Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jong-Sun_Park_071920_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | B plot | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | October 05, 2006 |
Start Time | | 2006/10/05 00:00 |
End Time | | 2006/10/05 08:00 |
Key Words | | electric potential |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.43 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 77.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jong-Sun_Park_071920_2 |
Minimum Dst Value | | -17 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIEZlYiAwNyAxMToyMjowNyBFU1QgMjAyMfS7ap4AAAGrdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiSm9uZy1TdW5fUGFya18wNzE5MjBfMjogTEZNIHBsb3Qgb2YgcmhvIGFsb25nIEdlb3RhaWwgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDYtMTAtMDVUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDA2LTEwLTA1VDA4OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC45NDQ0ODQ5OTk1LCAibWF4Ijo1LjUzNjIxNTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0tdm4VAAAABGdBTUEAAK/INwWK6QAAQt1JREFUeJzt3X1sFGd+B/D1G7axjW3qEEMM8XEkgeDIuHGpj/rAIK4BARcooLicg3zUJVgHDRygEOLEvUBjGrflri71NSSBE0hOQ4l1opKL3MMJPtXtmZYiN/IhJzKq0RHBCQutTlZkoe2v+1Mezc3bzszO7rw8388faFnP2zPP7Dy/eZ5nnicSAwAAAABXRbw+AAAAAICwQYAFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWAAAAAAuQ4AFAAAA4DIEWABORCL47aRPKs721atXKyoqEm45FbsO8cUT4qQB2IUfA4ATKEjSKRVnu66u7uOPP/Zk1+G7eESKXExa+M4SyAZXMDiU6tvfgwcPDhw4sGDBgpycnKKioq1bt/785z93cfuRr+Tn5zc2Nt69e9fu6tYXbmtrK4g7evSo9gBYcXGx9k/Kjdy/f3/Hjh25ubmlpaVvvvmm+P7KlStr1qyh7+ks7dq1S5kQ3f3qMtmILt3kq1IkvqyurlYtWVNTY+sEpqKeiRLryq4dSPVv54svvti3b19FRQX9dij3N2zYcPnyZWebsnuoRheGs707gLAM/APXIjiU6hvZ+vXrDx48+Ktf/Yo+f/nllxcvXmxoaHBx++L4KZKjkIICOGerJ/Tuu++uXLny13GUBPqvdpmTJ09qYyDVLnbu3NnS0kKnYmpqavfu3e+//z5/T8Vnf3//w4cP6XsKSSlOsr5fwWgjRqyXo/RlXV0dbVx809fXR994HmBZXCVwARZFV/RYcuLECcr3WPy3Qyec8tfZ1hBgATiGaxEcEjcyKpJbW1u5poQ+0H/FAlSocxVUTU3NjRs3+Hu64zc3N+fm5s6ZM6ezs9PohkhrUXlvvmvVf432mHAjv/nNb0R9xu3btynYys/Pp41QkCfqcmj5rq6u8vLyrKws5erXr1+fN2/eP/zDPxjtiKIc0RRFH+rr61ULUDIXLlxI5aJ5MukIxbmlD7oxEG2KDtvifo0oN6I9DAdfXrp0SRkc05H89Kc/NVr4r//6r+nCoMTSRaK8lviD7sWmrTZTsruKNqN1Lyqjy17J5Foy30gyvx3aDp1D7fcChfKlpaW0kR07dkSjUVtnKWGKdM+ntlJTeYYTbtPomMkrr7xSXFxcVFREG9Tdl8kZFsdAF+eHH34otkkPdfSLVu4FwBkEWOCQuIUdPnz4+eeffxC3ZcsW+q9YgO6G9BhNBTbd8ZcvX87f0z2RFqP7Fy1PN1ajAIsCiF27dv3bv/2bNswyCbB092h+/LHfDrCWLl3KO52enqZDpfJMLL9z505x2+XVL1++TPfivr4+kx1RySGSQB/ov6oF3n//fbr1mx9h7LcDLCpotduJxSuHROCVcL9GlBvRHoazL5966qlr167RBzq39NlkYbo2xLVE51+1ZZOLzSg5dlfRZrTuRWW0WSWTaynhsTn+7ZSVld2/f9/obPz5n/857ZG2TIfU0tKyb98+W2cpYYqsXBiqM5xwm0bH/MYbb1BARt/Tz0F7qSRMlziGq1evPvPMM2KV733vexS8Gp1AAOsQYIFD4kZGT4G3bt3iz/SBnq3FAiIgUFaK0PL0zMqf6YNROUeFRFtbG934KDKoqKg4ePCgKDZMAizdPZofv0kTIW2EHo7F8tzmIv777rvvUnTFcYOVHTHtUVHAMTo6mnDFpqam3bt3T8XRB+12RkZGqKwSeZFwv7pUGzFiVI7qVlfQv93d3du3b6cPmzZt4sZNoy387//+L3+mY6BLRbU7k4vN6FDtrqLNaKPLWHezRlTXUsJjc/zbUWW0KjvopyTOMD1XiJ5/Dk6sboosBljKM5xwm0bHTL8+7YWq2pdJupTHUFdX98EHH9CHzz//