Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dimitrios_Athanasopoulos_041719_11 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 06, 2012 |
Start Time | | 2012/03/06 12:00 |
End Time | | 2012/03/08 12:00 |
Key Words | | GM MODEL SkyTerra |
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 | | -2.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.31 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Dimitrios_Athanasopoulos_041719_11 |
Minimum Dst Value | | -85 |
SW Source | | ACE-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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IE5vdiAyMSAxMjo0MjowOCBFU1QgMjAyMOvfC9UAAAG4dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRGltaXRyaW9zX0F0aGFuYXNvcG91bG9zXzA0MTcxOV8xMTogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBHT0VTLTggdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTItMDMtMDZUMTI6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDEyLTAzLTA4VDEyOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4zODc2Nzk5OTk1LCAibWF4IjoxOC4yMjc5MjAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19tMVpcgAAAARnQU1BAACvyDcFiukAADR5SURBVHic7d1/kFVl/cDxhd1lXXBbUFgVNn5YuCLRSjoMEUMMgzpohGgWkRGhaKRMke1YG2kCEmVKlmgG/sjUiEbJzAgpMjJrqKYMwSFgYpIRRhsZZqfZcXac+/1898Tp8XnOee659557z4/n/fpj596z5zzn85znnPN87vlZVwAAAECs6pIOAAAAIG9IsAAAAGJGggUAABAzEiwAAICYkWABAADEjAQLAAAgZiRYAAAAMSPBAgAAiBkJFgAAQMxIsAAAAGJGggUAABAzEiwAAICYkWABAADEjAQLAAAgZiRYAAAAMSPBAgAAiBkJFgAAQMxIsAAAAGJGggUAABAzEiwAAICYkWABAADEjAQLAAAgZiRYAAAAMSPBAgAAiBkJFgAAQMxIsAAAAGJGggUAABAzEiwAAICYkWABAADEjAQLAAAgZiRYSJG6uhyukLmslLOq0Zq7du1qb28vWnI1Zs3KCVQPW1fmlbqLjDh+InveXO7uc1kpZ1WjNadOnfrcc88lMmtWzjKw0BARK0oG1PWrr69vbm7u7Ozs6uo6duxYLMVWXkh0d955p8Qvfy0x5HLPFW+lVq5cOaRfd3e39q833nhj7Nix5iL1BA70tLa22seXkhcuXNjU1DRs2LBVq1YVDTKwEMvwQCdOnFixYsXo0aMbGxtbWlquvPLK559/Xga2tbW99dZb/mgSmP9Zhp955pkSrcxCthStwMmTJ/uz1pZAlHj8CSscwSQLNpZZl6HaW5zsqZYvX97e3i6NKCvtZZddtn37dv+/e/bskSHN/ebMmSNf1cAC2yhwrQic9eHDh/3C5cOhQ4fMcWq5w8nlzg12NHkG+Fum9B979+6VLlb6mH/9619xFVsbHR0d999///jx4y0x5HIfFGOlNm3aNGPGjH/3mzlzpnxV/3vTTTetW7cucHaWGNavX2/matr4ixYtuvbaa998883e3t7rrrvuwQcfjBJt2EwjLhDpcaVGr776qnyWWT/xxBNSZfl81VVXyWdvHBkuPzwkKu+rDJ8/f743i6lTp+7YscMvbdu2bTJETbCixFBG8GWUnOBB5apucZJdSSYk66SsroX+xpJWkFzH++/+/fslG5Z1uK+frFSyWztw4IA9sLC1wiQZ9tq1a73C16xZI+m1OQ4JFqqKJs8Ac8uUfdbixYu1/8qHDRs2eL/tJk6cKD/sZJ919tlny1fZuUhmpo5v/jSUD9/97ndllyc9llqs9F7Lli3zjprIB78zk33