Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2023-09-TP-02_123023_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | THEMIS-A | | | | - | THEMIS-B | | | | - | THEMIS-C | | | | - | THEMIS-D | | | | - | THEMIS-E | | | | - |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2023/09/16 00:00 |
End Time | | 2023/09/21 00:00 |
Key Words | | Storm |
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 | | -0.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2023-09-TP-02_123023_1 |
Minimum Dst Value | | -82 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEZlYiAwMSAxOTowNzo1NCBVVEMgMjAyNDHuMoAAAAG4dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiU1dNRi0wMV8yMDIzLTA5LVRQLTAyXzEyMzAyM18xOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAyMy0wOS0xNlQwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMjMtMDktMjFUMDA6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMS41NTc2NDU5NTA1LCAibWF4IjozMy4xNjk1MDY5NTA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF193vhkaQAAAARnQU1BAACvyDcFiukAADyCSURBVHic7d1/cBRlnvhxIIQQQogBhAAhIIohBsUsyioii5g61uLQQ9aS5ZSNyLmbVfZkvehuFhcL409EdJVTFIG1VuWgNKt4piIWIrpi6ZUsy7maAwrqoMQiFhZFbaUsKpXv55vnu8+3faa7MzPpmad7+v36IzXzpKfnM5+nu59P/5iePl0AAAAIVB/bAQAAAOQaCiwAAICAUWABAAAEjAILAAAgYBRYAAAAAaPAAgAACBgFFgAAQMAosAAAAAJGgQUAABAwCiwAAICAUWABAAAEjAILAAAgYBRYAAAAAaPAAgAACBgFFgAAQMAosAAAAAJGgQUAABAwCiwAAICAUWABAAAEjAILAAAgYBRYAAAAAaPAAgAACBgFFgAAQMAosAAAAAJGgQUAABAwCiwAAICAUWABAAAEjAILAAAgYBRYAAAAAaPAAgAACBgFFoA46tMn+K3f7t27y8vLe5xzJt46E/MM8/sC4ce6ASCOMlEZXHbZZbt27bLy1hRYAcrJD4XsYzEKr1OnTi1fvryioiI/P7+4uHjBggUffPCBNI4YMaKzs1NPtmjRIv1Y2svKyk6ePCkbiClTphgzrKmp0RuOPt/lFcOKFSuKujU2Njrbe3yhtnPnztmzZxcUFMhHWLJkyYkTJ/xn7jW9tM+aNUu1L168+Msvv0wpZsmJJEpeXlpaumrVKtcX9nHjbC8sLFy4cKHzIyTz1j4Z8A/D2ZhGWjKUXp8gvYRhSXb9CL2cIJEkMJC3TkOma4K2trb58+fL4iSdKHVkc3Nzb943qGh77PdslkqUZTCwQITXNddcc9ddd6mh7ttvv3311VdlCJTHN9xwgzxW00h7Xl5eR0eHeirtshHs6l7VZSO4Y8cOPbeWlhZpcQ5LPQawYcOGmTNnft1N3lqeGhMkM5O5c+dKGDJeSpAyysro7j9zr+nnzJnT2tp65swZ+dfatWunTZuWUsxSNCxdulTSJbO97bbbNm7c6BOz8bn0U6kJpCiR+iClt/b6RP6MGFJNS4bS6x+kF+tLcnrBpzHnJF8SuQLr0KFDUh/LUiTdJE/37t2rq2G7BVaPc6PAgkUsEOEle4rO/XtNBph58+apx9u3b5dhSf6qp9L+n//5n13dq7o0qmFMmTFjxuuvv57SsCQjtD7fIQ9kDsYEqW5Q5OPIh0py5sb0Bq9DBV6zlen14C0P/KscrwJL/O1vf0v1rZ18PpF/DEnORMeWofT2GKRr2HaXZJlgzZo1I0aMkA9VV1enFwP9Qmmpr69XR/vkgZrA/6hYqi+RlqeeeqqsrEw+o3oqxYo6pFdTU7Nv3z6f2RqOHTsmJX5hYaG8VipXfQzS/+P4vKnUTJIWSY6kaPXq1a6fVyZYt26dV3qNB8ZT6eULL7xQ5j9+/Hi1Y+OaqMbGxtLSUplMSrfTp0+75s2L1zKQ+EbGDHtMpldg4p577ikpKSkuLpYZur6XT0foGGTB3rp1q56n7ISMHj3a+S6INAqs8JIiYMmSJR9++KExOMlTWQm//vrrru6V/4YbbpBVXR7L1kHa1cRqJa+srPyv//oveSAzkcdd3ltDV7Ld0W8tD+SpMUGqBZZsanVl0+PMjek1mfjJJ5+cO3duSjE7CywZUVzfTkuvwEr7EyUTQ48zMdKSofT2GKRr2HaXZJlg/vz5p7rJA/UWzhc2NDRcd