fMGCBRSx6acZwA4EWOCQ0S1V3N9NwiCj75UlgRLdGemxUlSr2N2y0fGz3NxcZSd3epheuXIlRXX8V27F0N04BUbKzuZGzGuSLl68aNT9S7VHii/pOOloqcw4deqUslN8LP4U/sQTTyhbRR3UYGk3YsRuDRYdABWTP/3pT+lfPiorW9BeSxYvNlvbNF/e4sWmG78mvJbc+u0olZaWamuwtL8y88vb6EjspsjKYVvZppVjtrIvo3Rdvnx5yZIl9KG5uZlbGwGShwALHFI+hStrHYyefZXLi6dwWtE8DFISN0e6w4rQIRqNOg6wdL+nCODSpUvT09P0mf412TjFZBRj/ehHPzI/bFVfKPqv8q81NTW/+MUvbB0hOXv27M6dO8V/e3t76bH7+vXr1verpbsRI3YDLNLZ2VlQUCC6BxktnLAGy8rFpmR3FYsBltFmlRJeS6n47ezatUvbwiWWpEPSfUXU4pEkTJGDoCfhNo2O2WINlsXcp18iPS9VVlYadf0EsAsBFjgk7lDcL+TBgwcU6zz//PNGvTeUy2/dujUat337dqNybs2aNVTkc0PJr3/9a9qsCBGeffZZCmvoPki33R07drgbYJWWlvIrb7TxpqYm843TMkuXLjXvscFv89GS2rf5rly5YtL3XLXH733ve7QRSnVfX98TTzwxNjbG3586dYpKIG0jo8l+tYw2oj0MV740WZj7GBHdPlhGFxuFbtq3BMxXSTLAMtqsUsJrKRW/HYonKKp46623+ITQBXP58mWx5IkTJzZt2sRRGl1CosOTxRObMEW6h6TaiGqZhNs0Ombug0VrKftgqfZlPfcvXrxIX9Kji/JL649/AFq4esAhceuhGGjfvn25cRQEiO4LRoUELU8P2Tk5OXRjpdDEqG/Qz3/+cypC8vPzs7KyqMBobW0VT7E3btygx036fsGCBd3d3e4GWBS+LFy4kDdOYUfCjdNRVVdXHz9+3GRfR48e1R2PigIg3QGKVG0i/CXd+uk80Eleu3btyMiI0cLK4zTab8I9KjdiFAlpl3clwKJLgt8X4zEpVAsbXWwnT56kb3S3afH6NDowk8tYd7NKCa+lFP12KBahszdnzhzaNY8hd/XqVfFXilcqKyvpT3TdirfnLJ7YhCnSPauqjaiWsfKL0z3mWLwPO13e4i1C7b6s5z49znEroRICLEgGrh5wwtZbaSY+//xzum8mvx0IB5Rn1oX+tyP6WqUHhaEXL15M5x4h9HA7Aye6u7uTGfaTnjuj0ej9+/eN2lZATgiwEpLkt0Pho+iBlwYffPCBcqQGAFfgdga2FRUV0c1I2Upl16lTp+bMmZOfn68cTDJFcvUEekfJ8PlB+upg/Cmdvx0PUQJNBu91F111CxYsSDjeCoBdCLAAAAAAXIYACwAAAMBlCLAAAAAAXIYACwAAAMBlCLAAAAAAXIYACwAAAMBlsgRY2oGnAQAAIP28jgjSRJp0SpOjAAAAviVPcRzmdMoZMgMAAPiWPMWxNOmUJkcBAAB8S57iWJp0SpOjAAAAviVPcSxNOqXJUQAAAN+SpzgOczrRBwsAAMBX5CmOpUmnNDkKII/p6enx8fF79+55fSAAYJU8xbE06ZQmRwHk0djYSD/tgoKC0dFRr48FACyRpziWJp3S5CiAPCoqKrgDwMDAgNfHAgCWyFMchzmd6IMFEGJTU1Pi133r1i2vDwcALJGnOJYmndLkKIAkzpw5IwKs9vZ2rw8HACyRpziWJp3S5CiAJGpra+l33d3dnZ2dXVZWFo1GvT4iAEhMnuJYmnRKk6NgYnp6euPGjSUlJa2treZLnjp1qrS0dMmSJeg97U+Dg4P0o66qqqI83bZtG33u7Oz0+qAAIDF5iuMwpxN9sEBlfHycL4aZM2eaL/nMM8/wkj/+8Y/Tc2xgCwdV3d3d9Pn69ev0ubKykoItr48LABKQpziWJp3S5CiY+PTTT0XAbd6iVFpayot961vfQrHtNxMTE9nZ2SUlJZOTk/xNQ0MDZdaZM2c8PS4ASEye4liadEqTo2Bi//79IsC6cOGC0WJjY2NUftMys2fPpn9bWloQY/lKW1sb5cuhQ4fENwMDA/TNsmXLkFMAPidPcSxNOl3NUSqbv/a1r61btw5DSKcaFaV0qr/zne8kX3BOTEzk5eXRlcC1HfSv0ZInT56kBSh/R0ZGCgsL6TN9k+TewS1TU1Pl5eWUKePj48rvuc97b2+vR8cFAJYgwPIju32qUtQHi27rXE6jSSLVuCWIT/WaNWuSHExy7969tJ3GxkbuskNbFg1MKhRa0QJdXV30mQpsPgaU3Ixnp7lz545XB8CjM2zcuFH1PT32mMfN7pqIS8++AMIEAZYfJZMrbuUoFS2VlZUiaPvggw9c2SxoqU41q6qqOn369O3bt+mvU1NT1rcmqq8ouqL/8pa5i7RKNBrliEpUkHCJTl9iuHCyfft2Ohu5ublevV/JNVX9/f2q7ynyW7RoUSQto7pT8M0XZE9Pj4PVh4eH6SDRmglyQoDlR54HWKLIf/zxx5966ilRyZFOktya6VRzYTl//vzz58//z//8D0U5XLKSjIwM+veFF16wvkGuvtq2bRv/99ixY/Tfuro67ZJcEbJs2TLll+3t7fRleXm5qllKQgsWLOBcqK+vHxwcTPPelaMzaP9Kwbdu5Za7aNci9HcwwCmFhhzBHz58OAVHB+B3CLD8iHKluLg4JyeHgpvjx4/bXTfJvYvoiv6lz9zMRCVuOmMdcWs+ePBg2naafuJUV1RUqAIaCi5XrVrFZVthYaHFsSXv3LmjrL4io6OjXCmlbeVpbm6mPx05ckT3+1mzZkneLrxkyRJVnWJ3d/fVq1fptIyMjKR015RZ69evN6p6jMW7Z/HshCk9Er4S2He/+127q4sB6OluZqsWFiAcEGD52s2bN+k+q33+i5hyvDsqnum