lpEmT5Mf32LFji/a4O3funDZtWqH/bIjf7QXGIDtcrwoS84svvugNP3LkiPxUlV+iMlz2sK+99lp54wfGHFZBKfzOO++Unb6ML0vbH24ZP7DVYlySkl3555Lkw/Tp0/1/SXclbS19SUkJlqTsMpV5QFQbX2JTqz9r1ixLkEVnGnhkyxxN2k49UuWTxTV37lzv89NPPy2rq/z1vsrwZ555xitQBqpdryyrp556KnqCFdb69ta0HxUrdRJzkwxc28PWK5VlC7IXEjZTSW5kscjCkUV0xx13BNZXytGOWKtk8rvvvlsdIl/N3ZombK0weQvNZx4mLLoPLLrQhPw4GTZsmBS+cOHCnp4ef/jNN9/c2tra0tIiBQbOy7LA/RhkBd6yZYtfpqSVI0eOVOeClCPBygBzX3PixAnZdLX/yocFCxZIZyk7INlVyY5P/erlN4Wgjt//umjRIn/r9f/b1dU1b968E/3mz58vX73hw4cP91Il2e8sX77cXgXp+R555BH58Oijj/o/YQNjkP2U/N6VmGXXPGXKFG+45IsvvPCCDJQEQvZc6l64pPEDYw6roBQuX/3hUk7R8bW6xL4kZV/v9y7yQb6qS9jbF5eUYEk+Jzv3ouOrCZb0rOp8LSpMsCSNW7JkideO6nD5Kt2Md1BEurerrrrKaxpZejLcG9krsKOj489//rN8kELkcyF85Q8MMrD1i7ampeRSJzE3ycC1PaxYlWULKhpb4EylEBlNYpPxJQsJrIKs2G+88UbY0pC8RPuvFOWfrQ5bJmFrhUmiWrNmzVv9Vq1aJV/Ncez7wKIL7Wtf+5osNFk4MsK1117rb7y33HKLJGQyXDYWc83xWBa4H8OuXbvkp5c/yQ033CC5rL3WSBUSrAwI+32v/Vc++LsG2SloXwPH1+bidVraf+W31OHDh73P8kHyNu+z/KiVX1resXq7f/3rX+3t7d4O0btKxi/QjMHvyNWYVTJcTS5LGj8w5rAKSuH+eVgZLqMVHV+ri/ah8iWpzcKvr+yIzQTaMqFP0o6XX3656PhXX331dddd19tPPgQu5+gzLZrceKT3XblypXQwks/J+nPTTTf5/bH0Rt6BgUsuuWTPnj2zZ88u9F/kp6Us9913n6Rfhf7s0zs0qDaK/WhTWOsXbU1L7UqdxNwkA9f2sGLDaFtQ0djCZnrkyBHvs3yw76P8orTDRZZJ6gzecMtaoZGovEsShXwIvG7Vvg9UBS40CcBfSf7zn//42aEk+v7CDJuXZYGrMUydOnXz5s3y4dChQ7KjkIwtMDykEwlWBph7ItkCzZ96YR182Gilju/x94Avvvii9F4ShnTS27Zts8QvO0RtX+lf9BMxBvkdOWPGDNmlepP7B/9LHT8w5rAKVji86AIvY0mGHcHq7Oz0DtWYc7EMfOKJJwJ/1pvjSx+2YMGCpqYm6RU2bNigXhRvUWGCpZIeSH6++6cm9+7dO2XKFFkCEyZMkK/yVz5Lp+tfJe3NQgZKF/jUU0/5+b29d7cEWfT3SdhqUFKZ9vFL3UJVRbegstdqSxXMY1TqmLIWnThxQv2X/CAsegRLpa0VWiomafeaNWv8a7ACz2vbaxFloanC9ktR5hW2wLdv3+6t5IsXL/Z+VCBDSLAywNxc165dG3gNlmWqshMs6VPVn/Lm7+Ndu3b5v+9NsndTSyj0H9DybwSLGIN0kE8//bQU5RVYtAph4wfGHFbBuvAjWIHjy+7Vz36kqzCDrHBJFoxrsOSrPwuNNmHgHn/y5Mm7d+8OnJGle3v44YcXLVpkCbJoIWUkWB41dZAESyJZsmRJ4WTfc8EFF5izuOOOO4YMGeJfCVRSglX0CFbYahNWZqmTxLWFFiJsQRFjU8f3j2DJhIFVkNYxT2n5Y5Z3DZYp7HiqNjxwNPsSLrrQZAT/wixVxCNYEVcG2U5XrVo1duzYiBefIT1IsDLA3+RkA3v55ZdXrlypbpxlJ1jS8aiHzcPG9y62kN+akjTMmzfPPwsju0JvJyJpgfxUDQv+0UcfNQ+TzJkzR3rH6DFI+f5VSldffXXRKoeNHxhzWAXr+q/C6emnXoUTNr508NJDSBvJTBcuXGgGWeGSLJy8i1DKD7yLMHCZhA3cuXOneo28ffwbbrhBZipV27Zt2/jx4/1bveyiJ1iBY86aNWvr1q3e+SmprywuP6EUklFJ9+bdTrh58+bhw4erv++LzjpKghXY+kVbU1ulVZY1zR6t/WtYsaqiW1DE2NTxZbv2ls9VV10VWAXZR8meSn4NegtE1p/t27f7Y+7fv18SkQcffFByF/mXfJCvRe8itK8VKi8v8a/BCryL0L7/KbrQ1q1bN3fuXC/RlMj97NC7BkumUq/B0uYVfWWQlVwGejvMsFCRTjRSBviHJZqammQ3IVum+rOp7ARr/fr1UmDRyWVftnz58qZ+0tH6FwFs2bJlwoQJ8rtw0qRJlhNb06ZNMx+iKLutqVOnRo9Byj/77LPr6+tHjx69YcOGsscPjDmsgjKV/P72bhHyHlJgH//FF1+U1vFmet9995lBVrgkPd3d3WHPwQpbJoFHtqRbUp9IZB9fdu7SU0rYs2fPVh9WFCZsppbhZiHPP/+89NzNzc2ySGXuy5YtU1f7N954Q5aYd7XKq6++Kp/Vs1GxJFiBrV+0NbVVWmVZ0+zR2r+GFasqugVFjE0df8mSJbLYZRHJggo7jCTJhyy9trY2mbX32Cr5FeH/d+/evZKIeDPVVq06gzfcvlaoJOORbMwrXD4E/iqw73+i7HYkxxo7dqyM09nZqd7xJwmTbKT+XYTmvKKvDJJQemcJVSRYmUAjAcHYhbmM1o/u0KFDkmQkHUXtaA+AqDbJSv0HvyFb2IkAwehiXUbrF9XV1dXT0/PGG2+EnZfMJckm7RdKxmvz5s3qkxqQLexEEJumIEkHVb4Eg8/EksxEkGXLU12qZMOGDW1tbc3NzeqDWHNP6nv//ffXZl6yEo4ePdq/QRiZQ4IFAAAQMxIsAACAmJFgAQAAxIwECwAAIGYkWAAAADEjwQIAAIiZKwmW+VxgAABQe0lnBDXiTD2daVEAAFLLne7YmXo606IAAKSWO91xnuvp5jFJAABSy53u2Jl6OtOiAACkljvdsTP1dKZFAQBILXe6Y2fq6UyLAgCQWu50x87U05kWBQAghY4dO/aTn/zEne7YmXo606IAAKTQgAEDnLrnzJl6OtOiAACkkGs39TtTT2daFACAFCLByid3WhQAgBQiwcond1oUAIAUIsHKD57kDgBASrjWHTtTT2daFACAFCLByid3WhQAgLS5/PLLSbDyyZ0WBQBki/+AqIcffjjpWKrFwSt2nKmnMy0KAMgQP7sS8jnpcKqFBCu33GlRAEBWbNy4UbsfS3Ks3bt3Jx1X/EiwcsudFgUAZIV6+EoliVfSocWMBCu33GlRAEBWBGZXngkTJngftm7dmnSYMSDByi13WhQAkAmjR4+2JFiqhQsXJh1spUiwcsudFgUAZIKac3z0ox+VIQMHDrSkWd/+9reTDrl8JFi5oq2aSYcDAMB/jRw50uyhjh07VvRo1oABA/bt25ds8GVwsDt2pp7OtCgAIM0ee+wxLWdqaGjw/xt22btm4MCBra2tx48fT7AiJSHByi13WhQAkGZmthQ2woB+9qNZiVShDCRYueVOiwIAUmvXrl1aklRfX2+fxH5hVm3CrtyQIUMyF3OFnKmnMy0KAEgt7YjU0KFDK5k8QwexBg8eTIKVT+60KAAgtSo/+HTppZeax7FuvPHGeOOMXRaPulXImXo606IAgHTq6OioPM/o6+szE6z0H8ciwUqLwGbQ1qdSC4w1QAAAIrntttsaGhpaWlrULmzKlCllF/jkk0+aOdbAgQNjjDl2JFjpYiZYcRUFAEANvOc97zGToVi6pEmTJmUlx9Ke75V0ODWS6nqSYAEAMi0wuyp652AUzzzzjFlyZ2dn5SXHq7e3N/bkMhNSXU8zwWptbW1sbOzo6FizZk0lRQEAUFWWxyvENYvJkyebhV900UVxlR+Ln//85yRYqRPWDPv3758zZ05XV5c5vkX14wUAuO6KK66wd0YPPfRQjLNbvXq1+ewG6SJjnEWFfvjDH7rZHae6npZmOHHixJAhQ2IpCgAAu5deemnUqFGTJk0qOqY9u6pSZ6TlWLGcgozLzp07SbBShwQLAJAG0XOXwKTqpptumjx58qxZs6oXoZpjpeqpDX/4wx9IsFJHa4bFixcfOHBAPhw5cmT+/PnLli0ruygAACLSjg/t2LEj4pie3bt31yDI008/PZ0HsZ577jkSrBQJbIytW7d2dnbK15EjR3Z1dfX29pZUYHUiBQDknJkzNTQ0mKNpDyOofT6hpXc1m6/dE088QYKVZ+60KAAgRp/97GcD06a6/hvb1TEnTpzo/8vPdT73uc/VLNSDBw+mMI/ZsmULCVaeudOiAIAYhWVXZq6gHkBatGhRItE2NTX5MTz66KOJxKDp6uoiwcozd1oUABCjiAnWjTfemIYcYuvWrWoYlVzt/sgjjyxduvSFF144evTovffea7nyzM6eleaYM/V0pkUBADGyJ1iNjY0yTn19fVxpTfUClhRw0KBBbW1tUQq55JJLzBKiPKXCEo8sFu+OwjIKySJn6ulMiwIAYqRmGIcPHzafz37zzTdrQ5599tkEAw68k1HL/1566SVv5Pb2dskOzznnHH/yESNGWEo488wzS43Hn9a7M8Cd7jjP9dRWi6TDAQBkj9+J3HTTTeZA8a53vStV3U1fX