Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Espen_Fredrick_050523_9 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 16, 2015 |
Start Time | | 2015/03/16 04:20 |
End Time | | 2015/03/16 06:08 |
Key Words | | Bad Bz Omni 20150316 |
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 | | -12.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.04 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 116.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Espen_Fredrick_050523_9 |
Minimum Dst Value | | 7 |
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 THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEp1biAxNSAwNTozNjozOSBVVEMgMjAyM+AmpQwAAAGxdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRXNwZW5fRnJlZHJpY2tfMDUwNTIzXzk6IFNXTUYgcGxvdCBvZiByaG8gYWxvbmcgVEhFTUlTLUQgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTUtMDMtMTZUMDQ6MjA6MDAuMDAwWiIsICJtYXgiOiIyMDE1LTAzLTE2VDA2OjA4OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MjcuNzk4Mzk5OTk5NSwgIm1heCI6MTAyLjQxMzYwMDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2fEWiAAAAABGdBTUEAAK/INwWK6QAANlxJREFUeJzt3X9sFGd6wHEn4CwO+IxbwhnqQ4ZC4wsQsMKlFvI5e2RzMcEUKKZnca7rcC4yCmnJYXR065ZrQDGVm7qUQ1aLFdNSyRH0ZJ2s0wr5FFtwPdQ6qi+yTm5kIaKC4shGIGSdLGRZ7hO/utF0dmc8a8/uzO77/fxhzb478+77Yzzvs+/MzuTMAgAAwFM5fhcAAAAg2xBgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLCQtXJyFrJ7L2wrpFQqOuXmzZvFxcXz5pyKj2YfA3TA/zmylt0w5jy8MfgFUCo6pby8fGBgwJePZh9LHdoWwcG+iC/lxAlISRaZVaq3amlpWT4nGo2ac7CrQlLrf/TRR7t27QqFQvn5+UeOHBkfHzfSw+GwSq+vr//8888dSvjw4cPDhw/LyoWFhe++++68NXr8+PE777yzbt263Nxcyf/gwYM///nPJXH16tUzMzPGapKnsSzpRUVF8kFS+G3btlkyLCsrMyq14M5NxTyTtIknH70Aqfv/iv9HVp+V8BPt+sWcPm+HqoWEu41DCZcsWZKXlyeZnzp16osvvrBbM7nKLwJhGVKBvQpfCs7xxcOSpDrA6uzsrKysfDBHIh556ZxDsuvv2bOnr69PwpepqSkZvSTYUumvv/76jRs3pqen5a329vaXX37ZoZASgTU2Nj558kQyOXr06AcffOBcqd27d588eVIFbbLVj3/8YymqLB86dEiW1TqSLgOkZKheSvqBAwdURcrLy6XMRm6xWExS4sfjZKUiwHK5SWYFWHYfMW+AZZeJyw61220cPlT23l/96lfylUNi9//93/+dtwopFZwDILIJexW+ZHd8kePp1q1b5bt+SUmJMTbLyu+//74cFiW9oaHBGGhFNBotLCyU9MOHD09OThrrSzChvt3K199PPvkk2ZJI4sWLF4uKimRcd/ggObJLeSRRytbW1mYeBsybmz/iBz/4QUFBgXznlhUsBRgaGlq7du0//dM/2RVVoiXjHJMsVFRUOFRhAeubyWgkrZfwLeeZGHnX6CBZMKI0u8+VTzHPVBlkT9i7d69a7u3tlZaUv+qlpP/0pz9VGUqieWSVOv7kJz9xH2DZ7VrGhpJy7NgxNQsoC2oF51mxZDeJ31sS7r0Js7W4f//+wYMH8/LyZFsJQYw5SOfqOHyo3R6esCUdXloSHQIslx1qt9vMWzBx/vx5qVT8avHTaeZ+mbdtZ22OErNx//Xxn+XQL0YZpFmuXbtm5CnBpRwuzJ8CEGDhS3ZH2FWrVqnvr3L8evvtt42VDxw