5+fHHHxfRFX+/bNky+ubSpUuOt2yXuDUXFBSkujDziqi7Up5qpcnJyeXLl2dmZnJdhZUAV1V9xTj7VDUQtDXuQD00NKTaCP2Ja87kuTvo4npEinTpauRzKOoUKfo0X/cv/uIvuHlRe3oTEhf/zJkzjTrPkY6ODlqGYiC727eI6z5LSkp6enr4BQi7nfM+++wzvnoj8R6BKTpOAN+S5xYa1HQ+ePCAggzryzvOUSpIRD9rVZHPd3wqb5xt2YG33npLxIt0c09nbJceVO5yDYS27kpldHSUa7mU7+rroviYC0JVSMqvCqqyjw7ApGKSIgM++cPDw1aTFC5TU1NcFyjqDvv6+vidACuhJ4fO5L333rO7a26lJStWrDBZjGIvyiYK+H7wgx/Y3UVCFFRlx3E3L26RpKvLVnc02ghf4WVlZfShra3N9eME8DMEWH6XtgBLPDfn5+erinwqg9PQHiFQoc5lG93W9+zZw0cVpuEDeHAjMnfuXCtdnei0Wymi+Fxt3rxZ9b0Y7EpZOh45csSk/oOKVSrdI2l8Vc1veCh8uuxV33MdIaF4y2hdOuEiDrPVf459//vfpxWzsrI++uijhEcYiTfA2d0F2bp1a0lJSV1dnbb1eXBwkH+AyjbilpaWSLyd1PpMiLRxrvcSGzx37pyDQwUIKARYfkTFHt2j6cPt27e3bNmScDo5pWRqsLj54/XXX9f+lWMCusk627h1FMxx04wIFCi04vhgx44d77zzTghqs0T1xl/+5V9aXIVSzSfBaNRQ8fKgbhC8du3ayG93t6KS0rzRZ3Jykgpg80gixCjVkXj3du2fuIaJMtGo0VbZdSli810/7n1IEp72e/fucY5TNlnfviAOjzaybt26rq4uvufQv9x2rIrmxQ+zqanJSms1PSZFFLP6cG0WXlAFqSDA8iMq9qqrqylv5s2bd/jw4YT9QyO/zdlOeexvVfcdge/mun2l3cWlV1lZmbK6hUodLuxD0G5FAVBWVhbFslT22KoR5JY+ygXdEFO395XQ3d0dUbySxnVaxLw2gnv5yDloOPdAoh+F9k9ilATdSZfFuaUPPI1gRUWFSVcqJVqMq4otTuf80Ucf0cJLly61srDK7/zO70Q0CgoK+ENjY6M20+m3zzWpVt4pPnToUOS3e/7xKS0uLj5//rx4CQMgxBBghY2zHFUNnqSLn8vpLpnE0SVAT+1cT6ONISjemjFjhoMqAUZFFx05RQyexwobN26kJFA85GBd0e+YKxti8a5CFKW1trbymfmP//gP3RVFbQefOjGAu/nuxKtqErbscIvY6dOndf964cIFniJQOwwp/0y47ZXiV64NMgp8lWhhriJau3atxauU9s757uCq5uFXfvGLX9C1RAETXZb5+fm8NZOX/vgXSsw779PPrbCwkBZTzQDR1NTEu6A/hfXlFQABAVbYROI9J+zecMXY3ybLcLdoeoRN0RvXYtAd7cABjB58MzMzqRiw3gtEePHFF/nO7m2swBPJUdnjuCLw29/+Nidk2bJlVVVV4r2EhKHn5s2bI1/1lFcO4G6OezdTvsj2mn19fX1Eb5BPgWunVJ3YlNVX/A1tweKFxyHd4sWLLVZ3MQ7gxO4sol3wdajM1k8++YQPdfXq1Sbrch0z/QwPHjxodJ/hy0bbHZCWnzVrluPHJIBgQYAVNnzzeuONN6yvYqX6inGv1RTFKPzoTw/xJmU5hYARR/P2PPnkk3xmvB3biasoHIzZKLz++uuqZp1FixY98sgj/NlkPEx+iYGbq1QDuJugEpGK/IjlRqvQ4PcxTabgHBkZ4dOorMtRVl8J3PiurHfU4nmK6Gdod1gHnm7S7gAK3EFK+17wpUuX6DpJeGHMnDmTrzejJfma0T2qH/7whzx2g5x9+0AqCLDCIKJBd3PrNfDm3XeUKLSKaMb+Tl5PT8+WLVu44cC8fxUPb+3gAERNz89+9rMkjjQpfPbKy8sd1MAJ4mXP3bt307niTVGITN+bl1i0JPdj45oS6+eQCl2uubRVsxJoooLHfDHuZlRfX6/q2aYKpOiBgQMOCoZ0q3zowYb7NjmYjoZDOrvv2PKl6HgMrZqaGr4I9+3bp/2r+Rj0sa/Om7QvqII8EGCFDeXoo48+GrE8fJR27G8TVFRwK56Lr/LRAWRlZfH92spIOTzko60OHDyaOfPqti56Rht167GOwiln89hw/R8zaofVxTWX8oxjxO16uq8QKokXLblaVLf6itGPi39lL7zwgqijunfvHu1IvFLqrFseN9jZXZdH9DAaJj4hugJ/8IMfcJ8tbTUV9zLs6OgwWp0SzufNpAUWIAQQYIVNJN7jVbwonvDR1nr1FeN+1i6Oy0w3az5UevS30nWMX4iz9fDNfbqpvOR6Ak86f/CkuYsXL/awl/0//dM/iQDLVlPU4OAg5U4yXceCpbOz02LUwkuWl5cPDw/rVl+pliSZmZnPPvus8q1YrnJ21suNJ5TUnWvSBDcsJtlIpzv6KD0vcVun+aXCtxFvfw4AqYYAK2xEjtINndvFtmzZ8tprr+n2PTIa+9sE13hRIWGrCsQE3WFLS0vpGI4ePWpleR5im5KmfYHLCFfAUGTGUY7d0ih5k5OTHNsZjWKVHufPnxclut2CjfvI79mzJ0XH5ivchmVSB6MkZuZOGPdzJZZAP70lS5bwj3T79u3ODlVMFWprLX451KSHmUXa0UctPoCJF1Qln+8Swg0BVhhEfpv4XjV8lLbSwmjsb3NifjFb82YY4f62FH9YL/K5fs5i+SdGKKCAjG7rHOik87ZOB8DDKIjOOl7hnjcOymNy7dq1zDgHc78EDo/LarEB65//+Z/FT8z8bb5Tp07V1NT80R/90b/8y79MTEzwxUDB9/j4uOOXNLm7GLG+Bdo1RXUOrgEt7eij3OJp5dRxBRgtL9sLqiAPBFhho8pRioHEKz