1/RHKtOuQzfd8EFF2iH4gKVGo8/offkiMSXT804U09nWhQAEJeWlhY/Pzh48KA/XD2OZWYqCQasipJmlaHUE6D+hBzByid3WhQAULa7775bzZPUHEUbMyz/MN+Tm7hx48YlmGn543vXq7nTHTtTT2daFABQnkWLFqkJRG9vr/pVGznw+NArr7ySSORRbNmyxbyArC7oCJxnxIgR6uRhOdZTTz1ln68/8qBBgwoudcfO1NOZFgUAlEdLNR544AHL0RpJF8yEI5GwS6K9svDo0aMFI3mS4fv27bNPG73W/minnHJKwaXu2Jl6OtOiAIDyaHmDerxn6NCh2shf//rXs5hgBVq3bt2Ak+z3CQZeBW8v3B+NU4T55E6LAgDKEHhEyveJT3zCnEQbx0sgXDB8+HC14pZ3IL7++utqwlpwqTt2pp7OtCgAoAyW7Kqu/wlYRSepfcwJ6unpsSyuvr4+b7Tvf//7ah5WcKk7dqaezrQoAKBU3/rWt+wJVuBUDQ0N/gjDhg2rccyJsyyuCy+80BtHe55FwaXu2Jl6OtOiAIBSaZd+R0yw/AmTfTdOUp599llLjuUd81MX5vDhwwsudcd5rmfEzQMA4LLf/e53amexZ88e7XEGp59+etIxptSvf/3rsARLlqGWqvb09BRIsPLHnRYFAJQk8BptyyNGoWpqarIcx/J5j3EvuNQdO1NPZ1oUABDdj370IzUPuOeee7zhjz32mDfEe4MeIgpLsCQP80dINsKacaaezrQoACA6yyMGUIaXX345MMHy81R3FrIz9XSmRQEA0alJQHNzc9Lh5MHQoUPNBGvMmDHef93pjp2ppzMtCgCISEsCbr311qQjygn1qa319fXqXQLudMfO1NOZFgUARKRmV+edd17S4eRKS0uLpFZf+MIXtOHudMfO1NOZFgUARKHd/vbHP/4x6Yic4E537Ew9nWlRAEAUgVcIodrc6Y6dqaczLQoAKEq7+urYsWNJR+QKd7rjPNdT236SDgcAkBZ0EElxZ2k7U09nWhQAYLdz5041u3LwPc0Jcqc7dqaezrQoAMCOw1cJcmeBO1NPZ1oUAGDR0NBAgpUgdxa4M/V0pkUBABZ1hqQjcos7C9yZejrTogCAMC0tLWpqdfTo0aQjco473bEz9XSmRQEAYdTsqqmpKelwXOROd+xMPZ1pUQBAoNtvv50zg4lzZ8k7U09nWhQAEGjAgAF+djVo0KCkw3GUO92xM/V0pkUBAIHUw1dTp05NOhxHudMdO1NPZ1oUABBITbBeeeWVpMNxlDvdcZ7ryY24AADPqFGj/O7gjDPOSDocd7nTHTtTT2daFABgUi/AOnjwYNLhuMud7tiZejrTogAAEyc0UsKd5e9MPZ1pUQCARnu+aNLhOM2d5e9MPZ1pUQCARs2uxo4dm3Q4TnOnO3amns60KABANXDgQA5fpYc7TZDSeoZtCStXrhzSr7u7u9QC44sOAJAZanY1YMCApMNxnTvdcarrqTXDpk2bZsyY8e9+M2fOlK9lFwUAcMFf//pXNcHatm1b0hG5zp3uuOr1XLx4sXd1YWtr65IlS0qaVmsGya6ee+4577N8mD59etlFAQBcoD6d4fTTT086HDjUHVe3nldeeeW8efN6enrks/ydO3fuwoULo0+uNUNzc/Nbb73lfZYP8rXsogAALlAPX/3iF79IOhw41B1Xt56NjY1vvvmm/1U+NzU1RZ9cawbtqxRujm9RevgAgGyjF0gbdxqiuvWUdKq3t9f/KglWJYedOIIFAIhuxIgRfnbV0NCQdDj4f+50x9Wt5/z582fPnn3ixAn5LH9nzZp19dVXR5/cfg2WfC27KABA7qkXYN1+++1Jh4P/5053XPV6XnvttUOGDKmvr29paVm2bFlJ0wbeRfjaa69xFyEAoCjOD6aQO22R0nqGXT7V3d3Nc7AAAEX19vb6nQiPv0oPd7pjZ+rpTIsCAER9fb2fYM2dOzfpcPBf7nTH1a3n4cOH29raZGnWn2Te+lcb7rQoAKDA+cG0cqc5qlvPM88888EHH/Rv/UuQOy0KACiQYKWVO81R3XrKckxDdlVwqUUBAN3d3TygIZ3c6Y6rW8/W1lb1OVgJcqdFAQDqAxo2btyYdDj4H3e64+rWc/369YsXL+7r66vqXMKE3YoIAMg3dv6p5U6LxF/PeisucgcAVNX+/fv97GrgwIFJh4O3cac7dqaezrQoADhOPT/42c9+Nulw8DbudMfVrWd9fX1Vy4/OnRYFAMdxfjDN3GmU6tazpaXlzTffrOosInKnRQHAZfv27eP8YJq50x1Xt57r1q1bvHjxf/7zn6rOJQp3WhQAXKaeH7ztttuSDgc6d7rjqp8i5CJ3AEDNcH4w5dxpF2fq6UyLAoCzjhw54mdXvOA5ndzpjp2ppzMtCgDOUs8PfulLX0o6HARwpzt2pp7OtCgAOIvzg+nnTtPkuZ48yR0A3PH0009zfjD93OmOnamnMy2KbNndL+kogDxQzw++//3vTzocBHOnO3amns60KDJk2LBhXmcwbty4pGMBMo9TFpngTus4U89+3//+95MOBPgftT944IEHkg4HyLBdu3ZxfjATSLDyxtvq2tvbkw4E+B81wWpoaEg6HCDD1PODEyZMSDochCLByhtvqxs8eHDSgQD/oyZY/OYGKsH5waxwp4GcqWe/QYMGJR0I8D9ql8BL04CydXZ28lslK0iw8oazMEihko5g9fT0sBoDgdTzgx/4wAeSDgc2JFh542149fX1SQcC/JfaJURJsNTx+/r6ahMkkH7Tp0/n/GCGuNNGztSTszBIk0GDBtUZ7JOoYy5durQ2cQLpp/72YCeffiRYecO5eaSKmV35O536+npZUc8991x1/CVLlqhjnnXWWUlEDaQRh6+yxZ1mynM9LX0YkKDGxsawldN/9Ki6rv72t7/Vxhw6dGhy4QMp0tDQ4G8X/ITOBHc6YmfqSYKF1FBTpZaWFnXlHDhwoLmujho1SkuwZKrkwgdSRN0u5KdI0uGgOHc6YmfqSYKFdFiwYIHaJdx5551hCdY3vvENbxLtcvg6HjgC9Dty5Ii6XSQdDiJxp6WcqSdbINJBzZZaW1tff/11/+vx48fV3sK7XPeBBx6oM3AqBCi8/QcJ582zwp2O2Jl6kmAhBXp7e80f3P7XdevWBeZS5kDWZKDw9vODR48eTTocROLO7suZetItIQXq6+vNo1D+kAsuuCAwl/IFXqEFuOmaa64xtyaknzu7L2fqya8c1Jx38End9avZ0p49e7SBra2t9gSrubmZBAvwaGfbkw4HUbmz+3Kmnif9+Mc/TjoWOEE92uTlWIsWLQr8we0PVI9vmaTAiy66yP96/vnnJ1c5IHnq1rF///6kw0FUJFh542+Hq1evTjoWOMF+LGrkyJERx/Rdf/31x44dU4fwPHc4S707xJ0OOx/caS9n6nnSNddck3QsyD//xcxh1JHDLmNXmRds1XHdCRymbjVNTU1Jh4MSkGDlQWBHddFFFyUdF/JvzJgxlmxJe+l4YIKlDbziiiu8kbXRkqgckDx1K5DfM0mHgxK4s+Nypp4nffCDH0w6FuSf5aCUll2JefPmaeN0dXUNHjw4MJE67bTTSLDguMC7cZEV7uy4nKnnSdo7dIFqKDUHMsffuHFjWCGDBg1SU7G1a9fGXwEgxdRN4+KLL046HJSGBCtv/K2xvb096ViQf7H8vA5LsEaMGKEd8RoyZEjFIQPZoB4e5vBVFpFg5Y2/Qba1tSUdC3JLezNaXWWnpD/+8Y8P6PfPf/5THT5z5sw6Q4WRA5kwe/ZsdbWfOnVq0hGhZO7sr5yp50mnnHJK0rEgt8wHWfX19cU+l02bNpFgwUFXXHGFus5z+Cqj3NlfZamelfQo/lTmJcZAXLRVtEodgPZCQ8+f/vSnaswLqNDgwYNlr/utb32r8qK0dX7NmjWVl4naI8FKo0paxd8mBw4cGGNIgErrAO66667azEjMnDmzpBL8B81LFvj4449XKc40806/cki7qtTrpcaMGVNJUe3t7eoKz0/l7CLBSqNYEiyOKqN6arb3NxOsxsbGSkqoUpyppXb85513XixlXnrppaWmuSbJQgYoMp1G3HLLLTGuZmo57MYzzZ0dTpbqWdf/Rk/pSDo6Oko9OOxyX4LaOHTokL+OTZo0qarzUl90WMaKPXbs2IwmWNOnTz/llFM+/OEPV1iOVv3XX3+9wgL9jM3v+xsaGkpNBbxJNNlNJsynwd18883lFXX77ber5bz00kvxhopaytAOp0KZrOf+/fvnzJnT1dWlDTf3TYESiRm5N27cOH8d++Mf/1jt2V144YXDhg1TV+wf/ehHEac1e76qhhoX9R6CjRs3VlJU7EmMtjDXrVvnf5W0KUoJO3bsCNtlBYYnSbZ3lOucc86pMPgqiViRKHgxTp5kZYdTuazW88SJEyU9+ydzfQkyR+0DajZT9VDWpZdeGjZaY2OjGpvZ8z3++OOf/vSn48o2qkQNuJJrp37605+aS+Dqq6+OKzbvQHup+xz7Kym1LE37bzqbLLAiZZQzbdq0CktAqrjTiFmtJwkW0iapdcyf6bhx46Qblr5WO7i7evVqNTZJTcxub/bs2WoHX+1TnGV497vfHVdKoT4KP5YCjx8/bpZW0vqgnRxcvnx5wUi5NmzY4I0c9vLKsuOvhrPOOitwaZRRVJqriTKUtxpkUZbquXjx4gMHDhT6H+c4f/78ZcuWRZ+2pJ0dUKqLL744qXUsrFP3ki1zeKCRI0eqX1N4s