911egJ52uOcU32JtC9evNhZN8hoLR9cPqMUf/p4oddsnaqrq1Umz5w5I59FSp/kP47rm8pMZDKJTaaXasP1I0glIf/1+miun10/HT58uDoAKd26bNky14nvu+8+iVlikw+1dOlS52TOvHlJ/giWMcMek+kV2G9/+1spyKRdNiaJS5Ti0xE6ht27d0v1qV9y++23S43r/2ERIRRY4XXy5MkVK1bI6iejY3l5+V133SUt6l+yrqrdpjlz5uzfv7+2tlYey0bT2NA/88wzMmh1dR8P0PuOegL/ffSuhO1F4tGOlAosiVM2Z0eOHEly5sb0zrBlV/vAgQMpxXzTTTfddtttHd3kgf9hJK+hwv8UYXqfKMkY/GeSmJYMpTfJIA12l2Rp/N///V/1WD5vWVmZEby06DzIA/n4PX66VF8i7aqO1E91ue88jug1Wy/y2uLi4uQ/jtebHjt2TD2WB64fwWd96bHAqqiokC42ruozJpalQveR7MNIPacnc+atxxh6/JfPDF2T6RWY7AAkrsjGe/l0hDOGyy67bMuWLV1/Pw+rTsIiN1BgRYOsn7Jzo483fPbZZ7IDKluEqqoqeSp/5bEMYDJEqQnUqi6NsoF4/fXX5a/zeECXxybJGKUCPIIlO2oTJ07UZyV6nHni9JpMLDt506dPTylmGdEXLlxYUFAgW71169Y5t+CJA3PiU0Ve7rzIPaV0+XwiV665TT4tQaU3jSD9ZWdJ9glS1wpec0icII15+k/v9bTHsrir+xjezJkzpUPVsqfPnaX6cXosjJx6cwRLFjMpjmUOlZWVLS0tXhM7JX4oYzKvGHzCc32aTDKTCSyZ9/LqiNbWVrXw19XVqZ0N5AwKrChxbnBlWNq8efOSJUu6/r5mTp06Vf9Xr8MyWBYVFa1Zs8ZoT2ZoNK7jkafGBEmOr83NzbJntnfv3iRn7jq9wWuXuseYheRt8eLFPjNPZshJ6a2T+UT+MSQ5E69L3IJKb49BJimbS3KfJI5gOSdI8ghWSi9JssDymq2TlJjbt28/c+aMPJa/iXlIMjbn9PoIlrzQ9SP4jP16eik+dE1/+vTpxPlIWZ+YfP2hXL9dm+QClnaB1WMyvQJL8ghWkgtJTU3NqlWrxo8f73qpIqKLAiu8ZC9fxkJ1VP/rr79uaGhwDpOyvZOVX30Ja8uWLcOHD3duAXvc0Cez5VLfRJPtS2++Rbhu3TqJ8/PPP09y5l7T19fXHzp0qKv7PF1jY6Nr5eQz29tvv10aZfsl+9ATJ070PwWWXoGV6ifyZ7xpqmnJUHr9g3Rt6bK9JPfpvgbrdDfXa7DURUjywWWC6667Tp+dlHruq6++cp2n10t6WWB5zdaptLRUX9J00003JeYhydic0y9YsEDl54YbbnD9COrs1fr161Utsn//fnlrYz5SFj/55JOyiklgixYt0u1SnKlaRAosCV41Grl9+OGH582bp+o8WTcTr4Xy5zOZ8UbGlD0m0yswdQ2WvMp5DZbxXskvJLLwS6PsZiT5oRAVdGF4ffDBB7K9KywslF1D2RmSIdC5L3Xy5Mn8/Hx1Lv/LL7+Ux/q6lq6ACqyu7kuP/e+D5XrE3mdK58SuM/eaXkboKVOmyFPZJvrfTcp1trLxkhwWFBTU1tbq008+Mfs89ZHSJ/J598SJ00hLhtLrE2SXR67sLskywerVq9UXwdStOowXSuW3bNmygm5SiOsJ1q5dKy2u8/d6SY/R+j/1mq2T7CFMmDBBMikVj5TLiXlIMjbn9NLjknZJkSTK6+BlW1ub+sKdvLXUUon3wdq3b19NTY0K7JlnntHtW7duraqqktleeOGF+hRhYm6llBk/fry8XJZD/cW69FYWJ+ONjGl6TKZXYF3dlw/KyqW/RZj4XskvJJJMdZbQ+Gj+nx3hRxcCyGUMVMk7dOiQFBO2o7DP/64QgZPKVd8QDrmETQ+AXEaB1aOGhobTp0+fPHnS67xkrEiVqa8Vy4ItW7Y479SAXMKmB8EocGM7qPCKRLoiEWSPohhzlq1bt27EiBGFhYXOG7HGluRh/fr12XkvWTgrKirUPd6QeyiwAAAAAkaBBQAAEDAKLAAAgIBRYAEAAASMAgsAACBgFFgAAAABi0uBlXgDawAAECDbQ3245HI66HgAALKDcdYQl3TQ8QAAZA7jrCEu6aDjAQDIHMZZQ1zSQccDAJA5jLOGuKSDjgcAIHMYZw1xSQcdDwBA5jDOGnI5HXyLEGFz5syZw4cPt7e32w4EAALGOGuISzroeIRBRUWFLIp5eXnHjh2zHQsABIlx1hCXdNDxCAN9PHXbtm22YwFyxOHDh4cOHSqr1R133GE7llhjnDXEJR10PMJAF1gvv/yy7ViAHLFmzRq1Wg0YMMB2LLHGOGuISzroeISBLrBeeukl27EAOeKCCy7gWtswIP+GXE4HF7kjVDZv3qyXxpaWFtvhADmib9++bOfDgPwbwpiOnTt3zpo1q6CgoLi4ePHixV9++aX+14oVK4q6NTY2pjRPOh7WTZ06VQ8DGzdutB0OkCPYkQ4J8m8IYzrmzJnT2tp65syZzs7OtWvXTps2TbVv2LBh5syZX3eTCkyeJj9POh7WyYKth4E//vGPtsMBcgQFVkiQf0ME0lFQUKAeSHW1a9cu9VgezJgxI/mZ0PGw7uWXX9bDgF6SAfQSBVZIkH9DqNPR2dn55JNPzp07Vz0tLCyUFv0veZr8rOh