/f+MY3lK1j5mN/mxCjEVL0lnxzm/mcLbrM59FT4SZF0Z9G3NbTE+sMDg6Kef0czPvrLirJjh49unr16n/913+1uy4PMEEWLFiQimPzFY7CLVbwiLC1srIy1Qemi6uCrI++29vbG7EwCppFytFHue+axRpiuhp5jAnrQ+u9/fbbFOI7m0IbIP0QYIWNNkepaKTwgpsCuT6fgoxoNGq395VAAdk777zzrW99KxLvOJVkbRC/YGU3UOPnZit97Xm8IjHKgOhsnp5KLPHS3+zZs9Owu9ThpigyY8YM8yoHOsPj4+PJNz95hX4akfiI+RaX50lgyB//8R+n9MCM8Khm1lufuTeYW038McXooxxpWe87z0329Jxm8QVVnt+JbNq0KZlXcQHSAwFW2BjlKBWKVNgr+4uwZOas6Ojo4B4kjt8v47ooegS320zAgUvCp3Aq7PkpWdmayf2CKysr03CPHhsb45etvv/976d6X6lG5ejTTz+dsCznl8gooH/llVfa41577TU621SOOh4XIJ14lAFbHfUoUKBkevUGADf0Wx9cjTtOudsdkF9mZNaH8xBPOxZvIPPnzxd7oWAu+RdyAVIKAVYYqGIm84UHBgbWr1/PSxYUFCS5awp0OMbSnbwsIb4v6874Zo4CMu5eZt4PjMdw0jYIJj/gp0X8UpVqyOzg4vZW8y7Moq5Uy9arCV7hJr+mpiavD8QqnjLS+ou9XGfs7kw14+PjnMUJBw9T4fbKvLy8hIPR88iuFFfRB660i8SHczMZXBfAWwiwwsZKjkajUZ6J7Lnnnkt+j0NDQ/waIHnppZdsrcv3eme1aPyql/mzLw+irQ3guLOI9bYJx7j9yEE7rD/R6eJXOI1aAOli4HcgHn300VdffZVrsOiD6LdHwa7PWw/pioqkeM5Nd/E1Zr3nEw+j4G4fRMpTftCiG4vddfkl3/r6evOeVao4kh7tuHKaHxRXrFiBRkPwGwRYYeNJjv7kJz/hO93cuXOtr0XPrFziOtspP9GaDyDEDRC64/3wm2Iu9kTRxS88Oh7R0Ye4BdBoHkM+q9qmQIrMbty48bu/+7tc6+DnGIsT6OJQuqnG4+ha7DRmNElO8gYHBynocfBmMfcTILm5uSaL8dhdyq6T9MOnaDgjI4NXdzb6LkDqIMAKG09y9M6dOzyHK4U71p+MefzPZIZW0t5zlSgC4zYL3UOikiAzM5Puzr//+7+fumdffsPL/+1i1nHln+5MO9wga9LcQ2EWN85WVVUl02OJzidPv5iK+JinCkimb2KaUZzBEYaVy4wbQFtaWtJwYNaJkV+MFqDgiSvetFXOzz77LK/793//9yk+TAB7EGCFgaqniyfHIIaYsv66OLcPWl9ei0sL2o5u4wK/LWXSN0W0W6Xo2ZeHNqBgIhUb95D2vYFYvMMyhybmjbYixqLQ03HcKcaMMAmvnaFQm/vMBWuEcZ7AysrgBTwqilEFpFfefvvtnJwck55hPLqK7jxXdOc5ceJEJN7t3c81oyAhBFhh42GO8oAIFjuv8Gv/VMomU5LRutxAMGPGDO1fuW+HydtS3/jGN2gB2sIXX3zh+BhMcG+eVLdCph8P8KFKF7/XaaVbGy3AsfWTTz558eJFBxfAZ599Juo8IvGXSd16g4+b2xw3W3uFO31baYnmBlAfdgw3HzWG66pNEsgLBOI1VZAHAqyw8TBH+RUzi7Mp85QayTdViIJWdfOlZ9mE7Sb07Mvd85OclM0IV9V4MvVhSo2NjWVnZ1dWVorYSMx8YjG8pnjo61//OmfQyy+/bPcA+NWzwsLCrq4ufpmUPlOENxFnd2tKPISH3bkNPMcjNRw6dCjhkny6fNgfXIx7rO3FRRE596A3yVy+JiOYQBr8BAFW2HiYoxTKROKv4lt5NY8bNZKPbP7qr/6Kmya5XBRtBNx6mLAzL48JlIoCld+rClxjk0VcO0iBDv+Xq69sTXty6tQpzjU6RXaHDGhsbIx8NRkzXXVcKyMkM8w39wu0Ms2zr/D5T3gZ82sl1sdQTTOjmbv4t5zwyY2f2dIzvh2AFQiwwsAPfbAY98JJOIYhv8qUZPugQBvhniWR+Pw5XGPU1NQUsTDSFY8qmYowiIvq0AzQoMK1lTzQq7PB8ScmJlavXs01iHT+rb+1R8UnV8Moo3MxX02SvbI4dAvcDMTcKS3hXD38FkIqXiF0BU8kr+2JxRONJ6wcpeuQh3q3UpMHkAYIsMLG2xzlsakSNvxx56Rk3h/UolCJa8XIt7/9bZ4BMGHVCN2UubQWlTFu4WqVwBXVFvE7DdnZ2RQn8YQnixcvdhCk0ipcb0EoJLWyCtfWaKNzHvOM8j2ZITS5Zs6HXZTMicpj8yzg1z7c/d25S9sTSwwpbOVNlKGhIZ60J0AvgUKIIcAKG29zlJ+kzaumRIWH60MNTU5Ockd7lp+fb2UtLuDdrWoScVuYBmhQ4dbV9vZ2bqJNpu8LhVbcgaa5uTlhIyPXZ2hrKeicc/1HMuech6EP4stofOTmUQhX6/rtFUIlnvkgohgmg3vFWX/tgEO02traUDbNQ7AgwAobz3OUb/QmtQg8kJKD+Qct4lo08thjj1lZnoNC8wFL7err64uEcYAGJc5H9s1vfjP5rXFIGolPjG3UnZlCH46idF8d4GFOe3p6nB0DBegR+5O9+AS3jpk/tPBbF8n0UUsDVSUWN9pan9UqGo3y+xavv/56OOanguDyvDhOmzCn0z99sGJfVTB0dHQYLcBNOakb6pDuqrTxmpoaiwWtGMHLxelveQD3NMx16C2Odch3v/vd5Lc2OjrKDbtG8VPsq75fFEzo1k/wXx2/q89hscXXYP2Gf3fmzaz88OPzPuDidcLr16/Tb5M/22q0PX/+PF9FCxcupAuJg3XaFN2U6Cfp8+RDmHheHKeNNOn0Oke5i4zRzGhULnJPKdf7PCWDYz7r0+UmxGlMZgzVQODBh1wMJVtbW3mDZ8+e1V3AfIIjHlxt8eLFzvaeZHzmrYTzpvN8zBUVFek8Kme4Eot+j1y7rJ2s3ZyYeVqgyHLu3Ln8+cCBA6k7cgAlz4vjtJEmnV7nqJjUQrcjy8qVK+kIMzMzb926lf5jM8JVF2VlZa60KfDL8LS10PcCuXnz5urVq//sz/7MxTmzeU5f3TJVjHVkMuEdh7bO+rlzud7Z2elgXc/xg83GjRuNFuDOTPzip8+JSix+K9kkatRFv+L6+vqSkpKlS5fW1taKpmf29NNPp+iwAVQ8L47TRpp0+iBHuauHtsWNiswZM2bwbc5XM7PSgXEroePuO0o8QIOL9WFSEe9AaAMdPrHmowwkM7s2V48FdKRKnjLZpIKKw0eLI8F6jiuVWfI1wXfu3Lly5crv/d7v0dYKCgpcfB4AMOGH4jg9wpxOX/XBihmPwsCFX8SXgwFy8eNK8xDHl67EanLi4ZpKSkpU7wNyfYZ5cySddvOKHBM8x6LRTNU+J6YuMKo3TfINgDRTTjfpVk0wbYf7v58+fdqVDQKY80NxnB7SpNMHOco3RyqulF9yHxEqNU3adzzEhXphYaHu0y09Q1OirNzoebbgSDBf9fcPnlxPGe/yLIE88pbJijytioN3Qilz3S3O04/bwoyGgOLwMSgDRIkAS3UbSRKPSEyxpovbBDDih+I4PaRJpw9yVIwCJe7mZ86c4Y5Zvp2YTzzdals2ue8z+c53vsNvNsXijQ6UKO1b8dzTxaiPP1gkuluJMQV4IhQrJ5YHLLA7C1OSHeT9gOuodF+G5fqtAE3cRIHyhg0bKisrf/jDH7q4Wc7lhGE6gCv8UBynhzTp9EeO8oCf3I2mv7+fu6z6vHmCRxzVthLu27dP1Qi7aNEi8VLSJ598olyYm0GD0tPFz3g8s/r6eo4JuPe6lc5V3Nrb1tZmfV8UjfElSrtzfsRe46FfdTvp85RQiPtjX8Xffh5tFULDJ8VxGgQvnffv3+dCJeGSfuuDRU6fPh2JDylEj4xcm2UyMpZPiFZCZf8wKpkeeeQRPrGrVq1avHgx16wIM2bMWLduHd2vx8bG/v3f/724uDgiwQANaTA5OcmtWmfOnBEVD1a6JzsYzorbr4MeYPFLALojzHEtbFNTU/qPym+sV4UCJMknxXEaBC+dBw8ePHHihN0c8kmOTkxMcCDCb+f5efozJS7RRSNLT08PV2w0NjaKPj30gcr7o0ePLlq0SPUGOMvIyAhKQ4zP8dADlClcL2gxZuIWarr8rHeD+9u//VvOu3feeSeJ4/VYb2+vUejAtXr+f8hJAx5HJhLYtxkgQHxSHKdBwNJ58+bNhQsXcsdbWyv6J0fnz5/PhdYf/uEfBiXg4IKcH/SpNOIb8ZEjR0yOn27TXV1dGzdu5GGy/VOJGA48+zKzPtQ+z7RtfXnei9H4pUExMjISMegVzi9gBm4S6xSpr6+PSDDRAnhOnrIgYOnctGnThx9+GLOfQ/7JUR5TlLz66qteH4tV/O5SZmYmv8VGAZb1N7qnpqZaW1urqqrefvvtlB6kVLjzELM+tEdnZyctv3fvXisLi3qyEAyPxI8Eqjco6b/8fYinHreFG0wD/UIDBIJ/iuNUC1I6r169umLFCv6sm0PaZiml9B6sIX4jOlgNE1QCidNYUlIS0DEnQ8bBhT08PByxNtm2sqeX80P0DR6jVTWdM9ds0fXs1VH5Df3MOeJMZtAKClvpecznM2eDt/xTHKdakNJZXV197do1/hzcGiy6AZ2LC9Cc9mIWs4yMDH+O1yWh1tbWr33tazt37rS+ihiaP2E3LNW7ikHHUz6rXtc9evQoffnII49gbAKBq6jtTsKjxO9sRnw2rSr4in+K41QLUjqTqZSSJ0dT5MCBAzU1NeGoz5AZd6czHxlEO9pW0PEMM8o6Ywocc3Jy+DaCq1qgB79IfGYhB4E1XTZiUgqcVTAhT3Ec1HQGtwYLwEPcs8p8RkjtePFBxyM1KFOkDAXQ5C1Eo1F+K0V7TuhP4+Pjqg5/XV1d7e3tg4ODdD6VA7XQRnw1rSr4ijzFcVDTaSWH/NkHC8BD3NprUkVhNONhoFG4EFGM1MBjPlEaf/KTnwRlkpy0oeA7ohlBhq4WHkN49uzZ7V/ZunUr31ozMzMj8XdfKMyi88ljuKDhFYzIUxxLk05pchTAHI/Tq9uXjspR7g+uO+55cPFbGjxSQ09PT3acb+en8hYPG8bTVlI4fu7cuW3btvEbD0YowKLQSgygxTWgaCIEI/IUx9KkU5ocBTDHrWPal1gHBwd5KieKscLRt12Jq1UoXOAPIYsgXURZn5+fz5FTVlaWiKKKiopmzpxZW1srarBef/315557bvXq1R9//LFyCzwaCKaOBiPyFMfSpFOaHAUwx3PmrFu3Tvnl7du3RadvuxNCBwJFBiJWOHTokNeH42vz5s0T56q+vp5icVuTXPH4F4WFhQF6URrSSZ7iOMzpRB8sAC0q9vLi6MPY2Fh3d/fmzZtnzZrFP5OZM2d6fYDum5iY4PEpyLZt28JXP+cuHmqBroT/+q//craFiooK2gIaYUGXPMWxNOmUJkcBEhITdSvNnj17yZIloew6w+9Ocm+hEAxM73/cDI1Zd0CXPMWxNOmUJkcBEiouLhadbBoaGjo7O0dGRrw+qBTitwjJvn37vD4WKfT09EQsT0MOspGnOJYmndLkKEBC/IJ9eXn5F1984fWxpMnw8PDAwAB6BaVHNBrNzs7Oy8sL02Af4BZ5iuMwpxN9sAAAPMFvFZjPGQBykqc4liad0uQoAIDneLCGpqYmrw8EfEee4liadEqTowAAnhscHKS7bllZGd7ZBBV5imNp0ilNjgIAeI7iKh6sIdzvT4AD8hTHYU4n+mABAHiFpzU8duyY1wcC/iJPcSxNOqXJUQAAPzh37