60Zc9lFhS2Qsgu899577YvXMu0jjzyiPT5NXfjqcC+3sLRmqlpNDUxNH0stR1s41QgVNeZOO2apnlu3bu3s7Kzr7wzkN3pvb2/0adVN9IUXXqhekHDET37yE+8KGK9XU7u9Gt/5b+/aI2publa/pvA4gRlzLEXFcmJ3wYIF9sW7aNGiwAkDsyV1hFWrVoVFW9efUWlDPvShD5VdixhpWdHKlSv9zz/+8Y/LLieFqyXKUMm2li3O1FNR+a3UyfJ3qan6weqO6dOna71aqeeD4hXcpZdIuy0xbT3Z3//+dzPm1tbWMoo6fPiwWmv14eDPPvtslBL8M4z+MxTe97732Rdv4NMWAm8FlXiijKa2kbb6Pfzww2UsljBe4VLlkqZS4xk2bJg65KyzzopYiPlehJKjRyq505TO1FNR6hODEued6/F2TN/73vfY4yTL3pXWPjUJ64ArVONa2A0dOjSuINXFdeutt/b09PhfpUfv7OwsWoIagPd8h3e+851lLE9znNGjRwfO0X6gS/JC7V8y/j333FPGwlFJ1dQyLbdQ2KPVKhvxZ+GKFSu0Sn3sYx8rsyZImcDNIZecqWexnV1qaeeewq57RW0UvZ7ptttuq3FI2tm9kliqU+Na2IXFefDgwZLKmTx5sllHc5nYC1FH9tKFwYMHF13Ufi288js6OqLPUVsC5vu/3/GOd5hzrPAhpdp19xF/OWjp/tKlS73h5mK30+ry3ve+t/yaIGUirgM54Ew9jZ1dJlx33XX2vbbsWJOO0S1al5OGB0qNGDHCvpL4zPOAgU+29PzgBz+ofV3CqIGdeuqp/ucoR6O9WptXiIedYhO//vWvw0qTlM5scctiVGenfla/Xn755ZUvIvOEWl1lx1PN0kqdSp27pZy7777bXxpeUqjVZd68eWXXAikUcV3KAWfqmfqrTAIVPV7CZVi19LnPfc5c8mpzRHykZLzOPfdcs1sNXFsKb3/g+O7du88555ywVavCN8fFS9tstUpZmAvH9/zzz3vjXHjhhdq/LJccffGLXzSXatgsIoprKa1du9Zs+rJ3dGacX/rSl+yTLF26VB1fvQ9J3f2qk6inaANl+mVBCBTjOp9yea6ntqH+6le/0oYMHjw46RiLsO96Ktl7ogxqJ/HAAw/4wxsbG6UhkjqauH79erNPUr9695otWLDAnPaZZ54JW7XKu4S8Go4dO+ZH5d2hqcZpuZvYcmBJ23CiH4l873vfq4353e9+V13U2lzCAlAniXFZFYIOe19//fWlFvKb3/zGDLXo8UK1vsOHD1f/pd4HoB6RKrqISo0c6edOszpTz5Afmmk+AiQ9XNG9sztrahqkdrFrq4T6Cp2ia3jYelXSg3xVZ599tldCXNn/aaed5kf11a9+tfD2TSPsqKG95962bZs5SZT2lbxBK0p9cKsEo2a3//znPy0xeI4ePRrLUopS/VGjRkWcvIwTjn19fZYFqGbJfjnadfQm74GryBlz9cgrZ+rZ36Lq41h8RY97J0UN0nKnWNJhOiS1i11bJfbv3+9/7unpsU8bloiU/dtDLSSWg8SBj6pS56IeTfTcd999YdtLXfitIVGeiWU+BV6dyjzsZ8/zqncEOuzUW8THB4YFbJlEvRYwsF5qOd7dCeohRu8YsPr1lVdeKa/uSDn7ipQnztRTaVHtouB0nmXTzm7IblGLOcouD/Hyl3ki11pZBF67HZF64KGtrS3iqvXOd75Txhw6dKg2/JFHHtG6ZBmijrBx40b/X3v27CmcfE+ilDZ16tTAuqil+eVoc/EvqDIXSN3Ji8rFqlWrLJVSX9ctiVR9ff2+ffu0cewJ08UXX6yNf9FFF2mR+D+Wqr3nqeSyd20Sc/nbJ/nLX/5ijmBvWfMBYMgr+4qUJ87U8+0tqp50SGFjn3feeWp43sU9EyZM8L7KDvr9739/aoPPq09+8pP+Mr/xxhuTDudt1K601GdCaqL0puoFOkUvZrKMIJ/HjBkT1peb1KK6urq0/6pzUYc/9dRTEet+6NAhc6YzZswIK9n0j3/8wyy2vGBiMWTIEHORdnd326dST+dJ+qs+hCJsEu2AWeA4P/vZz9RxRo0aVXQS5JI7ze1MPY0WTe1BoKamJm2HaI7z6KOPpjP42vvoRz/qL4qqHlhK7QpT6O9H/di0i4tLpeZqUcapO5n37Ny5c9KkSXVB/Ak/+MEPav+Kchm4r6OjQw1DO28e+Aq/Uo8Shc3ajDPwrH1gmf7vpQRviCvpGKd6GvTee+9Vr6y48sorAydRH8ZmSfHDmlsmr6h6yJSwLSV/nKmn0aLnn3++v3kvXLgwkag03/zmN81dz6c//WlzTPW0zi9/+cvah5oSf/nLX7TF1dLSUqV5Fe1HEzRv3jw/tvnz51dS