48HiOLMjRSqX/8Ic/3Ldv34MHD6anpxsbG83rywFO0uUQLMOn84yL3UhQX19vHLzsPkhKYi6Y+dBs3txI/+u//ms5NEs+Mm4ZtVDv3rhxQw6XElU4FFUO7sagIgvy0shBDt9y3H/++efPnTu34PXNpCTm2MjI5MKFC3v27HEopDnAkmoaHzpr09TyKUeOHPnFL35hGS/lpTSItNXs3Lh16NAh1WKyY0i6WlllKLX4+OOPZUEykeVZFwO5uUgJdy1jw1OnTknXGyvIy3lzTnaT+L0l4d5rl63Z5s2bVUvKjip1McIIN9VJ+KFqD5eyyfoSXqQhwJp116F2u828BZudO70osY6bKpj7Zd62tTtKOPzXGxz6xSjDzZs35cunsclbb70lIa9z3aEbAix8KSeOSpfv0PKNzXKVj7xrTOl/9tln8n1OLRcXFxvpv/71ryVoMNY3xniHmZiEJTES1dDu/EEy0psLZre5kS7ry2rxBejs7JS31KDiXFTzy/h6ffrpp3IotxvR513fMDw8LMOJpaiqfVavXj06OupQyLq6uqNHj07NkQXnxp+du2arpaVFRg4JxaSdT548KSnqLSmY+sb/+uuvS5EikYgsy/BvqWBHR4eEX7NzM1tq1tPcEfGda6lUwl3LWFlSjHaQBam+ZYV4yW4Sv7ck3HvtsrUj2xphhJvq2H3o/fv31bIsJBVgJWT3rjkT5w5VCw67jXPBlIS7ZXwVzP1ilrBtHY4SCf/rzS8d+sVchvLy8g8//FAW7ty5I4dKidgSFg/aIsDCl+yO1J988okcW+XYJN9cjekcu0DBcow2TufFHyiTLYnzaDHvB7lMNxKlsm6uB7ebkTKTb8DLly9f2PqKfFHetGlTwvOqkol8ad65c6dDIWWcq62tDYVCMmZcunTJGGbckKFFvpcbM2e/+tWvXn75ZfnQr3/96/JS/sqyjKkSbKkVVHtKooxtP/nJT+SveWZrdr6uj1/BvGu5XGEBeTqv73LnSRgi/OIXv6isrJSOtttRXZZt3j052Vo4Z2tZIdkOtew2CYM2MwlZEu6WzlVw07ZujhJuPsuuX27cuKH+FxoaGoxrDAADARa+NO/IJ8O8eTrBbgbLuBLCIfPFB1h2H+Qwg5UwN7vvspK5xFgXLlxwKOds3DVV8jJ+HXPAlOz6oqenR74ZDw0NORRj3kkpw5UrV+rr612unDB/CbAkkyNHjsz+ZlB56aWXjHeNhpWwT2rx/vvvW9LdBFjzzmCZV3A5g5XUJi4DLLtszWRH7e3tnZ6elmX5G98OLstmXt+YwZIN0xNgzS6oQ+12y/hN3nvvvfhrsOLXjD8IOLetw1HCzQyWy32mrKxMvoyVlJS4vAQNWiHAwpfsDpRy4FMHIwmwCgsLjZXVhSDCfKHM+fPn9+7dqwaA0dHR+KsinD/L4V1Lot0HGVeoiH379s0bYKmrMeQoHH81hiRu3rzZ+aIK9atAWdPyq0ApjzptJyWU8hw7dmxh61+6dEkGiZGREcvnygp37tyZnYvGotFowkDN8NZbb8knytE/Fott2rTJfD4xYVPv2rVLojp1fkrKeerUKXP+ElFJkdTPCT/88MNVq1aZv7jPO067CbAS7lrGhsZldqqLjbOTMvzb/drfbpNFBlh22ZrJv4xxCWNdXV18O7gsm3n9gwcPqvY5dOhQ2gKseTd03m0Sbiv7pOzbLS0t5mjGzNKnlsLM27Z2R4mE//WWz3K/z8j/giTKt46EdYTm2A/wpZw4Kv3atWtf//rX5cvo1q1bzacIJfJQP89RtwAw8pGDmnyZW7JkybZt24yf2HgeYNl9kJREyiOllbJZfkVol5scOuXYmvBXhHIIlsztrjpXJL6Jv6+VjDSyoeQj35Ulf8uvLN2vb9cpxvpSTfP9sRKSQ78MYNJTkUjEOJeXsFmUn//85zJy5+XlSdvKhhLMmfN/+PChNK+6DOXzzz+XZfOlNp4EWAl3LWNDaZy33347NEdiR2OF9vZ2SUmYv90miwyw7LI1k3+ZDRs2SEuuW7dOwuX4dnBZNvP60uPGHu4weZlsgJVwT3Pfoc67jWVbRapcVlYmoYzdmpY+tRRm3radtTlKzCb6r7d8lvt9Rv4Z1VnChO0DzbEfIGkcPpAi7Fru3blzR6IHv0sROMa1Vulx8OBB4/5wgAWHMySNURApwq41r1OnTk1OTj58+NDuvKTOJOg0rttLgw8//NB8pwbAgsMZkubyGSPzZhJv8dmmQkYUNSMKOa9MLHOaXbp0afXq1Xl5eZZ7/GJ27oe6DncG9pbsq+vWrZv3Zi7QGQEWAACAxwiwAAAAPEaABQAA4DECLAAAAI8RYAEAAHiMAAsAAMBjugRY8bcqBgAA6ed3RJAm2tRTmx4FACCw9BmOfa6nXTzb0tIS/8g2h3TnzLUKmQEACCx9huNA1NPS3J2dnZWVlQ/mhMNheemcvoCPAAAA6afPcByIelqaW6KogYEBtSwLFRUVzukO2TKDBQBAcOgzHAeinpbmzsvLm5mZUcuyIC+d0xfwEQAAIP30GY4DUU9Lc1te5ubmOqebN+RnCwAABJY+w3Eg6skMVnaYmJi4e/fu1NSU3wUBAASUPsNxIOrpfA2WvHROX8BHwHMjIyOhUEja+Q//8A/9LgsAIKD0GY4DUc+EvyIcHx9P+CvC+HSHbDlFmDb9/f2qnVetWuV3WQAAAaXPcByU+2BZYqBoNJrwfld26W4+yJsSw8ajR4+IZQEAzvQZI7K5nsxgpdO9e/dUO5eUlPhdFgBAQOkzHGtTT2161C9tbW0qwFq5cuX09LTfxQEABJE+w7E29dSmR/1SXV1tTBaOjIz4XRwAQBDpMxxncz05RZg2U1NTy5YtU+cH5W8sFvO7RACAINJnONamntr0qC/UTwg3btx4/PhxWWhra/O7RACAINJnOM7mejKDlTZnzpyRFm5sbGxvb5eFpqYmv0sEAAgifYZjbeqpTY/6Qp0ZvHr1ak9PjyxUVVX5XSIAQBDpMxxrU09tejT9RkdHpXmXLl06MTGhlrlTAwAgIX2G42yuJ6cI0+Py5cvSvPv371cv1dXuk5OT/pYKABBA+gzH2tRTmx5Nv5qaGmneixcvqpelpaXycnh42N9SAQACSJ/hOJvryQxWGkxPT69atcocUVVVVcnLnp4efwsGAAggfYZjbeqpTY+mWW9vr+Wiq5aWFkmRvz6WCgAQTPoMx9rUU5seTTN146uGhgYjpaurS1Lq6up8LBUAIJj0GY6zuZ6cIkyDLVu2qBs0GCm3b9+WlO3bt/tYKgBAMOkzHGtTT216NJ3GxsaWLl26YsUK828GHz16JK0tiT4WDAAQTPoMx9lcT2awUq27u1satrq62pK+cuVKSZ+YmPClVACAwNJnOA5iPR8+fHj48OFQKFRYWPjuu++a32ppaVk+JxqNJpWnPj2aTuoHg/FPHqyoqJD0/v5+PwoFAAgufYbjINazvr6+sbHxyZMnU1NTR48e/eCDD1R6Z2dnZWXlgznhcFheOufDDFZKSe+oe4rG3/KqqalJ0js6OnwpGAAgsPQZjoNYz1AoJIO3WpaFXbt2qWWJrgYGBtSyLFRUVLjPU58eTZu+vj5p1aKiounpactbra2t8tbp06d9KRgAILD0GY6DWE9zgPXkyZO8vDy1LAszMzNqWRaMdDf06dG0Ufe7Mt+gwaCuzTIengMAgKLPcBzEetbV1R09enRqjizk5uaqdEuvGOmGHEdpKr02HC604pHPAICE9BmOg1jPhw8f1tbWhkKhoqKiS5cuFRQUqHRmsILj3r17y+YYc41m09PTS+fEnz0EAOhMn+E46PW8cuVKfX29WrZcgyUvnbdlBit1Ll68KE0aiUTsVigpKZEVRkdH01kqAEDA6TMcB7Geb7311vj4+MzMTCwW27RpkzFIq18Rylsuf0Vopk+PpkdNTY006dmzZ+1W2L9/P498BgBY6DMcB7GeV65cKSoqCoVCkUjEcguAaDTKfbB8Nz09vWrVKmnSwcFBu3VOnDghK7S3t6ezYACAgNNnOM7menKKMEUkrpL2lBjL4RKry5cvyzqNjY3pLBgAIOD0GY61qac2PZoGp0+flvZsbm52WEc98rm8vDxtpQIABJ8+w3E215MZrBQpLS2V9uzt7XVYZ2xsTN2GNG2lAgAEnz7DsTb11KZHU+3u3bvSmHY3aDBTD9KZdzUAgD70GY61qac2PZpqHR0d0phVVVXzrlleXi5r3r59Ow2lAgBkBH2G42yuJ6cIU0HdoOHMmTPzrllbWytrXr9+PfWFAgBkBn2GY23qqU2Pppq6QYPl9hkJSRDGI58BAGb6DMfZXE9msDynfhvo8tJ19cjnurq6VJcKAJAp9BmOtamnNj2aUuoGDU1NTW5WVtHY9u3bU10qAECm0Gc41qae2vRoSkm05P6yqqmpKe7UAAAw02c4zuZ6copQ3Lt3r7+/f2xsbPFZqRs0LF26dGJiwuUmEl3JJlKGxX86ACAL6DMca1NPbXrUzHhoYHFx8eJzc3+DBkM4HJZN+vr6Fv/pAIAsoM9wnM311HYGS+KqWCzW2Niooivl7NmzDo8OdKOurk7yaWtrc79JU1OTbHL58uXFfC4AIGvoMxxrU08NejRhXBUKhYzljRs3Oj/fxsHU1NTKlSslk5GREfdbtba2yibHjx9f2IcCALKMDsOxok09F9ejEl4MDw+3tbW99NJL9fX1jx498qpgi5cwrpJgqK6urqenRz2ppq+vT6Ir9VYkEhkdHU32U77xjW/ItmvWrElqK3Wnhurq6mQ/DgCQlQiw/PTZZ5/t2bMnb44s3Llzx3irpaVl+ZxoNDpvPkmdIpSY6ezZs62trRKvqHDq+vXr8nE1NTVbtmxZunSpOatt27ZJ7LLIM26Ld+LECYl4pJXs4iozKa0EiGoWSqrT3Nw8b5gom/T29sqnPPfccyr//Pz8pEo4MjKiZs6SqxgAIEsRYPlJwpf33ntves65c+fKyspUemdnZ2Vl5YM54XBYXrrPc94effPNN1UMUVxcbAmnjPNr69evN6dI4CUBmV+zWV1dXW7iKouJiYmGhgZVwVWrVkkmCcPEW7duSVylfgOoPPXUU/J369atSRVS3alhxYoVvgejAIAgIMDy05IlS8wvQ6GQWpDoamBgQC3LQkVFhXM+7mewxsbGVq9ebQmnqqurm5ubr169Ojg4ODk5KavJX4lIuru7L1++LJ+u1ly2bJmELOl8pLEESeqBgEZ0NW9cZSE1Msq/Y8cOCadUel9fn1TZOJloDt1++ctf9vf3u79Bg6GkpCTH3aN1AABZjwDLTwcPHjx37tzMnHfffVdeqvS8vDxJUcuyIC/d5+nQo3fv3lVBgJDA5T/+4z9UODUvCVNqa2uN6a7y8nIJv5KNdZIlH6EmliT0+Yd/+AcJeqT8C86quLjYiKUkUjSWJb2xsdHNlNi8qqqqJMNYLLbIfAAAWYAAy0/37983Ih5Z+OKLL1S6pVdyc3MtG8af15t3BmtoaEjFK5FIZGEn+yS+aWtrMwpcWFgo0cmePXtcRmnujY6OqmBFhMNhT+4dKoU8fvy4Oa46ceLE7du3PTyjp+7UkNTNHQAA2YoAy08S65w7d864BmvXrl0q3fMZrL6+PnXRd21t7SLjISnq1atXJQBS1yqJiooKyd+rSKWjo2PFihVqnkmWPQyApqamtm7dmjN3B9FUXCmlbk/a3Nzsec4AgIxDgOUny9SU8dJyDZa8dJ9nfI/29vaqkOX48eMeBhZvvPGGedpsy5Yt7e3ti7kQfmxsbP/+/cbE1QLusOCvWCymSu53QQAA/iPA8lNZWdm7775rXINl+RXh+Pi4y18ROpwibG1tVZccnTlzxtvCT01N9ff3/+d//ufly5fVo5HVtFNTU9PQ0FCyuRlXXHk+cZU26gmGnjyrBwCQ6Qiw/DQ6Orpr167QHFkwz9lEo1H398EyM/eocdWRhCyeFdrG7du36+rqjOvHKyoquru77a4cf/TokYQjt27d6unp2bNnzzPPPJO5E1dmqvqeX5QGAMg4BFjZIH4GSyKb2tpaNSEkQUzaSjI2Ntba2mpcCJ+fn5+Xl7dmzZrvfOc7kUhk+/bt8lbCm28JdTla2oqaCqWlpVKRBUzgAQCyDAFWtlEzKOpXeCtXrvTrrgES1ZkvhLeQsK+4uHjHjh2yzle/+lVJ+cpXvrKAW08FjQpqu7u7/S4IAMBnBFjZJuc3jz0uKipK501BEzpw4ICU5JlnnvnhD3/Y29sr5RkdHbWcQZuamrp7924WRFfi9OnTUt+Wlha/CwIA8BkBVjaInyJauXLlgm/L6aHp6emsCZ7cUE/1qamp8bsgAACfEWBlGxVg/ehHP/K7IDq6fft2ztwdK/wuCADAZwRY2cAyfRWEuSs9jY2NqSvM/C4IAMBnBFjZRp8eDSZ1p4ZUP6gRABBw+gzH2tRTmx4NpvLycumC4eFhvwsCAPCTPsNxNtcz/j5Y8At3agAAzBJgZR99ejSYzpw5I11w9uxZvwsCAPCTPsNxNteTGazg6O7uli6ora31uyAAAD/pMxxrU09tejSY1J0aduzY4XdBAAB+0mc41qae2vRoME1OTi5dupQ7NQCA5vQZjrO5npwiDBT1rOt79+75XRAAgG/0GY61qac2PRpYkUhEeqGvr8/vggAAfKPPcJzN9WQGK1CampqkF9rb2/0uCADAN/oMx0GspyUwKigoMN5qaWlZPicajSabp9fFRHJaW1ulF06cOOF3QQAAvtFnOA56Pdvb241YqrOzs7Ky8sGccDgsL93no0+PBlZvb6/0QiQS8bsgAADf6DMcB7qeMzMzGzZs+OKLL9RLia4GBgbUsixUVFQ4b84pwkAZHR2VXigpKfG7IAAA3+gzHAe6nh988MGxY8eMl3l5eRJyqWVZkJfus9KnR4Ns6dKlPPIZAHSmz3Ac6Ho+//zzIyMjxktLr+Tm5lrWz3GUjhLD0caNG6UjBgcH/S4IAMAf+gzHwa3nj3/844MHD5pTmMHKdPv375eO6Onp8bsgAAB/6DMcB7eeZWVl//Vf/2VOsVyDJS+dc2AGK2iam5u5UwMA6Eyf4dizejY0NOTn56u7Khw5cmSRuX300Ufx17CrXxGOj4/zK8IM1dXVJR3R2Njod0EAAP7QZzj2pp4HDx7ct2/f5OTk7NxT5/bu3Xv48OHFZCiB1I0bN+LTo9Eo98HKXP39/dIREhz7XRAAgD/0GY69qWdubu6TJ0+Ml7IcCoU8yXkxOEUYNPfu3ZOOKCoq8rsgAAB/6DMce1NPCafMv72XACupK9DTQJ8eDbhly5ZJX0xMTPhdEACAD/QZjr2p54EDByKRyOPHj2VZ/u7atauurs6TnBeDGawAKi8v504NAKAtfYZjz+rZ2Ni4fPnyJUuW5Ofnm+8OGhD69GiQjY6OFhYWSl9873vf87ssAAAf6DMca1NPbXo0yNSvCMXWrVv9LgsAwAf6DMfZXE9OEQbN4OBgbm6u9MULL7zgd1kAAD7QZzj2pp6fffbZ6tWrpdWW/Eb8c2z8pU+PBlxfX5/0xebNm/0uCADAB/oMx97Us6io6IMPPjCeYxMQzGAF0KNHj6QvVqxY4XdBAAA+0Gc49qae0l5Bi64s9OnR4Fu1apV0x9jYmN8FAQCkmz7DsTf1LCgoMN8HK4D06dHg27Fjh3RHf3+/3wUBAKSbPsOxN/Vsb29vaGiYnp72JDevcIowmOrq6qQ7urq6/C4IACDd9BmOF17PJY64yB12WltbpTtOnDjhd0EAAOmmz3CczfVkBiuYenp6pDuqq6v9LggAIN30GY69qeeSJUs8ySd19OnR4BseHpbuKC0t9bsgAIB002c49qae+fn5T5488SSrFNGnR4NvampKumPp0qVBu2gPAJBq+gzH3tTz/PnzDQ0Nv/71rz3JzSucIgyskpIS6ZG7d+/6XRAAQFrpMxx7dorQ24vch4eHI5FIXl5ecXHxlStXjPSWlpblc6LRaFIZ6tOjGUE6V3qkr6/P74IAANJKn+E4iPUcGRnZsGFDLBabmZkZHx9/++23VXpnZ2dlZeWDOeFwWF4658MMVmA1NTVJj3R0dPhdEABAWukzHAexng0NDeZZK4NEVwMDA2pZFioqKtznqU+PZgR1p4bTp0/7XRAAQFrpMxwHsZ4FBQUdHR1FRUWhUOjQoUMPHz5U6Xl5ecYDeWRBXrrPU58ezQixWEx6pKqqyu+CAADSSp/hOIj1lNZvbGx88uTJ1NTU0aNHDx8+bKSbV4u/zCvHUZpKDxdGRka4UwMAaEif4TiI9czLyzOebChhVigUMtKZwcoO0r/L5gT8EZYAAG/pMxwHsZ7hcNgcYBmBlOUaLHnpnA8zWEFWWloqnTIyMuJ3QQAA6aPPcBzEel65cuXo0aNTcxobG+vr61W6+hXh+Pi4y18RmunTo5miqqpKOiUWi/ldEABA+ugzHAe0nufOnSssLAyFQrW1tcZF7iIajbq/DxYzWEF2+vRp6ZTW1la/CwIASB99hmNt6qlNj2aKrq4u6ZSGhga/CwIASB99hmNt6qlNj2aK27dvS6eUl5f7XRAAQProMxxncz05RRhkY2Nj0ilFRUV+FwQAkD76DMfa1FObHs0gEl1Jv0ik5XdBAABpos9wnM31ZAYr4MrLy6Vfbt++7XdBAABpos9wrE09tenRDNLQ0CD90tXV5XdBAABpos9wrE09tenRDMIjnwFAN/oMx9lcT04RBlx3d7f0S21trd8FAQCkiT7DsTb11KZHMwiPfAYA3egzHGdzPZnBCjge+QwAutFnONamntr0aGbhkc8AoBV9hmNt6qlNj2YWHvkMAFrRZzjO5npyijD4eOQzAGhFn+FYm3pq06OZpaOjQ7qmqanJ74IAANJBn+E4m+vJDFbw9ff3S9eEw2G/CwIASAd9huMg1tMhMGppaVk+JxqNJpunp2WEN3jkMwBoRZ/hOIj1tGv9zs7OysrKB3PC4bC8XHye8N2yZcukd7hTAwDoQJ/hOIj1tGt9ia4GBgbUsixUVFTMmw+nCIOPRz4DgD70GY6DWE9p/YKCgtzc3Oeff/7cuXNGel5e3szMjFqWBXmZVJ4elxIeqa2tld7p7u72uyAAgJTTZzgOdD0//fTT3bt3nzp1Sr209IpEYJb1cxylqdBI0pkzZ6R35K/fBQEApJw+w3HQ6/n48ePly5erZWawshKPfAYAfegzHAe9nuYAy3INlrx0n48+PZpxeOQzAOhDn+E4iPVsaGgYHR2Vhfv37x84cODYsWMqXf2KcHx83OWvCDlFmBGmpqakd5YtW+Z3QQAAKafPcBzEevb09Gzbtk36YO3atadOnTL/gD8ajXIfrOxTUlIiHXT37l2/CwIASC19huNsriczWJmCRz4DgCb0GY61qac2PZqJmpqapIM6Ojr8LggAILX0GY6zuZ7MYGUKHvkMAJrQZzjWpp7a9GgmisVi0kFVVVV+FwQAkFr6DMfa1FObHs1Ed+/elQ4qKSnxuyAAgNTSZzjO5npyijCD8MhnADDEYrEzZ8709/db0icmJuQb6a1bt65du7ZmzRo5bJaXl/f09Miao6Ojjx49sqwvKbJ+oA6t+gzH2tRTmx7NUKWlpdJHIyMjfhcEgI5+9KMfrV+//qWXXrp586Zf4YgKhiR4koApNzdXDolLly