hwGawAteYpjadIpTY4CAPjBvXv3MFgDaMlTHEuTTmlyFADAJ5YtW4bBGkBFnuI4zOlEHywAAA+1t7fTvXfv3r1eHwj4iDzFsWfpbG5uLioqohNdXFy8a9euVO9OnhwFAPAJnqSovLwcgzWAIE9x7E06t27d+vzzz0ej0Vh8UoVNmzbt2LEjpXuUJ0cBAPyjrKyMbr+jo6NeHwj4hTzFsTfpzMnJ+fLLL8V/6XNubm5K9yhPjgIA+MfmzZvp9tvd3e31gYBfyFMce5NOCqeUs65SgJWfn+/6XtAHCwDAWxisAVTkKY69SeeWLVvWrl374MED+kz/rlmzJtVTVsmTowAA/jE+Pk6338LCQu4TAiBPcexZOltaWgoKCrKysoqKilpbW1O9O3lyFADAV2bNmkV34Hnz5iHGgphMxbE06ZQmRwEAfIVfGCfj4+NeHwt4T57iOMzpRB8sAADPLV++nO7ApaWlqMGCGAKsVLt169acOXPoLGd9JScnJ6V7lCdHAQB8ZWBggO7AdXV1Xh8I+II8xbE36SwvL3///fcfPnyYtj3Kk6MAAL7C/dzptu/1gYAvyFMce5NOOr/pjK5iMuUoAIDfoJ8GCPJcCd6ks7i4WDkOVoqgDxYAgB/weO7o5B4OlI8TExOOV5enOPYmnSdPnmxubk7n7FTy5CgAgN/U19fTTXhgYMDrA4FktbW1cZ3F0NCQsy3IUxynL51ZptDJHQAgrJqamugmfObMGa8PBJJVVVXFAdbOnTvNl5ycnBwfH9e2VslTHEuTTmlyFADAb/bv30834c7OTq8PBJK1cOFC0fFm8+bN9+7d011sbGyMB5hdtWrV0NAQh1nT09M8dVJ6D9kz3qQzKyvLwVpXrlxpaGjIzc0tKiqi2PlXv/qV+fLogwUA4AddXV10E96zZ4/XBwJJoXAqOzubs5IL1vLycm3L7+Dg4Jo1a1RFMC35+OOPS1Uce5NOipC+/PJLu2s999xzly9fphD44cOHJ0+eXL58ufV15clRAAC/6evrw5TPIdDb2yvykaKoyspKDpiam5vfe++9Tz755Ny5c3V1dfwlhWK5ublVVVX0TV5enoT1Hd6k88SJE5Qfv/nNb5LZCOWc9YXlyVEAAL8ZGxujm/CiRYu8PhBISkdHB+Xj3r17+b+Tk5Pbtm2LaFBQ1dXVRX9Vrjs+Pn727Nk/+IM/kKc49qyJMJlO7g8fPvzRj360YcMG66vIk6MAAH5DZS3dhEtKSrw+EEjKxo0bKR8vXLig/PL06dOZmZkcWq1ataq/v998iAB5iuPgpZNzcc6cOfRIpPsnI54cLQAAxL4aCsuoT7QtHR0dNTU1P/7xj5PfFFg3NTVFIXJ2drY2E0+ePFlbW3vo0CEroy/JUxwHMp0PHz7s7OxcsWKF9VXkyVEAAB/irjmOB08SJiYm+JnZVi8RSJ5bc0rKUxwHOJ22WhXlyVEAAB9at24d3Yf7+vqS3M6tW7dEu0R/f78rxwZWtLe30zmnf5PcjjzFcZDS2dra+vnnn9OHBw8eHD16dOXKldbXlSdHAQB8iF/s7+7uTnI7POKD6EydhlnXgDU0NLgSIstTHAcpnb29vdXV1ZQ3paWlu3btunv3rvny6IMFAOAT/ALakSNHktzOsmXLaDuXLl1atGgRfTh27JgrhwfmKJDNy8vLzs5WvRvogDzFsTTplCZHAQB8qKenh+7DjY2NyWyE4ioe7mF6epo/l5SUuNJxHswNDg7S2aboNvlNyVMcS5NOaXIUAMCHhoaGku8ivXbtWmU7I/frEsMyQep0dna6darlKY6lSac0OQoA4EN37tyJxOdLcbyFkZGR7OzskpIS0Uo1NjbGM7cMDg66dJigT3cELGfkKY7DnE70wQIA8A+eL8Vxt3TuJq/qxXXo0CGuGLMyAhM4Q+eW4lq3hjGTpziWJp3S5CgAgD8tXryYbsWjo6MO1o1GozzKpWqI6cnJyfLycrcqV0DX8PAwnWHKPle2Jk9xLE06pclRAAB/4vf8BwYGHKzLLyE2Nzdr/3TmzBnR8z3ZQwQ9R44coTO8f/9+V7YmT3EsTTqlyVEAAH9qbGykW3FPT4/dFSly4kEZhoeHdRfgYeLb2tqSPkbQUVVV5Tgy1pKnOA5zOtEHCwDAP7gipKOjw+6Kvb29tGJDQ4PRAh999FFGRkZmZubZs2eTO0ZQu3PnTnZ2dl5enltjuspTHEuTTmlyFADAn7q7u+lWvGfPHrsrctuiSS8rbiUkTz/9dHLHCGoJo1u75CmOpUmnNDkKAOBPfX19dCtet26drbWGhoays7PNu1jxoKNk3rx5SR8m/BZ+TzP5IfgFeYpjadIpTY4CAPjT6Oiog5fRmpubaa3Ozk7zxS5cuECLFRcXo6u7u2pra3luIrc2KE9xHOZ0og8WAIB/TE1N0a04Ly/P+iovvfQSrZKRkfHpp58mXLisrIwWVo3jAMmYnJzMjkt+CkJBnuJYmnRKk6MAAL7FY1bduXPH4vKPP/44PyFbeYWNJ9Jx8JYi6KKgavny5XRKFy5c6OJm5SmOpUmnNDkKAOBbdscanTt3Ls/obKVe6tixY0ZjZYEDf/M3f5OKVwfkKY6lSac0OQoA4Fs8PXNfX5+VhaPRKM+uY3GGlsHBQRcHHJfc+Pj4o48+ygHWrl27XNyyPMVxmNOJPlgAAL7C8wl2d3dbWZgHX6iqqrK4cQrIeO5n+pDEMcL/R1c8suu8efPOnz/v1ghYTJ7iWJp0SpOjAAC+xTPeWHznn98ftDVuFo85Pjg46PQA4f+jq8rKSjqNFRUV9Nn17ctTHEuTTmlyFADAt3p6euhu3NjYaGVhLuZtzdDS1NREq3R1dTk8PumJuis6+amIrmIyFcdhTieaCAEAfGVoaIjuxnV1dQmXpNKdliwsLLTVPkWhFa3V0tKSxDFKamJi4sMPP5w/f37q