbSzGr+Eg4oHALs4rQOWsru7GwgEHFgwl6Kd1Xg5HNwiBADbObADlkFdWguHw3YXxAtoZzV+CQcVDwC2cGYHLGVjY6OysrKkpGR1ddXusrge7azGL+Gg4gHAFs7sgGUYHByU4g0MDNhdENejndX4JRxUPADYwpkdsAxra2slJSWVlZUMOrpPtLMaL4eDPlgAYC8nd8AyqEFHJyYm7C6Iu9HOavwSDioeAArPyR2wDAsLC1LI2tpaBh3dD9pZjV/CQcUDQOE5vAOWoaGhQcoZiURyXXB9fX1xcVHyyKtXr1ZVVR09enR5edmKEjof7azGy+HgFiEA2MvhHbAMk5OTUs6amprR0dH4u5lbW1srKytzc3NTU1Pj4+MDAwOdnZ2hUKixsTEYDJaUlBQl8O3Q8LSzGr+Eg4oHgAJzRQcsRRVVZUh//Md/LPmTJFsHDx5MzJ801dXVdXV1kkcaydbCwoLdf409aGc1fgkHFQ8ABaZeqOyWd9EcP348MX+SrEvlT+FwuLe3d3R0dHJyMhKJLC0taU8dRqNRmb+0tNT52aRFaGc1Xg4HtwgBwEZu6YCl/Nd//def//mft7e33759e2FhQRKmXFMl9eKdlZUVi0rocLSzGr+Eg4oHgAJrbW2VY+/s7KzdBSkQ1eGMPlhQ/BIOKh4ACslFHbDMoq7YdXd3210Qe9DOatwUjs3NzfPnz5eWllZVVV2/fj2nZal4ACgk1QGrvr7e7oIUTiQScVGfM9PRzmrcFI6urq6enp7Hjx/L+dDFixdv376dfn76YAGAXdTlHF+940/1c/fVRbt4tLMaN4Uj/ukM+XDy5Mnsl6XiAaCQVAes6elpuwtSUDU1Na4Y98sKtLMaN4UjPsF6/PhxeXl59stS8QBQMNvb2yUx8sHushRUd3d3kV9fa0g7q3FTODo7Oy9evLgTIx8OHDigzZB+ODhbygwAPuTDDljKyMiIb/u5085q3BSOzc3NcDhcWloaCARu3rxZUVGR/bJUPAAUzMDAgBx1+/v77S5IoamXW9fU1NhdEBvQzmrcGo47d+50dXVlPz8VDwAFozpg3b171+6CFJrxyh0f9nOnndVYHo7u7u5Dhw5J3CsqKi5cuLCfVV25cuXRo0dPnjyJRCLPPvvs6upq9stS8QBQGEYHLO1lMj5RV1fnz37utLMaa8Nx9uzZM2fOqE6O8u/LL798/vz5vNd2586dQCBQWloaCoWWl5czzk8fLAAovNnZWT8PB6X6ubvlBUEmop3VWBuOAwcOPH782PgqnyU9snSLqVDxAFAYvu2ApUxOTsqfHw6H7S5IodHOaqwNh/Ze8VzHVjARFQ8AhdHY2OirVxBq1BOUPuznTjursTYcr7zySigU+vLLL+Wz/Hvy5MnOzk5LtxiPW4QAUGCqA5Yccv02ApbB6OcejUbtLktB0c5qLA9HT0/PM888U1xcfOjQocuXL1u9uVSoeAAoANUBq6Ghwe6C2KmlpUWCEIlE7C5IQdHOavwSDioeAArA5x2wFBUEv/Vzp53V+CUcVDwAFIDqgDUzM2N3Qeyk+rm3trbaXZCCop3VWBuOhw8fHj58WIJe/DuJ77exDn2wAKCQfv3rXz/99NN+7oClRKNRH/Zzp53VWBuOQCBw+/btJ0+eWLqVbFDxAGC1b3/72+qEdmlpye6y2EyaP7/1c6ed1VgbDgm3E7KrPSoeAKx38OBBlWD5cBxzjern7quXBdHOaqwNR0VFhY3vY+IWIQAUjOrZ/cwzz1y9etXntwjF0NCQ3/q5085qrA3H2NhYd3f37u6upVvJBhUPANaZmpoqKSkpKyu7f/++3WVxhPn5eWl3Wlpa7C5I4dDOaswPR3FahezkHo+KBwCLLC0tqZuDkmbZXRanWF9fl4BIxml3QQqHdlbj5XBwixAArLa9vR0MBuUY29fXZ3dZnKWmpsZX/dxpZzXWhqO4uNjS9WePigcAK7S2tqp7YU7oDeIo3d3dEpnJyUm7C1IgtLMaa8Nx6NChx48fW7qJLFHxAGC6/v5+ObrW19dvbGzYXRbHGRkZkeBcunTJ7oIUCO2sxtpwvPXWW5LC//a3v7V0K9mg4gHAXKpje2Vl5erqqt1lcSK/9XOnndVYfovQxk7u9MECAIssLi6WlZX58JXG2dvZ2SmLsXG4okKindX4JRxUPOAia2trcvbvn97BrrO+vq46to+MjNhdFkerq6uTKEkyandBCoF2VuOXcFDxgPNtbGwsLS3Nzc39wR/8gfxmDx8+bHeJkMTOzk5TU5NUUDgcpmN7er7q5047q/FyOLhFCDjK9vb28vLy/Pz81NTU2NhYX1+fND+hUKihoaGysrIoGdpvB5K8SnVsZ7j2jCS1kljJfm53QQqBdlbjl3BQ8UAhnTlzRnKmr3/96x0dHY2NjTU1Naq/TnrV1dV1dXUtLS21tbVqCkMrOY3KGA4ePLiysmJ3WVxgcXFRwtXU1GR3QQqBdlbjl3BQ8UBhRKNRdVskUUlJSTAYlHyrvb29p6dncHBwfHx8ZmZGGqHV1VWtI7BMZHBwp1lYWFCJstSa3WVxB1/1c6ed1fglHFQ8YLWtra2hoSGVFRlXpCYnJyORyPLych7jJN29e1ddLJHFrSgwciK1IBVKx/ZctbS0SNDm5+ftLojlaGc1Xg4HfbCAwlCpldGPqr29/T//8z+j0ej+++j09PTICuvq6ujuY6+dnZ3GxsYiOrbn7tKlSxK3iYkJuwtiOdpZjV/CQcUDVpB2d3x8PBAIqNQqFAqZe6YueVV9fb2subOzk3bdRh0dHXRsz49/+rnTzmrcFI6HDx+ePn26PEY+PHjwIPtlqXjAXJLuSMuhXmcrWltbLboJsra2xp0pe924cYOO7XmLRqMSPfml2F0Qy9HOatwUjmPHjr355pu7McPDw8ePH08/P7cIAYvMzs42NDSoX1ZjY6N8tXRzc3NzJTHywdINIZERfEZsz5t6MsDz/dxpZzVuCkdxcXH819LS0uyXpeIBU0gr29zcrFKr2tramZmZwty5UxdReO1dgUWjUXX/d3R01O6yuJhP+rnTzmrcFI6zZ88ODw8/ibl+/bp8zX5ZKh7Yp9nZWdXNWd3vmJqaKnCnqPb2dtm0pHd0xioMibN600tPT4/dZXG3oaEhCaP8a3dBrEU7q3FTOD777DOjw4d8+OKLL7QZkg69wy1CYJ8WFhbUKbi6hjQyMmJLT2fZqGrvL126VPit+5DKaCWr9vy9LaupAUfC4bDdBbEW7azGTeEIhULDw8NGH6yTJ09mvywVD+RheXm5o6OjpKRE9XGWU/CtrS0by7OysqIGg2CgS6upiy6BQIBXbu+fT/q5085q3BSOAwcOpPmaHhUP5OQf/uEfamtri4uL5bdTVlbW39+/trZmd6H+z/T0NE+0WS0SiUhWLfXu+W5DBaNuv3g7W6Wd1bgpHMePH79+/brRByvjU4TxqHggSzs7O729veqG4FNPPdXd3e20VkGNycTooxYxRmznJUUmam1tlZB6+0lM2lmNm8Kxurp68uTJ0hj5kPFhIvpgAbmanp42ejqK5557zu4SJWF0xmL0UXNJMH/84x//3u/9XpE/BsYsJD/0c6ed1fglHFQ8kN7i4qLRk72hoeFf/uVfJicnHXsbzuiMxeij+7e+vi513dHRYYzIL+7du2d3uTxlfn5eoio/MbsLYiHaWY1fwkHFA6lsbGx0d3ernuyStdy6dcsVT43NzMyofkL379+3uyyutLCwMDAwYAy9oZSWlqoPknDbXUBPkSxWPTRgd0EsRDur8XI4uEUIpCeJlPGSZklW+vr67H1IMFeDg4NS8urqamm97C6LO6iLVeFwWPWyUqTqm5ubZU+QpOq///u/5YPMY3dJPcjz/dxpZzV+CQcVD2ju3r1bW1urmtiOjg6XjpDe1tam7rzQGSsViczCwoKkTU1NTeo6pRIMBjs7O6emptyVVbuX5LUSdvnd2V0Qq9DOavwSDioeMCwtLalnmkR9fb2rbwYx+mgqa2trkjxJCqWuUBoXqyTNunHjxv37911xI9hLPN/PnXZW45dwUPHAXuwOUU9Pj7qMEQgEJiYmPHDhx2mjj0qQ5+fnC39FcGNjQ1Lnvr6+559//qtf/ap6wbAidd3d3T09Pc29VBt5vp877azGy+GgDxZgkERqbGzs4MGD6jLG4OCgtMd2F8o0qsO7Q0YfbWhokCAfOHDgX//1XxcXF6PRqOlZ7NbWlqz57t27Uo/hcLipqSk+nTI0NzePjIzwEIBD7OzsFMWG7bW7IFahndX4JRxUPPwsvrtVe3u7S7tbpTcwMFAUG2DC9jtfv//7v5+Y60izWldX19LSIvlQb2/v6Ojo5ORkJBJZWlrSukCpC2BGpihfJZeSmYeGhnp6ehobG+Nv+cWT6fX19VVVVfK5uLj4k08+seOvRzre7udOO6vxSzioePjN/fv3pVV+7733jNGtmpqaFhYW7C6XVXZ3d1USae8ImRMTEyra0pR+97vflXxIPsR3LU8lGAxKdtjR0aGe75MM6YUXXkh6Xaoo9qYgqU3J1QYHByV7lgzMGNR+bW1N6p1X3DiT7JxSfV59SJN2VuPlcGiHJLuLAxTOxsaGGtDoqaeeKop1wZFm2APdrdJbXl5W90DHxsZsKcDS0pKkRJJOJb4RZWdnZ2VlRfIeqYjx8fG+vj5pa0OhUH19vSpzKpWVlZJ4dXZ2Si5169YtSZG9dG/Xb1T+7dUHMmhnNX4JBxUPn9je3pbz4+985zuqeZYEa2BgwD/P4Uv6IvmNJJc//vGPC3wjxnieUQKe67KS+0ppVbeqc+fO/dEf/dGJEyf+7d/+jVzKY7zdz512VuOXcFDx8DZpoaV57u3tNTroVFRUNDQ0/PM//7PdRSs01RlLHD58uJDb7enpKYq9gtr2TmBwLNk3ymI8uZPQzmr8Eg4qHl61sbExOjpqvKG5pKSko6NjdnbW8zcE0zDurxXs0t3c3Jx6b4+rBxVDATQ1NRV59E1EtLMaL4eDPljwMHUrUHIpox90fX392NgYAx2J/v5+FZZQKFSASwXRaFT1TPdq52WYyMP93GlnNX4JBxUPz1heXh4YGDBuBR48eLCnp2dubs7ucjnL6uqqSnok2bJ6W+o5zba2Nj9fNUSWJLUqsvtZV4vQzmr8Eg4qHm6nbgWqbtRKU1OTHKzpB51KYR4qVF2+gsHg2tqadVuBZ6ysrKi+enYXxHy0sxovh4NbhPCA3d3d6enptrY242H+6upqadSdMGS580UiETUGlUVv2F1YWFDr5woisuThfu60sxq/hIOKh7vIwffP/uzPKisrjbxKjsjt7e2SMXjvuGyp0dFRFT3T3xiztbWlni3w8Ot7YQV1T9l7g8HSzmr8Eg4qHu7yySefxN8KlCyBO1B5U3fxAoGAuTFsa2tTtUPKi5xcunRJ9pyJiQm7C2Iy2lmNl8PBLUK41O7u7pkzZ9R+e+zYMbuL4wUdHR3qQUuzuqyNj48XxYZZJ/FFrrzaz512VuOXcFDxcJFwOFwUGyn0o48+Mt4xh/3Y2dlR4w81NDTsf3CslZUV9RSnRV274G3RaLQo9rZKuwtiMtpZjV/CQcXDLdT9LGm/Te8z5HOSVwWDQTU41n7GU5BcTbI0WU9vb6+JxYOvqHHaPHZzmXZW45dwUPFwhZGRETW0FdmVFVZWVgKBwD5zIzVQZH19PRcXkTdP9nOnndV4ORz0wYK7TE5OWjqmAPZib9tVD2bm18VYvRJHMEwG9mNoaMh7z5/Szmr8Eg4qHg43MzOj7hpYOiomxOzsrEqScr1+sL6+rm4y3rp1y5qiwS/kJEp2pHA4bHdBzEQ7q/FLOKh4ONnc3JzKrgrwXhcIyWLz6Oimbut0dHRYVzD4hCf7udPOatwUDu2WX0VFRU7zF6aQQK6Wl5fVW/P6+vp4mV3BSLRVjrW0tJTN/GpchkAgsP+HEAGhRqmVTMvugpiGdlbj1nDICei1a9eyn5+KhzPJ4VUdZzs7O8muCkyNFBoMBjMOjiVJmLrESPc4mKW1tVX2qEgkYndBTEM7q3FlOJ48eXL06NEvvvgi+0WoeDjQ+vp6bW2t7JzNzc0ee2DbFba2thobGzPGf3t7W71jm3EZYCLv9XOnndW4Mhy3b9++fPlyTotQ8XAao3VvaGgwa3hx5MrIcTs7O1PNY4wCz7gMMNH8/LzsVy0tLXYXxDS0sxpXhuNrX/ta0meki9IqfDmBVHZ2dlSP6ZqaGmnj7S6Or8X3gUv835mZGfkvxmWA6eSHr3r12V0QE8jf0tXVRTurcV84Pvjgg7Nnz+a6FBUPR1Evw6msrJTW3e6yYG9xcVF1sRoZGYmfHo1G1StxGJcBVvBMP/c33niDCxmJ3BeO48eP//KXv8x1KSoezqFehsNw7Y4SiUTU4FhGp+Pd3V31+kLGZYBF1FsBJicn7S7IvqysrFRVVZFgJXJZOD788MPm5uYsZ+YWIRyov79f9saysrK5uTm7y4L/Rw2OZSS+g4OD8rWuro5xGWAR9WosOeOyuyD5kx+LusP+rW99i3ZW47JwnDhx4t69e3ksqM4S8n5QS/ah+fn5vJ+iX1xc3M/i8Ax1PBUzMzN2lwVJ9PT0qDH2hoeH1QUt+fHaXSh4ltv7uUciEfXiqe7ubmleSbA0fgmHatW++93vDuXu9OnTavFTp07lsfj3v/99Y/HZ2VnJ1aLRKMmWD929e1e9apAOPU6mcizlzTfftLs48DKVlJSVldldkHwYb/cyRkgmwdJ4ORzpHyq0XSAQqK+vD4VCkvsPDAyMjY1NTU3JCc3q6qp2S2KfF8DU4gyzZC+pAnUwIrtyOPmllJaWqh/pr3/9a7uLA49zaT/3iYkJdboYP45XEQnW/+eXcBTFRht69dVX87gEdeXKldraWvkZ/PVf/3Uei7/++uvPPfdcMBhsa2uTdEqSKkmtMqZf0hjLFpubm//0T/9UTXnppZfy2Lpx/Uw2PTs7u7CwIL9kkq0CW1paUt0Ubty4YXdZkNnly5crKytbWloY+ApWc2M/dzmOqUZK0qz46SRYGr+Ew4EVv7a2dv/+fUl65Kcl++ulS5c6Ojoko5K8Sl3qsJQkfI2Njcb1s9HRUSnG3Nzc6uoqjYq5jOyqp6eHW8MA4kmOIgcHOf7bXZBs9fb2FsWeBUnsSOrAdtZefgmH6yp+a2tLcp35+fm33367rq5Osq4f/OAHeVzBevXVV2trayWd+ou/+IvW1lZJqmRV6tJuGvLjkdlkZlnkW9/6VkNDww9/+EMpDENi5kRq8P333z9y5IiENBwOk10B0Lion7scwdTrOysrK5MOMeO6dtZqXg6HljTYXRwHkd9JNBpdXFyMRCKTk5MjIyP9/f2dnZ2hUEiysfTXz1TXMZlZsrdbt24tLS2tra3Z/Qc5kaTIhw4dUkGTwHJbFkAiOTKUxTj8ECFn1+rlE3K6Lof9pPPQzmr8Eg4qPieSHKgMTA2JWRR7o0tTU5N6IjeRnNA0Nze3t7ffuHFDMraFhQXjPqPK4Wx5154cEf7wD/9Qivc3f/M3Bd60RE+9wK4o1lPB4YdOADZS49k6eUAQOaCpzvjy7+rqaqrZaGc1fgkHFZ831UvMeLBRdR2bmJgYGhoKh8N1dXWqg1EiSSy+/vWvP/XUU/K5tbW18CU33t7w9NNPd3d3pzrrMpcESiJjZKJf+cpXfvjDHxZguwBcyuH93I1epBlfS087q/FyOLhFWDCSdc3Pz09NTfX19XV2dsrvUOvmJV9HR0cL1glpfX1dUjpj6wcOHFBlsDTNUqmVenWdaGtr4004ADKS1KooNlan3QVJYm5uTp0utrS0ZLwRQTur8Us4qPjCk4TjZz/7mSQ6xuWcpqamAuQcd+/eVQNhSK4jOZ9kdXJcGBsbCwaDqhhypJB00MQtyiZGRkaM1ErW7+Sr/QAcZWVlpSj2Uia7C6IzhhINhULZPF1OO6vxSzioeHtJ0lNbW6vyj56eHote7ra+vh4Oh40sRxu7Tw4Q8VeYmpub5fCxz4tqsricfRp/mnwwXhUMANlwZj/3W7duqRsRfX19WY7dQzur8Us4qHjbSS4yMDCgrmZVV1eb/jI+48KVbEIODakyJ8ntxsfHjZSooaFBFsxj6C8ttaqvr5+enmYgBgB5UA/omXtlfT9u3LihsqucxkamndV4ORz0wXKgpaUldSgR7e3taR5Iyd7GxoZx4aq1tTWbYSNUeqSeiymKjT0xNjaWfXoUiUTir1rJqkitAORNPa89MjJid0H+z6VLl9TBLdf3etHOavwSDireUSQjUY+lyEmSnCHtJzuZnp5WF67k37t37+a0Kpl5ZmamsbFRHU2CweDQ0FD625dyimkkiLLF8fFxUisA++SQfu47Ozty3lsUewY8j5sMtLMav4SDincayWN6e3vVVei6uro8eoVvb2/HX7jazyjzc3Nzzc3NalWVlZWSZiU+LxOfWsk8cq7