4WLdt2zY9DGzZssV2OECENTc3q0uvamtr+/XrR4EVBuTfEN50qLVlxIgRBw4c0C3OCfLz811f4iVLcQMeNm3apJfGqqoq2+EAEVZWVqbXplGjRqkHUnLZjivWGGcNoU5HZ2fn6tWrp0+frp5yBAuR9txzz+khYeDAgbbDASJs0KBBem2S/XAKrDBgnDVEIB36SJVxDZY8TX4mdDyscx7BSjz+CiB5w4YN02vT8OHDOVMRBuTfEMZ01NfXHzp0SB6cOnWqsbFRF1LqW4QnTpzgW4SIoldeeUUPA7L/bTscIMJGjx6t1yauwQoJ8m8IYzqam5unTJkiXVVaWrpkyRKpqPS/pN7iPliIHHU6wzkMnHPOObaDAiLs7LPP5lrbsCH/hlxOByseQiJxGKDAAnpjyJAhFFhhQ/4NcUkHHQ9bbr311sRhoLy83HZcQIQ5L3KnwAoJ8m+ISzroeNjiOgwMHz7cdlxAhOXn57uuWR988IHt0OKLcdYQl3TQ8bDFdRgoLS21HRcQYV4F1ssvv2w7tPhinDXEJR10PGyhwAICl5eX57pm7dy503Zo8cU4a4hLOuh42OI6DJSVldmOC4gw9Ts5iT799FPbocUX46whl9NhrHi2w0FMuQ4Do0aNsh0XEGFeBRbXYFnEOGuISzroeNjiOgwMGTLEdlxAhHmdIty+fbvt0OKLcdYQl3TQ8bDFeQz1xRdfVI/5LUKgN/Rte++5554ux22xXnrpJduhxRfjrCEu6aDjYcU333zjLLCef/559Vj2v22HBkSYPkW4fv16eVpSUqKevvLKK7ZDiy/GWUNc0kHHw4qWlhZngfXEE0+oxwMGDLAdGhBhusCSVUyeDh06VD1tbW21HVp8Mc4acjkdxrl52+EgjrZt2+ZcAh955BH1uH///rZDAyJMF1jvvfdeF0ewwoFx1hCXdNDxsGLnzp3OAmvt2rWcIgR6TxdYH3/8cZejwNqyZYvt0OKLcdYQl3TQ8bBiz549arvfr18/edra2soRLKD3dIGlbnw1bNgw9ZRvEVrEOGuISzroeFghm3vn1waPHDmiBga+RQj0hv4W4cGDB7scv/28detW26HFF+OsIS7poONhxR/+8Ae13ZcBQJ4ePnxYPR08eLDt0IAI02feOzo6uhynCB9++GHbocUX46whl9PBRe6wTt/4ShVYR48eVUewioqKbIcGRJixYR8zZox6unLlSqtxxRrjrCEu6aDjYYXXESzu5A70hlFgVVRUqKePPPKI3cDijHHWEMZ07Ny5c/bs2QUFBcXFxUuWLDlx4oRq780RKToeVrz66qtqcS0pKZGn7e3t6toR9RRAeoyBYOzYseppU1OT3cDijHHWEMZ0zJ07d8eOHZ2dnR0dHcuXL5diS7X3pvPoeFihCyzZYehyHMGiwAJ6w+sU4a9+9Su7gcUZ46wh7OmQMis/P189psBC5OhThOrGV+3t7bI8c4oQ6CWvU4QcwbKIcdYQ9nS0tLQ4j2DJfr+MT5WVlamuRXQ8rJAFVW331VXt+ghWYWGh7dCAqJIdFaPAmjhxItdgWcc4awh1Ovbv319dXX3kyBGjva2t7ZprrmloaDDa+/jKVtTA//fLX/5SLX7Dhg3r6h4Y+vfvzylCoDc+++wztVqp+/eKSZMmqZZbb73VbmxxxjhrCG86du/eLTsl+/btc/3vqVOnUvqiOx0PKxobG9V2f8SIEV1cgwUE4eDBg2o96tu3r2qpqqpSLQsWLLAbW5wxzhpCmo7m5uaKioq9e/d6TUCBhUh46KGH1HZ/7Nix8rSjo0Ndg8Wd3IG0ffHFF2q10j85VV1drVp+/OMf240tzhhnDWFMx7p168rLyz///HOjva6u7sCBA/Lg2LFj8+fPr6+vT36edDysePDBB50FVlfCxbkAUtXW1qZWIv0VqMrKStUya9Ysu7HFGZs1QxjT4XX5VHNz85QpU+Tp6NGjGxoa1C8kJD/PzAQL+JEFVS3DZWVlqkUdwRowYIDdwIDo0qcI1d1PxJVXXqlaJkyYYDe2OGOcNeRyOrjIHdatXLlSLX5jxoxRLSyQQC/paxnVDySIH/7whxRY1rFZM8QlHXQ8rNDXYOntvvotQhZIIG07d+40Cqwbb7xRtVRWVtqNLc7YrBnikg46HlbU19er7f6kSZNUC0ewgF7avn27WolKS0tVy09/+lPVMm7cOKuhxRqbNUNc0kHHw4rEHWsKLKCX3nnnHbUSDR8+XLXoO/rqb5Mg+9isGeKSDjoeVvzoRz9S2/2amhrVwilCoJfeeOMNtRLpn5x69NFHVUtFRYXd2OKMzZohl9PBRe6wburUqWrx0/c/1AVWSl+DBaDpU4TqBxK63L5NguxjnDXEJR10PKzQN5j+p3/6J9VSVFSkWg4fPmw1NCCqWltb1UqkfiBB3H///RRY1jHOGuKSDjoeVqg7t4lbbrlFtQwcOLBP9098HDx40G5sQEQ1Nzcbpwg3bdpkfJsE2cc4a4hLOuh4WHHRRRep7f7PfvYz1TJ48GCOYAG98eqrr6qVSP/k1Jo1a1TL+PHj7cYWZ4yzhrikg46HFbK5V9v9ZcuWqRZOEQK99Mc//lGtRPqncp5++mnVwo1GLWKcNeRyOrjIHdaNGTNGLX4NDQ2qpaCgQLVwihBIzyOPPGKcInzhhRdUS1VVld3Y4oxx1hCXdNDxsKKiokJt91etWqVaBg0axBEsoDdkbVIr