5taGiorq6WKKqkpGTFihXOT4RTiouLt2/fHg6H9+3bFwqFJEVenrFx8uTJtWvXrly5srW1NT3V1Gc4zuZ6MoOVQXjkMwC/XL16VQU0ho0bN+7fv//06dPy1tDQkFchl+QzPDzc1NRUVlb2yiuvSPAUiUQk+pHgSWIpN8GTREKyssRbr732Wn5+vqSsW7euqqpKRWDqVMDCSPQ2NjbmSTWd6TMca1NPbXo0Q8mBTPoobV+hAEBISFFdXW2OM+xiHQm5XnzxRYlmfv/3f/9f//Vf+/v7R0ZGnG+PrMKp69evt7S01NTUbNmyxTmKkvCouLh4x44dEjBJ+LVz5876+vqOjg7J4datWwnPACb8UCnV7du3Y7HYpUuXNmzYIDHZ7t277Waw/vzP//yZZ55RBZBPV49RWYDp6en29nbJcGJiwnlNfYZjbeqpTY9mqK6uLukj+T7nd0EA6OLq1aurVq1SkzcXLlz42c9+NjQ0NDsXo8hCd3e3BEb79+8vLS11DowkEwm/Kioq6urqysrKJLe1a9du3rzZLlBT6fL38uXLvb29EgxJWDM5OelXO0hI9D//8z979uyRUhUVFalGSJY0l6rgH/3RHzmvqc9wnM31tOzWfhcHTuQQkzN3tabfBQGQ/cwTV1VVVffu3XNeX4VcL7zwgqyfm5v7xhtvhMNhCZWKi4udYy9ZRz6oublZgrnBwUEVRQ0PD8tXSjnopaWubk1PTzc2NubMnYXs6+tLdnN1v2glEon09PRIhgnX1Gc41qae2vRohpLjnfry5HdBAGQ588TV5cuX7eKAeI8ePVJnBi3pcvgaHR2VtyTnTZs2Sc4FBQUSo/g4KbVgEguqk5USIbncxHKaVf22UZ1wlNziz6LqMxxncz2Zwcos3KkBQEolO3G1AOoSKDcXSwVWa2uraqKurq55V46PVqUFuru7d+zYoTJZunTp/v37zfeb0Gc41qae2vRo5iovL5duCtq0OYBMNzk5KbHCiRMnFjZxpSFpLnXq8+zZs3brzButSlAl6cYp1NLS0kuXLp05c0af4VibemrTo5mLOzUAWIC7d+/Gj+4TExMjIyO3bt26fv36t771LeNURoomrrLP1atX1VmF5ubmhO+6jFZHR0dPnz69cuVKDU8oZXM9OUWYWdQ3G/nrd0EABJr5hpz79u1TR/hXX301Eols2bLF4cLzN998k4kr9/r6+tStTRsaGox2W9hp1qmpqa6urq997WtaDcfBrefDhw9LSkosPdHS0rJ8TjQaTSo3fXo0c6lf+dbW1vpdEAC+MR4FI8HTn/7pnz4957XXXkv2hpzGrRNqamrkqFJWViZRQkZfGuWLwcFBNVNVWlr6l3/5l+3t7Ys5zSrt/2d/9mf6DMfBrefJkyfPnz9v7onOzs7KysoHc8LhsLx0zoEZrMzCnRoAfcRiMfmqLP/yb7zxhgRAST0KxnJDzoKCgueee+5v//Zve3t7h4aGJD5jmspDw8PDKqgyLPI0qz7DcUDr+emnn27YsEH+Scw9IdHVwMCAWpYF+WriPkN9ejRzTU1NqUOn3wUBkFq3bt3asmVLwuDJeBSMjOK7d+/OmfsZWnNzcxBuyKmt9vZ21Tu5ubmL/32APsNxQOu5d+/ea9euzf7/nsjLy5uZmVHLsiAv3WeoT49mtKKiIump9DwPC0CayZeojo6O7du3q9H6qaeekr9/8id/0t3d7f5RMEg/iajee++9yspKT37lrc9wHMR63rx5c+fOnWrZ3BOWXpFQ2rKh86xyqouNxQuHw9JT5jumAMgCw8PDJ06cMH5KJjHWxYsXmYvSkz7DcRDruW3bto8//lgtM4OlFfWwBfmO63dBAHhgenq6p6cnEomoK9OXLVtWU1Nz69YtrpHSmT7DcRDraTf5ZLkGS14mlU9qCw0vqDsInz592u+CAFi4e/fuvfrqqyUlJcbF0UVFRWfPnuUGVJglwAqOnLhfEY6Pj7v8FaFdPgisWCymfqLid0EALJy6p50SiUSuX7/OI7Bg0Gc4Dno9LT0RjUbd3weLGayMMzIykjN3wxW/C5LZBgcHu7q6hoaG/C4IdNTR0fHMM8+oo+53v/tdv4uDwNFnONamntr0aEaTr7nL5vB9N1nme1vn5uaqH1RnxG+ypK8//vhjGYlfffXV//7v//a7OFg42d9qampUaPXmm2/+7Gc/4x8Z8fQZjrWppzY9mulKS0uls0ZGRvwuSICYg6empqaysrJdu3Y1NDS4ubd1OBxubm7u7+/3cagbGhoyCiB/h4eHr1+/3tLSIoPxli1bzIVfsWKF1NSvcmIxpJfVszeKior6+vr8Lg6CS5/hOJvrySnCTFRVVSWdFYvF/C7IPCYnJ0dHRyXo6e7uVo+SffbZZ3/6058uLI6RrQYHB/fu3VtYWCij1B//8R8n+2AQ872