JO4UAmCIajapzvJxO2OQwtbq6urCwIMnQX/3VXz399NNyRP27v/s7SddkynzM/fv3ozEZ1ywzqIevZSX53aykndV4ORzcInQ+OTQY9+nk7C37JGl6elo9FZi+x1WuhVFnbyqFGhgYGB8fl2Trpz/9aSgUUtPl0CN5oUWd9AH4lnr+RjvVXFtbkylyuBsdHR0cHLx06ZIco+RMr7a2NtUAhBnJkbMmRs4qZVWyQjn2dnV1SX5WFOsgm/dD0LSzGr+Eg4p3LMmNbty4YXR+z9ifSU7a5HCgLn1l2eMqJ3JwCYfD8eN4qbFSZYoc3bQnEwHAFM8995w64PzJn/xJfX19Ni+NVcdMSbbkSPid73xHXcF65ZVX5Aip8jCh3j+b5drE3/7t3+b9J9DOavwSDire4dbX19VrRItiIyyk6vw+OzubzaOC+yd521/+5V8aCZYcsEzpjw8ASUlSlTTjkSNeU1NTR0eHHIUGBwdHR0flMLiwsJDNXb+k5OCmbhrKSubn52dmZuS01rh4Pz4+nvefQDur8Us4qHhXkJxJ5U/qTlx8JyfJwIxDgBUXrpIaHh4+derUT3/60wJsC4CfvfPOO5WVlV/5ylfksDM3NydndAV+hetCzH7OWmlnNV4Oh3YeYHdxkBVJqiS1UlUWDAanp6f3Yo/YFObCFQAgP7SzGr+Eg4p3l+XlZeORPUPBLlwBAHJFO6vxSzioeDe6cuWKSq2Ki4u5cAUATkY7q/FyOLhF6HYrKyulpaVSd9///vftLgsAIB3aWY1fwkHFu9TGxkbeD8sAAAqGdlbjl3BQ8QAAWId2VuOycCwvL4dCofLy8mAweOfOnfQzc4sQAIDCoJ3VuCkcKysrR48ejUQiT548efTo0dWrV7NflooHAMA6tLMaN4Wju7s741WrVKh4AACsQzurcVM4KioqJiYmAoFAaWnpuXPnNjc3s1+WigcAwDq0sxo3hUMqr6en5/Hjxzs7OxcvXjx//nziDGnYUmYAAPyAdlbjpnCUl5dLaqU+S5pVWlqa/bLpcy8AALBP1jT+buWmcLS0tMQnWJJv5bS4Vvc5fWVxtyzurtKyuFs2x+J2Le6u0vp58aRTfM5N4bhz587Fixd3Ynp6erq6unJa3EV7Kou7ZXMsbtfi7ioti7tlcyxu4vxwWTiGh4erqqpKS0vD4XBOndz3XLWnsrhbNsfidi3urtKyuFs2x+Imzg8fhcNFeyqLu2VzLG7X4u4qLYu7ZXMsbuL88FE4qPu8Ebq8Ebq8Ebq8Ebq8Ebr9IHoaH4WDus8bocsbocsbocsbocsbodsPoqfxUTio+7wRurwRurwRurwRurwRuv0gehofhYO6zxuhyxuhyxuhyxuhyxuh2w+ip/FROKj7vBG6vBG6vBG6vBG6vBG6/SB6GsIBAABgMhIsAAAAk5FgAQAAmIwECwAAwGQkWAAAACYjwQIAADAZCRYAAIDJXJxgFf1O/MSHDx+ePn26PEY+PHjwIOmyg4ODz8Rcu3Ytm+kek3foPvzww5MnT5aWlh46dOjChQuPHj0y/ovQZdzrxObmZk1Njba4n0MnATl//rzsUVVVVdevX0+1LD/Y/ELHD3Y/e92ev3+w+9x5fP6bVVycYCnarn/s2LE333xzN2Z4ePj48eOJi7z77rsnTpz4TUxLS4t8TT/dq/IInWQPc3NzT5482dnZefXVV+Xnp6YTuoyhU1577bW33norfnGfh66rq6unp+fx48eyR128ePH27duJi/CDVfIIHT9YJY/QKX7+we5n5+E3q3gtwSouLo7/Ktl34pxSwR999JH6LB+am5vTT/eqPEIXT354Bw4cUJ8JXfzXVKH79NNPjx49KklY/ESfh05iJYdv9Vk+GAfxPX6wCfIIXTx+sIYsQ8cP1pDlzsNvVuO1BOvs2bPDw8NPYq5fvy5fE+csLy+X/1Wf5YN8TT/dq/IIXbxIJGIcmAhdNqF7+eWX33//fW2iz0MX39Q9fvw4/s/nB6vJI3Tx+MEasgwdP1hDljsPv1mN1xKszz77TN0yF/Lhiy++yLiIkZinmu5VeYTOsLy8/I1vfOPhw4dJV0XoEhf5+c9//tJLLyUu7vPQdXZ2Xrx4cSdGPiT98/nBKnmEzsAPNv5rNqHjB2vIY+fhN6t4LcEKhULDw8NGb5j4a78Gkmslj9Apcuh59tlnP/74Y2MKocsYumPHjv3qV79KXNznodvc3AyHw6WlpYFA4ObNmxUVFYmL8INV8gidwg82j9Dxg1Xy23n4zSpeS7C0jDhpgqzdBpav6ad7VR6hEzMzM0eOHFlaWoqfSOjSfDUW0ajpPg9dvDt37nR1dSVO5wer5BG6PX6wMXmEjh/s3j52Hn6zitcSrOPHj1+/ft3oDRP/PJcxp3qQ4dGjR0kfcEic7lV5hE7O9oLB4MrKirYqQpcxdKkW93norly5In+7xC0SiciJ8urqauKc/GCVPELHD1bJI3SpFvdP6PLYefjNalycYCU9vZCfihq6Q8iHVL+ca9euJR2KI9V0j8k7dKnO6vYIXRZ7XaqJfg7dnTt3AoGAxC0UCi0vL2vzG5/5weYXOn6w+9nrUk30Z+iy2Xn4zWpcnGABAAA4EwkWAACAyUiwAAAATEaCBQAAYDK3Jli5vocy1fwyvaWlRU3v6ur6/PPPU20x1SsqEzsA5rT4Xor3iQIAAPdya6Oe63soU81/6tSpe/fu7e7uyn+NjY29+OKLSTeX8RWV6dOj9Isnvk8UAAC4mhca9VxfYho/vyb+Nb3xMq42fXqUZvGk7xMFAACu5oVGPdeXmMbPb5CZ33777dOnTyfdRMbVpk+P0iye9H2iAADA1VzfqOf6HkptfmMpcfjw4fghIrUZ0q82fXqUavFU7xMFAACu5u5GPdf3UCbOb5CZR0dH49Od+K7ruV7BynLxVO8TBQAArubiRj3X91AmnV+Tqm9WxldU5tQHy1g8zbsIAACAe7m1Rc/1PZSp5r98+fKDBw/kw5dffnnt2rVUL/fO+IrKbJ4iTP+GS7IrAAA8w62Neq7voUw1/8zMzLFjx+RrVVWVNp6WJs3rLbO5BJXxDZckWAAAeAaNOgAAgMlIsAAAAExGggUAAGAyEiwAAACTkWABAACYjAQLAADAZCRYAAAAJiPBAgAAMBkJFgAAgMlIsAAAAExGggUAAGAyEiwAAACTkWABAACYjAQLAADAZCRYAAAAJiPBAgAAMBkJFgAAgMlIsAAAAExGggUAAGAyEiwAAACTkWABAACYjAQLAADAZCRYAAAAJiPBAgAAMBkJFgAAgMlIsAAAAEz2v35VEU2FnHQaAAAAAElFTkSuQmCC)
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