1NSpU/2iPvKRjwSOY66l3mm+MP6E0dOpoi/p82hZjpdhqwMnTpxYUvUjhlf39sdxWSJMDzXOcePGRRxTGxJ2ZZ46ieydIhaeieWG2LnT4s7U02hRNUdJw6NWAu8ZtNwq74+Tkte7JiKwG44949RehJLOi/b88Ipe1W6n3tg1aNAgfwmPHTs28JqeMOrjDMwg7bwlfPz4cTVVklawV9yjpVz2zr5oaRZjxoxJw2Nmo9OaL2w07XJPb2DRCaMvBPM2zJQvN8TOnRZ3pp7F3gVW+5BUgQ/ssR8290drb2+vWZypYunvf/azn8U1F+0ioToHMlq/piWdv9Oo5Rw+fFgr2aQ+AbWkaKdMmWIps9S621/jrZoxY4Z2SjQNv9Ps1Gg/8IEPBI6jVtl/8JXWshr1ktAoC+Gyyy5T5/KpT32qgjohewLXolxypp4pTrACL+8oOpU/clNTUw2CTJsnn3xSW2LaMoxlLmax6Tx8Fa+6yMLODHorsP91+PDh119/vZqOxHvsx7zg3bN9+/ZSizrjjDP8yb1c4ZZbbgks3LuuQK3In/70p0pqUQNae3kD1dRWaxf/QQnqj5kLL7xQK1adasuWLTWtEjKowu09Q5ypZ7ELOG6//fbaRxX4uOSIDwP0x0/zs1Kr5LHHHtMWWsFIhirPhMwkoMIb9LIiyoErGefZZ58tGNnYHXfc4Zdjmfwzn/mM+vWcc86pMGZJBcy5lFGOeoLMf0aD+ihR39e//nXvv/ILR9a9a665psIq1IZaBcvT9erevgVt3rw5cLhZZm1rg0xyZz3Jcz2L7m1lF2nZa1Rb4K//uXPnRpw8wciTZXb/S5cu9f5lviImxrlEfwp21tn73dNPP90cXxaX5EzacEshBaWxYjwEqx6Mefrpp+Mq1vOd73xHrcKxY8fiLb82zAelWtpIFfYvdW1xbV+E8phrV145U88I12ZGfMZx5c4999zAxwXt378/eiFhL0+tMb8iZb9ZxfTxj3/cO1thZkjmctOu+dBGKO+4QtG55Nv48eO1NdP/sHv37ujlRO+8syIHVShEOEIZmCeFPaZEnTDwlmdAk+nNpyTO1DOkRdW9RrXPtf3tb38LOzZQxqzVX6LViDYKbU9djTLrTl5Urj7t0L7cKowqSmeTb1EeGhnFQw89FNfanhJpfhZadMePH9daRH4/yM/LpUuX3nrrrWFTqQ9nvueee7yBlbxCAM7K9OZTEmfqGdKi+/btU3c0X/7ylyMWuGLFCtkrmfccyc5LG3POnDnm1aOq8i5AUe92LmPyWGgVKWnaadOmqft3b2BJz0lavXp1YMkHDx5Ux4x+EMvNS9oDjRw50qv+k08+WXlpo0aNUs/evv7665WXmZRTTz21oaHh5z//edKBVKSvr6/U2zZ/+tOfahustrVeeumlVY4aOZFgn1VjztQzvEXNJCnwfNC8efO8a02K9v3q88Sr96pX9YGQZRdSiRtvvFGrjplchvnEJz6hTbt8+XI15bIruty0l8hGCanoO14Ax2lbBxsLypNUn1V7ztQzvEW1N2RZdiIxqvyanttuu80vrcKiovvzn//sHY2bOHGiuXCiPxC/6PJR34mriXgrnzqJfczAVqbDADSWDTbp0JAl7qwwztTT2qIlPaI6UMRUTEbbu3dvLDVSX8h65MiRWMq0u+uuu+y1i3g7WJRl5T2OfOfOnWVfJKdO+M1vfjNwnLAc7rTTTos+I8ARYfvJ3//+90mHhiypI8HKmaIt+pWvfKWk41Uy8pIlS9QSLPc/V+lwiF++BF+N8sNmV2o1LUsmcJc9ePDgyqNdtWqVPTAOXAEl2bNnj7m9ZPqKOiSijgQrZ6K36PHjxwOvXpeBYe++VX3nO98ZOXKkegFp9Q6H+OFNmjSpSrPwRcw+zQktD1XyshmtZP/tHJWzBGYmdhLGihUr4po1kEvq1iq/YZIOB5lEgpU3uWxRf0936qmnRhnff61eqcdphg0bZkmqwu5db29vt09VUgxlCLuH/Le//a0Wyfnnn1/tYAAAhZx2x4HyXE+tR086nPj5VYtycdLevXvt+Y16551a4PPPPx+WTnlf1UfS+1MFHrgaoIhrIVgsWLBAnbt/d2fuVwwASC139rrO1DOPLWrJlkzmOT5JONrb28PO/XlltrS0aMOPHj2qfl22bNm4ceO0ZCUwu7rrrruquzgi1Lqnp0cbcsMNN9Q+KgBwVi6740DO1DOPLRr9udKV3ybp6ejoKLz9jW/yddOmTf4Iv/rVrwrGIaJk3zOjRqJlV9l9pDgAZFQuu+NAztQzjy0a8XWEr7zySizZlSVP8scZP378GWecoSY0O3bsqELVS/D5z38+sDrcMAgAtZfL7jiQM/XMY4uqbwezjKYdtrn//vsDsw1