tv/GNb8ggt2HDBvO2skJ5efmZM2ck1lHPwZWFNNxyTD5lyZIl6syvJZwyqPufKVJlboSWcS5evKgeDCz7LVeyw5k+w7E29dSmRzOdV3dq+Pd///enn346Nzf37NmzMsYndQ9D84zR3/zN35TNOXz4sMQuEiJYnhoRb+PGjfv37z99+vTVq1fla318yKXCKclcwp3q6mqJPNTg5CZ4UgGK/L18+fK897aWisinSAtIaGX5CGkcFdmcsfEXf/EXL774ooQ73//+9xd2qlHd+khCxvj2kVo3NzdL+0g7SOGnp6fb2treeecd9SxYiSwlBFzAJyL9pPtkb1c929LSwjlBzEuf4Tib62k5rPtdHLgioZV0loRZi8lEYiO7h5pJpCLjdzgcrqur2717d35+/m/91m/t27dvATNG6oEeNTU1En7lzF3z9Lu/+7sJN5eQQoKV1atXSwAhC/HhlKRI/PTcc8/JskQkFy5csAueJGrp6upawP2UJR9pFgn7pJpqSsk9qZQUT4bPWCw2780hpYSypjpbpMjHFRQUnDp1SoVTDtuOjY2p23xLIMu5wuCTDpV9O2cuUg/+rDMCIkeb4VibemrTo5lu8XdqkNHdiHKeeuqpl156ST1H1nmWyBLuGDNGv/d7v6cSJebr6+uT6MH5BJZ8gx8aGuru7pZiyDf70tLS+JBLUiSAqK6ulnCnp6dnZGTEuD5Jooo0XJkuH/Htb397/fr1r776qt0M1ltvvaVKLrGRpfwVFRVScgkBpcDSXxLwTUxMSMu0tbWpS+iUlStXShTrJiazlE3FWNIFEl+mrhGwYNLdsqO+//776muMfF3htCDc02c41qae2vRoppMDd87chTgL2FZCH/WwHYkMJERIeG5O8r99+7YKCyS8UKHA97//fbsZIxnvZc3r168v+N7TKuR64YUXVOgmH50pp1HUdVrSAtKwEjIeP37cHD+pqSn1OLn8/HwjUfquoaFBNlxwi8nHqQkwibG4His4JIoaHBz8u7/7O/UzVUW+SHBbdiRFn+E4m+tp+drtd3HglppqSjYKkRhIXSstY/OtW7dcbiXxVnq+fEuYIjFHFvw6UiIeaerGxkZLsLVly5YTJ05IkOrJcCudovLP+uux3ExbSlCufp3gsI60vHwTGB4eXkAZjIsO/+3f/m3Hjh3r16+vqqqSKLm6urqiokI6IuF1h+rbwgI+DprTZzjWpp7a9GgWSPZODZOTkzLeq4O+jArZPR4Hyv3799944w2Jgf7xH//R88xl1JfBPitjLNlj1UxqT0/PmjVr1OlUu3O1wvhlg90KJ0+eVOtIJGS3zl/91V9JS65bt+5b3/qWy3t8WMgXGNnkm9/85m//9m8XFBRIPOd3QyIj6TMcZ3M9mcHKRDKsqstm5Tie8Cd4FhKHqYBMvk9zxM8y5hgrU84Vmn+C+u1vf1sip9/5nd+pqakJh8NbtmxJ6lrAtDEuOpR/OnXOd9u2bepnqoODg1KdTDmpjYyQo81wrE09tenRTCdBkuXoH3/Xg+np6evXr8uaf//3f6+GK4mxFnZyBAFnxFiBuj+W7IGNjY0SPK1Zs+Y73/lOsrNBRUVFssdKyFVdXf3CCy985StfefHFFx1msOQjXnnlle9+97sO67z22mtShgMHDtit8IMf/EA9wWbDhg0O9/iQ/yN14Z1fbYusp89wrE09tenRTNfd3a0GofXr1yf8CV7O3HkQ88vjx48n9Ts1ZBYjxpJQewH3p/CQxFWxWExCK4d7oZl/gvrVr35VUvLy8v75n/9ZXYHnb4wo4RTBE3ynz3CczfW0HPj8Lg7ckhhL/fJ/dr67Hjz77LNXr171u7xIOYkJjBtr1dXVDQ8Pp/OXawnjqlAopMKp8+fP280GqQvYs+wCMmCR9BmOtamnNj2a9WTQunnzZiQSKSsr49nA+jh58qRlomj79u0SbLW3t/f19aUiiEkYV6mbe/X09KgL1QmegGTpMxxncz2ZwQKyxuDg4Ne+9jWJb775zW+abxNvKCoqkre2bt36yiuv/Mu//Euyz0ea/c19niSo+t73vvfss8+a50qNuIrLvYFF0mc4DmI9P/roo3A4HAqF8vPz6+vrP//8c+OtlpaW5XOi0WhSeerTo4AOJHK6devWxYsXm5qaysvL7Z6MpJifj7R37145sKxevbqmpsb5Pk9CsiWuArylz3AcxHq+/vrrN27cmJ6enpmZaW9vf/nll1V6Z2dnZWXlgzlyrJSX7vPUp0cBPY2Ojv7BH/yBCowknEr2+Ug5v7nPUyQSUc9Hys3N/eUvf+l3tYBso89wnAH1DIVCakGiq4GBAbUsC/LV03lDy9EztaUE4LepqamrV692d3ebL4FP+Hykp59++p133unp6VFnEuMvpZJNgnNXCCCb6DMcB7qeMzMzFy5c2LNnj3qZl5cnKcZb8tJ9Vvr0KABnBE+Aj/QZjoNbTzXttHr1avl+aaSYV8jNzU24iZ00lRsAANjQZzgOdD1nZmba2tp27typXjKDBQBARtNnOM6AehozVZZrsOSl+0z06VEAAAJLn+E4iPU8duzYnTt3ZOHx48fRaNQIpNSvCMfHx13+ipBThAAABIo+w3EQ69nT07Nt2zbpg8LCwiNHjkhEZbwl8Rb3wQIAIEPpMxxncz2ZwQIAIFD0GY61qScAAAgAvyOCNNGlnrNxUXN8H5OSZSmBKgwpqUgJVGFISUVKoApDSopSspUu9Zzl/1a/lEAVhpRUpASqMKSkIiVQhSElRSnZSpd6zvJ/q19KoApDSipSAlUYUlKREqjCkJKilGylSz1n+b/VLyVQhSElFSmBKgwpqUgJVGFISVFKttKlnrM6daqPaOQ0oJHTgEZOD9o5DWhkv2jU7uxkaUAjpwGNnAY0cnrQzmlAI/tFo3ZnJ0sDGjkNaOQ0oJHTg3ZOAxrZLxq1OztZGtDIaUAjpwGNnB60cxrQyH7RqN3ZydKARk4DGjkNaOT0oJ3TgEb2C+0OAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHMjjAamlpWT4nGo1a3nr48GFJSYndzT8++uijXbt2hUKh/Pz8I0eOjI+Pu8lTTwtuZId1aGSLhA2S8/8lta1DurYW3MgcLpKymJ15liOGO3YNMjw8HIlE8vLyiouLr1y5ktS2NHIqZGqA1dnZWVlZ+WBOOByWl+Z3T548ef78ebv/5D179vT19c3MzExNTb3zzjty9HSTp4YW08h269DIFnYN4ubegHbb0sgWi2lkDhfuLaadFY4Y87JrkJGRkQ0bNsRiMdlX5WvA22+/7X5bGjlFMjXAkr1hYGBALctCRUWF8dann34q+9n09LTlvzrhP7nsi7m5ufPmqadFNnLCdWhkC7sGcRiTjLfstqWRLRbTyGYcLpwtsp05Yrhh1yANDQ12s1YcMfySqQFWXl6eHOzUsizIS+OtvXv3Xrt2bTbuvzrhP7nE+8ZXUoc89bTIRk64Do1sYdcg0mgFBQUynD///PPnzp0zb2K0p922NLLFYhrZjMOFs0W2M0cMN+waRFq4o6OjqKgoFAodOnTo4cOHxiYcMfySqQGW5fBnfK28efPmzp07E64Tb3h4ePPmzZ999plzntpaTCPbrUMjW8zbIPK1fvfu3adOnXK/LY1ssZhGNnC4mNdi2pkjhksO//WNjY1PnjyZmpo6evTo4cOHk9o2YToWKVMDLLuIe9u2bR9//LFadg6w5P9506ZNn3zyybx5amsxjWy3Do1s4aZBHj9+vHz5cvfb0sgWi2lkhcOFG4tpZ44YLjn810topZYlzAqFQkltSyOnQqYGWJZzxvJSLefESbh5T0/PunXrhoaG3OSprcU0st06NLKFmwaxG5PstqWRLRbTyLMcLlxbTDtzxHDJrkHC4bA5wEoYJHHESLNMDbDUrx7Gx8cdfvVgd3nQpUuXiouLR0ZGFpCnVhbTyHaJNLKFXYM0NDSMjo7Kwv379w8cOHDs2DFjE6M97balkS0W08gcLtxbTDubccRwYNcgV65cOXr06NScxsbG+vp6YxOOGH7J1ABLRKNR5/t22I39DhMw8+apmwU3skMijWyRsEF6enq2bdsmTbd27dpTp04Z301n/3972jUmjWyx4EbmcJGUxezMdom0s4Vdg5w7d66wsDAUCtXW1ia8yN1hWxo5FTI4wAIAAAgmAiwAAACPEWABAAB4jAALAADAY5kaYC3gCawJ7yng5p4ODtlKMcLhsCpGfX39559/bre53Ue4eTwnAADILJkaYC34CaxufvUWzy7b119//caNG9PT01KS9vb2l19+2Tkfy8e5eTwnAADIOJkaYJkl9QTWhQVYLp+FmfDmuQ4f5/B4TgAAkLmyIcBK6gms8QGW3VNIzebNVhIvXLiwZ88e56JaPt3h8ZwAACBzZXyAlewTWO2mrJyf9uqcrbq4avXq1epuxQ7iw7t5H88JAAAyTmYHWAt4AqvDOUHzQ7Is16S7mcFqa2szPw0+4SXtlhQ3j+cEAAAZJ4MDrIU9gdVlgGXh8lmY8RNmzp/u5vGcAAAg42RqgLXgJ7DGX2Zu9xRSN9nK+nfu3JmdC86i0ei8DyG3fLrD4zkBAEDmytQAawFPYE24vsNTSC2cH2JaWFhouR2Xc4GNdLvHcwIAgMyVqQEWAABAYBFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFAADgMQIsAAAAjxFgAQAAeOz/ALdhQ2x00hDnAAAAAElFTkSuQmCC)
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