6q6YPMWxNOmUJkcBAHzrzp07dDcuLy9PuCTXda1du9bW9rmfu/VuWyDwC5sprbti8hTH0qRTmhwFAPAzfjEwYb0Ud4c/duyYrY1zP3faBcZzt0u09qR6pFZ5imNp0ilNjgIA+Bn3rEpYR1JSUuKsuzr3cx8eHnZ4fFIaHR3NzMzMyMj4kz/5k1TvS57iOMzpRB8sAAC/qauroxvy0NCQyTIjIyMOOmAx7ud++vTpJI5ROjwIvq0XNh2TpziWJp3S5CgAgJ81NjYmnNCG+6rb7YDFuru7aV0Ks5weoHQGBgYi8TkiJyYm0rA7eYpjadIpTY4CAPjZkSNH6Ibc0dFhsgwHYe3t7Q62PzY2xu/BOTw++dTX19MZa2trS8/u5CmOpUmnNDkKAOBnXMNk3hpF4ZGtKQtVysrKInamlJbZuXPneLbHycnJ9OxRnuI4zOlEHywAAL/p6+ujG/K6deuMFuAWq8rKSse74B5Fly5dcrwFSUxPT/OwohYnL3KFPMWxNOmUJkcBAPxsdHQ0Yjolc3t7Oy3Q3NzseBdWWiGBnD59mvMinaNayFMcS5NOaXIUAMDPpqamuEu10QINDQ20wJkzZxzv4sKFC7SFbdu2Od6CDCYnJ7ktNc1VffIUx9KkU5ocBQDwufLycqM+UtFolEciTeaNNp5mJ5lGRhlwTaGzVzWTIU9xHKR0XrlyZc2aNbm5uUVFRbt27bp796758uiDBQDgQ/zamu4gojzXTVlZWZK74BgupVO+BNrk5KTjoVyTJE9xHKR0btiwob+//+HDh1NTUwcOHKBgy/q68uQoAIDPbdy40ahliqtVkh/Fivu59/X1JbmdsOKZiBoaGtK/a3mK46Cmk8KsnJwc68vLk6MAAD63f/9+uid3dnZq/8SB0blz55LcxaFDhxxMZSiD6enpV155hRt2rl27lv4DkKc4Dmo66bkENVgAAEHEA7Vrh8LiqZqT7IDFuJ97+jsY+RbFVVRutrS0cMd2NjAwkP4jkac4DmQ6R0ZGli5deuvWLdX3EVOeHCoAAKj09PTQPbmxsVH5JRX2c+fOpe/Ly8uTHzWAQrRIfDbDdA5A4EOTk5PNzc1PPvnk7NmzRWmYk5PDH9LfASuGAMvPrl69+sQTT9y4ccPWWvLkKACAzw0PD9M9uba2Vvnlyy+/zKX+8uXLXdnLnDlzaGuvvfaazDHWsWPHRFxVUlLS1NTU29v73//93+3t7V1dXZ6cGXmK44Clk66MBQsWXL9+3e6K8uQoAIDPTU5OcvWS+Kavr49faiN/93d/58peHn30Ud6g+cTS4dbR0cEnYePGjVNTU14fzv+TpzgOUjpPnTpVUVHhbHYqeXIUAMD/uK8VF/nd3d38329+85uffvqpW7uorq7m2CKZMUuDjspNOgN0KnwSXcVkKo6DlE673arQBwsAwJ94CryRkREel4Hs378/Go26uIuhoaHMzMyioqJ79+65uNlgqa2t9aozuxF5imNp0ilNjgIA+B8PhcUVV5GUTTbMgz6kcyZjX+F5tZctW+arXmjyFMfSpFOaHAUA8LloNMo1WJH4pIS9vb0p2hG/rlhXV5ei7fvctm3bfNhCKk9xLE06pclRAACfGxgYEJ03UjpSwPT0NEdynoxH4K2RkZHs7Ozy8nJ3G16TJ09xHOZ0og8WAIAPcdlPt+V169alel/cx0s7qGno8Vj2lHyvD0RNnuJYmnRKk6MAAP43Ojo6MDAwOTmZ6h3duXMnLy+vsLAwDfvyj3v37lGSKeHJj4nvOnmKY2nSKU2OAgCA0ubNmyMGUx8a+c///M+vf/3rDQ0N4+PjKTuuFOLJiJqbm70+EB3yFMfSpFOaHAUAAKVLly7ZfZlu8eLF3LfEh01sCVEyKyoq6OCHh4e9PhYd8hTHYU4n+mABAIDo6t7X12dleWUf/J07d6b68FzHAWVDQ4PXB6JPnuJYmnRKk6MAAKDS2dkZiU8Xk3BJisaqqqpo4UceeYT+LSsrMxmnNBqNzp8/nxZbs2aNq8eblLq6OjqkCxcueH0g+uQpjqVJpzQ5CgAAKtzVPTs7mz6YL8mhWGVl5dTUVENDg3lPps8++0zUddHCRjENBW3vvfdefX39q6++muoxP69fv07JXLRoka8GF1WSpziWJp3S5CgAAGhRnEQFQVtbm8kyExMThYWFtBiPfTo2NsbDSfT39+su/+KLL6r6olBk093dzUNPUYjT19fX0tJSVlYmFkj1rDWNjY12e/SnmTzFcZjTiT5YAADARkZGqCCoqKgwqdrh6GTz5s3im2PHjnGFlna4Th5hq6SkZHh4mP5KcZXoGp+Xl5eZmTl79uyIxs9+9rMUJZDStWLFioyMjBkzZvhtcFEleYpjadIpTY4CAIAunvnYaGaegYGB7Oxsio2UQzOILlmHDh1SLnzmzJnsOFXHedoId4FiFH41NTXRHn/5y19y3dj58+dTkLL/x42bZNasWSnahSvkKY6lSac0OQoAALp4asLKyspLly6p/iQCKe24DENDQxxLXb9+nb/p7++nOCxiMM0f74U899xzU1NT4nseWr2+vt7FFLHJyUmue2MrVqxwfRcukqc4liad0uQoAADooigqIyODioPMzMyBgQHlKOfKvu3aFffu3Ut/ra2tpS1QmFVSUqIbiom90Nbor6rXD2lFDoDcHV19cHBQzJz9p3/6p7/85S91k+Af8hTHYU4n+mABAIAShVbKcqGwsHDp0qUzZszg/xq1HkajUR6684UXXnjsscfoA4VcDvbOlWQnT560uyJFUUNDQ6ovKZJra2vjbvjl5eVGPfH9Rp7iWJp0SpOjAABg5B//8R9Xrly5atWq2tparogSysrKTFak2EssuXr1ame1RGfOnKHV6+rqbK310ksv8X5ffPHF9q+sX79eHM/mzZsTDj/hH/IUx9KkU5ocBQAAiygu+eijj7j7eUtLi/nCBQUFHNB8+umnznZHYRlHdWNjY+ZLTk9PDwwMUCAlmv+MHD9+3LdDXumSpziWJp3S5CgAAKTC22+/vXDhwsbGxmQ6OZkPx0Vbbm1tffLJJ4uLi0UIVRxHkdbLL78sarDmzZtHf8rNzQ1Q3RWTpzgOczrRBwsAAHyFJzosLy/XrXZSToNYWFjY1NTU09OjO6gVxVW08OjoaOoP2WXyFMfSpFOaHAUAAD/j/vK6fdLfeOMNjq6eeeaZycnJ9B9bGshTHEuTTmlyFAAA/OzIkSNUJO3Zs0f1/fXr13l4raamJpMZpoNOnuJYmnRKk6MAAOBnQ0ND3EqobPubnp5etmxZxHRu6XCQpzgOczrRBwsAAHyIZy08d+6c+Gb//v0cdYW1ZVCQpziWJp3S5CgAAPhcR0cHlUoNDQ383/7+fh4vVDWzYSjJUxxLk05pchQAAHxuYmKCIyr6EI1GuUJLNZ90WMlTHEuTTmlyFAAA/G/jxo2R+ISGPE9zeXm5u3MU+pY8xXGY04k+WAAA4E89PT2ieMrOzh4YGPD6iNJEnuJYmnRKk6MAAOB/U1NTIsBqb2/3+nDSR57iWJp0SpOjAAAQCCLA0h2rPazkKY6lSac0OQoAAIHAQ7o/9thjXh9IWslTHAcsnbY6VKEPFgAA+FY0Gh0fHw/9wFcq8hTHgUyng+yRJ0cBAAB8S57iOJDpRIAFAAAQRPIUx4FMJwIsAACAIJKnOA5kOo2yJ2IqzQcJAAAAKvIUx4FMJ2qwAAAAgkie4jiQ6USABQAAEETyFMeBTKezAAsAAAA8l4rAwIcCls5kMkmeTGWypTcmX5JlS29MviTLlt6YfEmWLb0xmZIsSzpjMmUqky29MfmSLFt6Y/IlWbb0xuRLsmzpjcmUZFnSGZMpU5ls6Y3Jl2TZ0huTL8mypTcmX5JlS29MpiTLks6YTJnKZEtvTL4ky5bemHxJli29MfmSLFt6YzIlWZZ0xmTKVGkhi0MPWRx6yOLQkyeLZUlnTKZMlRayOPSQxaGHLA49ebJYlnTGZMpUaSGLQw9ZHHrI4tCTJ4tlSWdMpkyVFrI49JDFoYcsDj15sliWdMZkylRpIYtDD1kcesji0JMni2VJJwAAAEDaIMACAAAAcBkCLAAAAACXIcACAAAAcBkCLAAAAACXIcACAAAAcBkCLAAAAACXBTjAamtrK4g7evSole/dWhfSRjc7rly5smbNmtzc3KKiol27dt29e9f6uibfgydMsuP+/fuVlZUmQ+YgiwPBKDtGRkbWrl2bn59fUVFx9uxZW+sii31FNztu3bq1YcOG/Dj68Pnnn1tf1+T7YAlqgPXuu++uXLny13ENDQ30X/Pv3VoX0sYoO+i32t/f//Dhw6mpqQMHDlCwZX1dZLGvmGfHwYMHT5w4YRRgIYsDwSg7RkdHFy5c2NfXRz9kekbat2+f9XWRxb5ilB3V1dVvvfXWdNzx48dramqsrxuaLA5qgEVn/+OPP+bP9KG+vt78+5hi9FgH60L6WckOujvn5OSI/yKLg8UkO27evEkFMN2aVQEWsjhYjLKjubnZqNYKWRwsRtmRlZWlXCw3N1d8lieLgxpg5efnU+HKn+kD/df8+5giUx2sC+lnJTvoCVhZg4UsDhaT7Ni0adOHH34Y08yqgSwOFqPsKC4u7u7uLi8vp3J3+/bt9+/fF6sgi4PFKDu2bt16/Pjxh3Fvvvkm/VesIk8WBzXAUt12RTWG0fdurQtpkzA7RkZGli5deuvWLevrIot9xSg7rl69umLFCt1lEq6LLPYVk2xqaWn58ssvp6amdu/evWPHDlvr6n4PnjDKjtu3b3MfSkIfvvjiC+vrhiaLgxpgJRP5hj5qDgfz7KAy+Iknnrhx44atdZHFvmKUHdXV1deuXePPRgEWsjgQTLKJQiv+TGGWsv3IyrrIYv8wyo61a9ceP35c9MHS7Swb+iwOaoClaqOl/5p/79a6kDYm2dHb27tgwYLr16/bXRdZ7CtG2RHRsL4usthXjLKjoaFBGWDplqDI4kAwyg5VtZNuLVToszioARa/ZXD37l3dtw+038cUj8IO1oX0M8qOU6dOVVRUjI6OaldBFgeLleww6oOFLA4Eo+w4e/bs7t27p+JaWlp27twpVkEWB4tRdtTU1Lz55puiD5byLUJ5sjioARY5evSo7jgZRt8r79R21wVP6GaHSfUGsjhwEmaHUYBlsi6y2FeMsuP48eOlpaW5ubmNjY26ndxN1kUW+4pudoyNjfGAhYQ+0H/Fn+TJ4gAHWAAAAAD+hAALAAAAwGUIsAAAAABchgALAAAAwGVBDbBMZvy1O3mklTlHY4q+1arvLc5JqbtYwnfRAQAAIIiCWqgbzfhrd/JIK3OOKqnCIItzUhothqAKAAAglMJQwCtn/LU7eaTJnKO6VCGRxTkpjRZDgAUAABBKYSjglTP+2h1632TOUV2qkMjiiP5Gi9HW6AAoOnzqqaeOHz9uOcUAAADga4EPsFQz/tqdPNLKnKNKJsMexoznpEy42M2bN9evX3/48GHzvQMAAEAgBDvA0s74a7cGy2jOUaOO5xZrsFSrW6noevDgQUFBgZ3UAwAAgE8FOMDSnfHX7uSRVuYcVTLvg2U0J6WVxRBgAQAAhEZQAyyjGX/tTh5pMueoLt23CBPOSWm0WHNzM8/QdPv27S1btrS2tto8DQAAAOBHQQ2wTGb8tTt5pNGco+Z7TLhZFd3Fent7q6uraWvz5s07fPiwqEsDAACAQAtqgAUAAADgWwiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFyGAAsAAADAZQiwAAAAAFz2fxXL/NMIY7ibAAAAAElFTkSuQmCC)
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