J1zZv3myO77Hf3OePpp0cXLlyZcx1LktgjWr2bm8AgC+X3XEgZ+qZxxZdvXq1ny6oj1ZXj81oJwf9J014r/0RbW1tZsn++xPF0KFDi0YSeIgoVctcu6Owr68v6YgAwEWp6hqqypl65rRFwzIbySEeeugh9YXQddW85CjwEJH6TkYAAAr57Y5NztQzpy0almDV+HiSet2Vj3NwAABNXrtjkzP1zGmLnnLKKRGzqwULFlQ1Eu0gVsRXMgMAnJLX7tjkTD1z3aJNTU3e9VLDhw8PfAZVLG/3s9uwYYM/O0n7qj07AEAW5bs7VuW5njU7QZY2R48eHTRoUH2/6dOnJx0OAAD/5U537Ew9nWlRAABSy53u2Jl6OtOiAACkljvdsTP1dKZFAQBILXe6Y2fq6UyLAgCQWu50x87U05kWBQAgtdzpjp2ppzMtCgBAarnTHTtTTwAAkAJJZwQ14ko9C5Gz5nhHS3+BualI7AVSkdwXSEVyXyAVyW6BOeBKPQus7imbb/oLpCK5L5CK5L5AKpLdAnPAlXoWWN1TNt/0F0hFcl8gFcl9gVQkuwXmgCv1LLC6p2y+6S+QiuS+QCqS+wKpSHYLzAFX6llwqVGdRRPnHk2cezRx7rnTxK7Us+BSozqLJs49mjj3aOLcc6eJXalnwaVGdRZNnHs0ce7RxLnnThO7Us+CS43qLJo492ji3KOJc8+dJnalngWXGtVZNHHu0cS5RxPnnjtN7Eo9AQAAaoYECwAAIGYkWAAAADEjwQIAAIgZCRYAAEDMSLAAAABiRoIFAAAQswwnWHUnqQN37tw5a9aspqamlpaWJUuWvPbaa4HTrly5cki/7u7uKMORiEqaiSbOBLbi3GMrzj224jAZTrA8WqNedtllO3bseOutt3p7e1esWCENbE6yadOmGTNm/LvfzJkz5at9OBJRSTPRxNnCVpxXbMXuYCs25S3BUknTNjY2mmNKyz333HPeZ/kwffp0+3Akooxmookziq04r9iK3cFWbMpzgrVt2zY1a/bHbG5ulvb2PssH+WofjkSU0Uw0cUaxFecVW7E72IpNuU2w9uzZM3HixMOHDxedxM+sw4YjEZU0E02cLWzFecVW7A62YlM+E6xdu3aNHz/+xRdfDJwk91lzPlTSTDRxtrAV5xVbsTvYik05TLC2bt06evTov/71r2GTaOd35at9OBJRSTPRxNnCVpxXbMXuYCs25S3B2rBhQ3t7+8svv2wZ07tD4bXXXgu8c8EcjkSU0Uw0cUaxFecVW7E72IpNGU6w6t4ucKDa5Orn7u7uwGdshA1HIkptJpo4c9iKc4+tOPfYisNkOMECAABIJxIsAACAmJFgAQAAxIwECwAAIGYkWEgpy7tCw94Dal5NaS9HE1isTD5z5kxv8kWLFr366qslTa5d5tna2lrSQgAyLR9b8eHDhy+77LLmfvLh0KFDJS0EOIsECykV9q7Qou8B1XbNUd45ain2kksu2b59e19fn5Swfv36KVOmlDS5SibP9B0xQKnysRV3dnauXbu2r9+aNWsmT55c9gKBU0iwkAHqu0KLvge0LuSNDQXjnaOqiK8XlR/B5U0usz777LOPHTsWFhuQb9ndiuvr66NMDmhIsJAB6rtCi75FwbJr1t45qiparAy8++675Zd0eZM/+OCDy5YtCwsMyL3sbsVXXnnlmjVr3uq3atUq+RoWG6AiwULaae8K1fa85m/ZsF2z5Z2jRYv1Lgppa2s7cOBAGZOLjo6OwIcaAy7I9FZ85MiRsWPHepPLB45DIyISLKSa+a7Q8n77muVo19JG+e17xx13TJs2rYzJn3jiCX71wllZ34pnz569Zs0a/xqssONngIYEC+kV+K7Qou8BNXfNRd85GqVYT8SLP7TJJ0+evHv3bsvcgbzKwVasjR82OaAhwUJKhb0rtOh7QLVds+Wdo1GKXbZsmXdX9okTJ7q7u8N22Zaodu7cGXaxLZBv+diK5QfSqlWr/GuwuIsQEZFgIaUs7wq1vCbWHN9SjiawWPnd3NnZKVMNGzbM/gCesKhkl719+/ZSqw/kQD624gMHDnhP4RLyIewSLkBDggUAABAzEiwAAICYkWABAADEjAQLAAAgZiRYAAAAMSPBAgAAiBkJFgAAQMxIsAAAAGJGggUAABAzEiwAAICYkWABAADEjAQLAAAgZiRYAAAAMSPBAgAAiBkJFgAAQMxIsAAAAGJGggUAABAzEiwAAICYkWABAADEjAQLAAAgZiRYAAAAMSPBAgAAiBkJFgAAQMxIsAAAAGJGggUAABAzEiwAAICY/R+zb3dzNFB5uAAAAABJRU5ErkJggg==)
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