0ahRo1TLK6+8Ylz2juxjnDXEJR10PKw499xz1Xb/8ccfVy3qGqy+ffsePXrUbmxARD377LNqtZo4caJqeffdd1VLSUmJ3djijHHWEJd00PGwory8XG337733XtUyZMgQjmABvfHYY4+plUj/MM6bb76pWs4++2yrocUa46whLumg42GFPkXY1NSkWtQpwr59+7a1tdmNDYioxO8M6jtjjRw50m5sccY4a4hLOuh4WHH++eer7f6zzz6rWjiCBfSSvqS9urpategCq6yszG5sccY4a8jldPAtQlinj2A98MADqqW0tFS17Ny5025sQEStXbvWOIKlr8HSP/+M7GOcNYQxHTLwzJ49u6CgoLi4eMmSJSdOnND/WrFiRVG3xsbGlOZJx8OKESNGqO3+E088oVpkD1u1vPPOO3ZjAyIq8QiWLrBGjx5tN7Y4Y5w1hDEdc+fO3bFjR2dnZ0dHx/Lly6XYUu0bNmyYOXPm191mzZolT5OfJx0PK2QnQW33W1tbVcuoUaNUy1tvvWU3NiCifve73xnfItSnCM866yy7scUZ46wh7OmQMkvfq1eqq127dqnH8mDGjBnJz4eOhxW6wNq2bZtqGTlypGppaWmxGxsQUfoUof7lQX0Ei4vcLWKcNYQ9HTII6SNYhYWFUm+px/JAniY/HzoeVujbim7fvl216Bs3yJBgNTQgqn7zm9+oleiyyy5TLW+//TbXYFnHOGsIdTr2799fXV195MgR9dToPH1kS+vjK0tBAw76eJU+RXjWWWeplubmZruxARG1fPlytRJNnTpVtXz00UeqZejQoXZjizPGWUN407F79+6JEyfu27dPt3AEC5FTUlKitvtbtmxRLWPHjuUIFtAbK1euVCvRlVdeqVoOHz6sWvSvEyL7GGcNIU2H7NxXVFTs3bvX2WhcgyVPk58hHQ8rhg0bZpwi5FuEQC/V19erlaimpka1tLe39+/fn1OEdjHOGsKYjnXr1pWXl3/++edGu/oW4YkTJ/gWIaJCNvdGgTV69GgKLKA37rnnHrUSXX755apFH8HitwgtYpw1hDEdPpdPNTY2ch8sRMjQoUPVMvzGG2+oFv29Ql1yAUjJtddeq1aiuXPnqpb29vZ+/fpJS2lpqd3Y4oxx1pDL6eAid1inL3LXV1zp+2Dt2LHDamhAVF166aVqJfrXf/1X1cIRrDBgnDXEJR10PKzQt2nYs2ePapk8ebJq2bRpk9XQgKi64oor1Ep0zz33qJb29va+fftyBMsuxllDXNJBx8OKgQMHqpHgs88+Uy2TJk1SLc8995zd2ICIqqysVCvRHXfcoVqOHz+uThFyBMsixllDXNJBx8OKoqIiNRIcPnxYtVx44YWq5YUXXrAaGhBV1dXVaiV69tlnVcvRo0dVS3Fxsd3Y4oxx1hCXdNDxsEIfwWpra1Mt559/vmp5+umn7cYGRNSECRPUStTU1KRajh8/npeXJy2DBw+2G1ucMc4acjkdXOQO6woKCtTid/DgQdVy0UUXcQ0W0BvnnHOOUWDpi9xljbMbW5wxzhrikg46Hlbk5+cbBVZVVZVqef755+3GBkTUBRdckHgho7oGKy8vz2JgMcc4a4hLOuh4WDFgwADjFOHFF1/MESygN8aPH69WogcffFA3crLCOpJvyHg66urq1J0VS0pKlixZkum380LHwwp9BEtf5D5lyhSOYAG94XqeXa1r8tdeXHHHOGvIbDoWLFhw3XXXnT59Wh7L33nz5i1atCij7+iFjocV6rRF37591VrQxREsoNf0twidX8XlCJZ1JN+Q2XTIzsS3336rn8pjW1cg0vGwQt380Ln46RuNcgQLSI/rESy1MyN/7cUVd4yzhsymQ8qpjo4O/VQKrMLCwoy+oxPfIoR1iYsfR7CAXtJHsJwrUeLODLKM5Bsym4758+fX1taeOnVKHsvf2bNn33TTTRl9Ry90PKzo37+/8c2m6dOnq2HgySeftBgYEF2uvzfFvrR1JN+Q8XQsXbq0qKhIBpji4uL6+vpMv50XOh5WJG70f/CDH6iWlStX2osLiLARI0aolailpUU3qhuNcorQIsZZQ1zSQcfDCrXRdx7B0r9Te99991kMDIiuIUOGqJXonXfe0Y0cwbKO5Bvikg46HlYkbvSvuuoqjmABvTF8+HC1ErW2tupGjmBZxzhryGw6jhw5oo7l5v1dNm9SwkXusC7x3jx33HGHWiBvvfVWi4EB0aXurWgUWGzqrSP5hsymo6ysbOPGjZ2dnam+0HVV6U3BRMfDisTFdeXKlarliiuusBgYEF1jxoxJPEWof1j9+PHjFmOLM8ZZQ2bTIelOo7pyvtznaW9mBWRH4hGshoYGNQxceumlFgMDomvkyJFqJdqxY4duHDx4sGrUv5qALGOcNWQ2HSUlJc77YKWKAgtR53ME6wc/+IG9uIAIKy8vVyvRu+++qxuLiooosOxinDVkNh1r166tq6s7c+ZMei9PLLCkYsvPz6+srGxqaurNrIAsaG9vV/fBkn1r3fjEE0+oYWD27NkWYwOiSx/Bcp4iVAVW3759Dx48aDG2OGOcNQSfjjxfKV3k7tVbbW1t11xzTUNDQ+L0PtL/SEBaZE9aLXvFxcW6kSNYQC+NHTs28QhWQUEBR7DsYpw1hDodPr116tQp2V8JZFZAhhw/flz9fIfzCNbvf/971cg1WEB61BEsWY/ef/993agKLGmUPXCLscUZ46whs+lw3l8xDRRYiLSjR4+qXWrngdtNmzapxosvvthibEB0uV6Dpe/dwBEsWxhnDZlNhyzx3377bdovN3qrrq7uwIED8uDYsWPz589P6Yd36Hhknz5F6NzT2LZtmzqCVVNTYzE2ILr0FwY//vhj3Tho0CDV+MUXX1iMLc4YZw2ZTcfDDz8sVdHf/va3VF/oevlUc3PzlClT5Ono0aMbGhpS+n4iHY/sO3LkiKqlBgwYoBs5ggX0kmstxbcIrWOcNWT8FGFvLnIPEB2P7NNHsJzXYG3ZskU1XnjhhRZjA6JL11LOLwzqw1p8i9AWxllDLqeDbxHCLn0Eq7CwUDfqI1hTpkyxGBsQXfqm7c7r2dUvQMsat2/fPouxxRnjrCEu6aDjkX2uR7A2btyoGs8//3yLsQHR5Xo20PXKd2QT46whLumg45F9rkewnnvuOTUMTJo0yWJsQHTpW145r8EaNmyYanzjjTcsxhZnjLOGuKSDjkf2ydZfbfEHDRqkGx955BHVWFFRYTE2ILr69euXeLnV6NGjVaPz9u7IJsZZQ1zSQccj+9599121xS8rK9ONDz/8sGosLy+3GBsQXQMGDEg8Rah/P6e1tdVeaLHGOGvI5XRwkTvskg29WvbOOuss3agvcp84caLF2IDo0jdtb29v1436CNbbb79tMbY4Y5w1xCUddDyyz/UI1iuvvKIahw8fbjE2ILpcd5vHjBnDKUK7GGcNcUkHHY/sa2lpUVv8oUOH6sbXXntNNQ4ZMsRibEB05eXlyRrUr18/Z+OoUaMosOxinDXEJR10PLLv9ddfTyyw9GEt570bACTP9QjWuHHjVCO3abCFcdYQl3TQ8cg+11OEb775ZmLVBSB56u4nxlZdH8HauHGjrcBijnHWkMvp4CJ32NXc3Jx4kbvreUMAyVO3aZAyy9koa5las5qammwFFnOMs4a4pIOOR/Zt375dbfGLiop0oz6sNXLkSIuxAdHluts8duxY1fj444/bCizmGGcNcUkHHY/s07dpGDBggG7Uh7W4yB1IjzqCZVzkfsEFF6g168UXX7QVWMwxzhrikg46Htmnf3bQeYrwrbfeUo3Dhg2zGBsQXa5HsKqrq1XjCy+8YCuwmGOcNcQlHXQ8sk//7KDzd53feecd1Xj22WdbjA2ILteL3PW3CB966CFbgcUc46whl9PBRe6w67HHHlPLnvNnBz/88EPV6PwFaABJ6ujoUAWWcYpw4sSJas1avXq1rdhijnHWEJd00PHIvgceeEBt8ceMGaMbDx48SIEFpO3w4cNqDXL+hrqoqqpS7c8++6yt2GKOcdYQ0nR4HXZasWJFUbfGxsZUZxhcdEBS9CnCyspK3agLrIEDB1qMDYgovQY5vzsiysvLVXuqowOCwjhrCHU6jN7asGHDzJkzv+42a9YseZr2rIAseOSRR9QWf9y4cbrRa3gAkAy9BvXv39/Zrk8R3nPPPbZiiznGWUOo02H0llRXu3btUo/lwYwZM9KeFZAFq1atUlv8sWPH6sYvvviCAgtImz5FmJeX52y/9NJLVXtDQ4Ot2GKOcdYQ6nQYvVVYWNjZ2akey4OULmGh45F969atU1v8SZMm6UY9PBQUFFiMDYgoryNYF110kWr/yU9+Yim0uGOcNYQ6HUZvGU/z8/MTp/eR8XCB7/rFL36hlr2qqirdqI9gGcMDgGR4XcU4depU1f7Tn/7UVmwxxzhrCHU6OIKFSJM9abXFnzx5sm48evSoajS+ZA4gGbrAMo4B61OECxcutBVbzDHOGkKdDv9rsORp2rMCsmDZsmVqiy+bfmc7R1WBtLW1tanVxziJcdVVV6n2CRMm2Iot5timGUKdjj5u3yI8ceIE3yJEJNx6662JR7C6KLCAXvj0009dj2BdffXVqt15X19kE9s0Q0jT4XX5VGNjI/fBQlRceeWVagG+/PLLne3qPtTy11ZgQHS9++67arUyfs1zxowZqr2srMxWbDHHOGvI5XRwkTvsmjx5slr26urqnO0sk0DaXnvtNbX6DBkyxNk+b94818ILWcM2zRCXdNDxyL6amhq1xb/llluc7RRYQNq2bNmiVp/i4mJnuz4jf9ZZZ9mKLebYphnikg46Htmnj2DdeOONznYKLCBt27dvV6tPaWmps/1nP/uZai8pKbEVW8yxTTPEJR10PLLvnHPOUVt82bd2tlNgAWl79dVXXQspCizr2KYZ4pIOOh7ZN378eLXFv++++5ztusA6ffq0rdiAiHrxxRfV6jN48GBn+89//nMKLLsYZw25nA4ucodd48aNU8veAw884GzPz89X7QcPHrQVGxBRf/jDH9TqY/yap77tnFF4IWsYZw1xSQcdj+wbNWqU2uIbvz6bl5en2j/99FNbsQERtXXrVrX6GDcaXblypWs7soZx1hCXdNDxyL6RI0eqLf6dd97pbFf3wRJ79uyxFRsQUY8++qjrRe5PPPEEBZZdjLOGuKSDjkf2lZWVqS2+cV9cXWB98MEHtmIDIkrWJrX6jBgxwtn++OOPU2DZxThriEs66Hhk3/Dhw10vctcF1nvvvWcrNiCi7rzzTrX6nH322c52fWSrf//+tmKLOcZZQy6ng4vcYdeAAQPUsrdq1Spne79+/VT71q1bbcUGRNQvf/lLtfrIDoyz/emnn1btsn7Zii3mGGcNcUkHHY/sKygoUFv8NWvWONv1Re6PPfaYrdiAiLrrrrtcCyz9Ezps7W0h84a4pIOOR/YNGjRIbe7XrVvnbO/fv79q/+1vf2srNiCi6urq1Opj/Kjzjh07KLDsIvOGuKSDjkf2DRw40L/AMk4dAuhRbW2tWn3GjBnjbG9paaHAsovMG+KSDjoe2acLrKeeesrZrk8R3nvvvbZiAyLq+9//vlp9Ro0a5Wzfs2cPBZZdZN4Ql3TQ8cg+XWCtX7/e2a4vcr/55pttxQZE1KRJk1xPEX7zzTcUWHaReUMup6PPd9kOB7GjfxLnpZdecm2/+uqrbcUGRJS+f+/EiRONf7G1t4vMG6KUjt4UTHR8HPz1r3+977773njjDduB/D/6VOBHH33kbNffLqytrbUVGxBRw4YNU6vPxRdfbPyLAssuMm+IUjp603l0fBwYJfgll1xiNx59KtAosPSpw+nTp9uKDYiowYMHq9Vn9uzZxr/0un/s2DErscUc46whSumgwIKP888/v08CuyF5FVh6hJCYbcUGRFRhYaFafebMmWP8S6/4//Ef/2EltpizvskNmyilQzqvpKQkPz+/srKyqakp1ddmKCqEhP79mfAUWDoM40edhwwZotpHjhxpKzYgovQZdp8jWKkOEAiE9U1u2EQyHW1tbddcc01DQ4PRnji+hmesRaa5FlhnzpwJQ0jGjzrrH4EuLi62FRsQUfrSxsTviOgV/8Ybb7QSW8wxzhqimo5Tp04VFRUlPz0dn/Ncq+pt27aFIaTPPvvM2T5u3DjVPnDgQFuxARGl91v+8R//0fiXXuNmzZplJbaYY5w1RDUdFFjQXI9dKf/8z/9sMTAdRkdHh7P9ggsuUO39+/e3FRsQHtOmTVNrRGVlZY8T6/X9xz/+sfEvvcYlMx8EjnHWEKV01NXVHThwQB4cO3Zs/vz59fX1yb+Wjs9VH330kVFUDRgwQD+urq62GJsOw2jX1+PLUGElMCBUnOtv8hP/5Cc/8frXsGHDMhIofDHOGqKUjubm5ilTpkgXjh49uqGhwTgq4I+Oz1VjxowxCqwPP/xQPx48eLDF2LzGjAkTJiQ/nAA5z7n+Tps2bd68eadPn+5x4l//+tfGv/TBLY4NW8EGzZDL6TDGXdvhICMSzw92Obo+1UNEem79+vXrZWAyQngte9/73vdYLAGtTwKfNVdPs3btWuNfev2VB/puc5MnT85w+Ph/2KAZ4pIOOj5XJW6au1I846AZtVovA/v444+9ZrVgwQIKLEA5ePBg4losXnvtNdfp9QTGl3O7HF8wNBQUFGT+c4Bx1hSXdNDxucq1wNJ3+Ey+3/XvA2pqH3ro0KGFhYXvv/9+qoG9+eabXjE8+uijFFiAsmzZMteqyFg7Lr/8cp//KvoWWYlef/31bH2g+GKDZohLOuj4XGVsRtWpvUGDBqVawfh8FTG9Sujll1/2eu2+ffsosABF37XEf6VLZpWcOnWqzyqcl5eXrc8UU2zQDHFJBx2fq4xt6EsvvSSNd999t/UC6/bbb/d5rf7X22+/neqcgVySzHr3zDPPJLNKfvrpp/5z43u7GZXGdjK35XI6ejlAImw+7uZscV69IY+d/9Ltf/nLX5KZeY8F1jfffJP4qmXLlvXv31+/tqqqSv9r/vz5Psue/tf111+f1IcHIq69vX3MmDF6ZTl69Khq91/v1HrtdQY/kbEiJ67Xri+U2EpKSoqKiv77v/87cxnIea7bujiLSzro+Ej705/+pDeUzl94veWWW7yKGN3+9NNPJ/MWevphw4a5buiXL19uvEQ2x4mT6c33P/zDP3jF5ny7UaNGpZCIJOJ/6623ApkhECxjTdEn7FxXNyfZtzFWMaHrs0S1tbX9+vWTad57770uj30nZ5lVWlrqnKawsDDTqchVrtu6OItLOqTjDx8+bDsKpMm5+XNuGcvLy72KGN1+6623JvMWevqxY8fK04aGhvPOO09/07tPwg8z6x9sTqRGjurqaq/YnG8XyDmLiooKPUN+fgchZBRJer34/e9/r58uWbKk67vfUHGVxrs775miyS5Ql0d5J2vlxRdfvHfv3mCTkPPS650cFpd0qNVGxiHbgSAdxuZP/4Szs/DyekniL8L6v8X06dNd2407Y/mPATKxPhLmWkL1ZsD44Q9/eMUVVzhbgr3BBBA41xsodH33+yjHjx/X03udsk/7QvX169cbs+rxqgBWpVSRMUNc0sEKE2nGVk/fn91nU6jbe7zN4IwZM5xb/2eeecbrrXVjWVlZjxtr/1tFGMfk7r777iRT4byVorJjx47EgUGdHAFCInER7dO9x+u8uCqZl7S3t/cmDK8bZXnxms+vfvUrNcF1113Xm3hyjE/G4iku6ehxhckB48aNO/vss//nf/7HdiABW7RoUeKGT8oX2d/VTxOPEul/Gaf2DAsXLjTmrA+PKa4HyZzTywTqJddee63rNtr1CJb+OcLEif/61786p1RXk7hO7INvSyFUvJZS51PjJc4bnQS4VLuegvRaxbyu4PQ5dh5nZMOQy+lwXWF27txpO64eNDY2Dhw4cOLEiSm9KodXeK9tn7M98TcH9X+HDBniM/PE2RoTOH862vVVzok7OjoSZ+h1UsP1QyllZWX+nz0ZSaYXyDTnQVaf1TnxhcY0w4cPDySexG8aSuPo0aNdY3P9VUTnBCn9Km4uqa+vVwfR9+/fr1rY7Bjikg69MowZMybtmehfOOnfv39JSYmMgm1tbfq/znM3xt0Ekmd8hS35FzpftWnTpvTePZxcN8eGa665xniV7g7/izYSZ2VMcN555xn/uuSSS3RLUVGRMX3i/rHXz3T85je/8flEMpZs3rw5mc/uJYUUJ2HSpElS9BuH94Bk/OhHP9KL5aeffupax+Tn5ye+8NChQ0uXLp02bZqsREOHDvX5Beg0PPvss1dfffULL7ygW9rb2xMDk22ybEOMXTjnBP67cLlqz549iVubwDc7UReXdOjloDcHmV2HseLiYtd/JTNDWW8lnsWLF3vNPPmfHHa+KpdOD+3atcv5uVyz5JrtHn8tRzaviTuyiZXx888/rydQ1384X+XcOmtGbOPGjfP5gInnQbw+bzJHszJ0INM5/wBni5hwfhtXnsoOauKim7iPZIXPyuUsAY2Vzmtux48fH9mto6Pje9/7nnzw0tLShx56KAcOehmbo8svv7yLAitBXNLhXBTSm8OSJUt6HN6cWlpa/GdoXObsNZ9khrTW1lbjVel9xhByZubcc89NPkXOq1kT/+u8gZYyd+5c1wDOnDnj002uLzHGD6nkkvywUqx7LQbqNqfqeiznTYDuvvtu/T2swsJCn/tWuH6iY8eOuU4zfvx4r0iMb1kiVKqqqmTJ96/ps89YZSZMmOC1hFvnvxujpkmMf9OmTepSUXn5ZZddJquP/3zuuOMOWY9kdVb752Lr1q3OCfSVl+pBqleMZFribS/URrhPDg09gYhLOhJXkpQ498CS1OPBp5Tmdv311+/fv//f//3fP/nkE2M+Y8eOTZw+jc8YTs4PJRlwTY7r3TecxUriia3EE3k+J7+8OsWn9k27L1y/5ZT8caP7779fv8p5R1Yn56Zfbbj/8pe/bNu27auvvlITuJ4o8QrpzW4pfcZI07ccC+HBPOdPHY8YMSLw+dfX16fx2Y39jS7v4Tkk3n//fa+f3FET9ObKSMX1xvT+L0n+bEYWuH5RQHWr7dDCJZfT4bWkJnmra7Xr8Otf//ree+9NXBm87g5sPJV9Ha89M591qceVTQWgzv27TiC7U0Gm0h7nR+767l1ztI8++ijxhXow6PPdC+/+5V/+JTG9idfIu8ZguO2223xepZafdevWpfqRE8MrKSlJ/uVGxgx/+tOfvBer/6tfN/9plKuvvtp53WGqHzOijCTIBw/PHYwT+6i8vDyomTt/+qmP73h/6NAhtQjpoxqavguuEWcIr+1LrIH6/P0wWzJrRyak90G87tLcI+fNaEpLS3W761d5+vz9xjTpBZmrIpaOFStWFHVrbGxM6YXO5cDnVtfJfCVev9w42KAupnZ9eeIbtbW1uc78+9//vprgscce8w/Dnw5DdrjlsexEppSu8NCfaNiwYYmNXulNnEy1uB6J7DGGOXPmJKa39x/Nh7o4T7/dnj17kn+tEeeuXbtU++rVq1NfjlKQxseUPQRnMSef+qmnnkpjPhk1d+5c/w8uSb7kkkukoLcbp2tB0CfFhcfLDTfc4PrBk6zFExeStEf9rHF+u8UI1fk0pY/fS2lc4+/aQfq/N998swwNst7V1dUZL0w8yrh+/frE9iSvmoitKKVjw4YNM2fO/LrbrFmz5GnyrzWWicQJRo4cmcwi3uO24Oc//3niqxL39mSHwHX+xmSuV4Omx+5WTH1eiUFWZhnpdbvsuaqi9he/+IVeV2XT1tW9TXeuvc5bcTq3fT61YzJpSfKL385IvL4VGLjCwkJ532uvvTalV3lt8tIbDFR1ri4jc96xIlGqn67HsVneetKkSanONliffPJJ8rmSBSPxGHZDQ8PYsWOHDh3q/Mbx9ddfX1lZ+e6778pjteTLeuF64bPei3v00UcfeOABWY+uuuqqe++9d968ebLoSlG1atWqruSuHFJkPSopKdF3qe3z9y5OfOvAqwfnz246LzlqamoKqLuC9Lvf/c71UzhHCv9rrQJPoLqQXNmyZYtuP/fcc2VxUo9lkfjzn/+cocovcbb333+//83MYi5K6ZDqSu+Oy4MZM2Yk/9rEBUW2hrLxUuOr/8ihJXkcyGfpVBN4DS2uNdDevXuTXFt6PLmjtuPO36Po0eDBg+Ula9asSXJ62e7ndVM7Rs7teC+lsffm9bPNmvOoWI9k8ZNt60svvZRqGFnm/F1C3e+J91NNhmt+/F+iFkK1pEkdLH/1hfl6XE81DJnDkCFDNm/ePHnyZKkwZCwxjn/4nLLX7Wqx7JvA9SVBLbQpyf47JgaQxkGp5GV/XeglfaLTq2v0/Z/OOussnUP19+abb/Y6TWHkxPlUDQH+S0Lae0ppvMqfPnDgbLTVWeEUpXTIDn1nZ6d6LA9S+s3z3i9hff9+w+4e7d69W3YjpDRJ9R2T2ZOTekuPWJq06PrD+mY6Q5Lva6PfXUmWpBZMb57hl2RK/Xe+vWZ+55139vjynFdTU/P444+HMwOZjmrVqlVpvCpU12inyvnFW6eUZjJ06FD1qoEDB6o+euCBB9S/1CbdSNGRI0cC7Mr169enNzevgtuIVnaf1NHWXqY6x0QpHUbnJd6Yzn9BmTFjRjLLU1FRUXl5uSwrM2fO7GXAf/7zn3t8u97c+NRf5vZEsy/tX3g9fPiwcbTDeZg9V02ePLnHlOqDwUZ7SrcjSvWX3bwMGDCgK9z7Bmo4ueiii0pLS7dt26YzsHjx4gDP4/eeiurf/u3fguoap4KCAn2i86qrrtLt0nFVVVVdjmsc5d1lAlU0qJ3AEF7GnpLEsxxplIwtLS3OhSdJrt/sSZ4kX51H7uq+Esa5Z67OTtTW1qpbexiXfspjdYZn9OjRxgwvuOAC11D7UGB9V5TS0csjWF1JbMG9boaUttOnT/sUOimdouqNMAxdEsMHH3xgbPfVei61sjqDI9WPM9ToXpsfEl79LoWCMWV1dbW0y6Y81VOxvVm0+npc/SODUHr1QUbPg/h47bXXnDHon1I455xz1OlyYZxp0o/9jyM6z9k556Aen3feeepIuRosE38IWZ8Vdc5TGg8dOvTJJ59UVlZed911PgFE+rBT4L755htnX2TzrV0vEe7bfaFL4gKjvPLKK9mMUOlDgfVdUUqHcQ1WSkeYrHf8+eefr2qIlOrCYMn2V1155s/4+Zfrr7/eZ+KbbrrJ1sdBktQRWVnwtm7dajsWADnL+jgbNlFKh/oW4YkTJ9L7FmHmAgMAIOYYZw0RS0djY2Pa98HKUEgAAIBx1hCXdNDxAABkDuOsIZfTYVwSaDscAAByFuOsIS7poOMBAMgcxllDXNJBxwMAkDmMs4a4pMPrRi8AACAQtof6cIlROjLa95lesAjeyswzPX+Cz9X5E7yt+RN8Ds8/cmKUDlYMKzPP9PwJ3tb8Ix18pudP8LbmT/A5PP/IiVE6WDGszDzT8yd4W/OPdPCZnj/B25o/wefw/CMnRulgxbAy80zPn+BtzT/SwWd6/gRva/4En8Pzj5wYpYO+t4XM20LmbSHztpB5i0i+IUbpoO9tIfO2kHlbyLwtZN4ikm+IUTroe1vIvC1k3hYybwuZt4jkG2KUDvreFjJvC5m3hczbQuYtIvmGGKWDvreFzNtC5m0h87aQeYtIvoF0AAAABIwCCwAAIGAUWAAAAAGjwAIAAAgYBRYAAEDAKLAAAAACRoEFAAAQMMsF1s6dO2fPnl1QUFBcXLxkyZITJ07of61YsaKoW2NjY4/TS/usWbNU++LFi7/88kuvd3Sd7cmTJxctWiQvLy0tXbVqlU/Aff7OaN+/f39tbW1hYWF5efnmzZtTSoIVuZH5Pt9VUlKSah6yLzcyf+TIkblz5xZ2kweHDh1KNQ/ZlxuZT/7l4RGtzKcabcjlTPK9Bt8wsxyrbJp37NjR2dnZ0dGxfPlyyaxq37Bhw8yZM7/uJp0qT/2nnzNnTmtr65kzZ+Rfa9eunTZtmuvbec1WFpelS5d+++23Mtvbbrtt48aN/mEbffz5559PmDChpaVF3l0WiGXLlqWdkKzJjcw7ybtHYquXG5mfMmXKgw8+eKZbU1NTTU1N2gnJmtzIfKovD4NoZT7VaEMuN5KvUWClSXKan5+vHksP7dq1Sz2WBzNmzPCf3iD1r2u712xleulO9VgeJHaqwejjurq6SBy18hLdzDtDkhr3q6++8n952EQ383l5ecm8e2hFN/OpvjxsIpT5NKINuegmX6PASlNLS4tOemFhoSRXPZYH8tR/ek0mfvLJJ6UKdn0Lr9k6+15KbNe3czL6uKSk5JlnnikrK5P53HDDDSdPnvR/edhEN/Oa7A/V19f7vzaEopv5BQsWNDU1dXZbtWqVPPV/edhEN/OpvjxsIpT5NKINuegmX6PASsf+/furq6uPHDminhpJTCxjjen1q8SIESMOHDjg+i5es73ppptuu+22jm7ywKtm95qPPHUe/Fy0aJH/y0Ml0pnXKisrP//8c//Xhk2kM3/s2LHx48erd5cH0Tp2GOnMp/ryUIlW5lONNuQinXyv+YdcKGLdvXv3xIkT9+3bp1v8i+vE6TWZePXq1dOnT1dPjcvivGZ78uTJhQsXSoldVla2bt06fa2011V1RovMx1mbR+h0SdQzr7z66quRO4IS9czX1tY2NTXpa7AidKIq6pn3enn4RSvzqUYbclFPvkaBlZrm5uaKioq9e/c6G43zuPLUf3qDV3XsM1tt8+bNixcv9o/Z6ONZs2ZF8aB9DmReqamp+fjjj/1fGCo5kHnj7aKyN58DmU/15SERrcynGm3I5UDyNQqsFEglW15ennhyR30T4cSJE8Y3Ebymr6+vV18UP3XqVGNjo9ei7zXb22+/XRql3G5paZHC2evgp2b0sSwu+uDn0qVLI7HJy43Md3V/rTdaV5vmRualqF21apW+BisS3yLMjcyn+vIwiFbmU4025HIj+RoFVipvn0D/S7ow8V4aXtNLzTtlyhR5Wlpaatw8w+A6W6mQ1CXqtbW1+/fvTz5g3d7U1CRvLXNYuHBhJC5yz5nMy8rc2tqaRgZsyY3My/ZR3a5GyINIDPO5kfnkXx4e0cp8qtGGXM4k36s9zKIRJQAAQIRQYAEAAASMAgsAACBgFFgAAAABo8ACAAAIGAUWAABAwCiwAAAAAkaBBQAAEDAKLAAAgIBRYAEAAASMAgsAACBgFFgAAAABo8ACAAAIGAUWAABAwCiwAAAAAkaBBQAAEDAKLAAAgIBRYAEAAASMAgsAACBgFFgAAAABo8ACAAAIGAUWAABAwCiwAAAAAkaBBQAAEDAKLAAAgIBRYAEAAASMAgsAACBgFFgAAAABo8ACAAAIGAUWAABAwCiwAAAAAkaBBQAAEDAKLAAAgIBRYAEAAASMAgsAACBgFFgAAAABo8ACAAAIGAUWAABAwCiwAAAAAvZ/AIYdPLKWbmfyAAAAAElFTkSuQmCC)
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