Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit280-10-20020422_125900_20020422_174400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/22 |
Start Time | | 2002/04/22 12:59 |
End Time | | 2002/04/22 17:42 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -21.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit280-10-20020422_125900_20020422_174400-constBx0 |
Minimum Dst Value | | -36 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
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7djk7O/dzv/w0oLyUU1j81I9hoTYv70Z6er1GU6NUNut0DWVlFYmJJRKJ8tix9AMHiv71r4LAwJaaGnqro63tZmMjm9r7qAEABpaVpkqnUNA/mL3dQk1Nzf33308zGzduPH36tHH5Z599Rkts2W+P744kvJRTWPzUj6GsvaUl4+DBpNdfvzBxovElmjTJ9EfjK2zKFHor3N1dPHWqZMaMUGdn2bp1sStWVMrlVVlZ9i4KAIDwLDVVZdHR7B/GHjOWaQ9WeXn53r17XVxc6MeWlpapU6eePXuW5oOCgmi+tbW1x/3a8u5IMhLKWVlZ+dhjj5mes46Ojj179jg4OIwZM8bLy4t+tL68t/ipH0MTRaucEyeSd+40m6V+ClVTp4Y6OVlf58Jzz9E068iRwqCgm42N6NkCgBHDUlOlEYnYP4D0P8wet2CKms7s7Gz21vXr1ydMmEAtKU1p3pb92vLuSDISyrlp06b33nvP9Jz5+fk9++yzhQY04+/vb315b/FTP4YUSj8NZWWpXl4X16xh/zqIp0+XuLmpAgKKgoPV331X8OWXNJ/r51eZmqqVydoaG1uqq+s1mqqsLFqYeehQ+v79Kbt3p7/zjuKNN+LXrYuYM8c0bIXPmCF2cUnYvFm2bp363LmCwMBWvR6RCwCGKUtNVUdbG2WssujoXm2hoqLC29vb1dXVuOTtt9+mFT788EMb92vLuyPJsC+nUql84oknmpqaTM+Zo6NjWFgYm6cZJycn68t7i5/6MURQ0KnOzqb0I5o8+cdLgY6Ooc7ONzIy2lta+rPlUqk098QJ2prZ/q1wd3fai+rMGQpw/dwRAMAgE3CQO6PX69kYLJKenv7oo48GBwf/5je/uXr1qu375acBHfblnDNnzldffXXrznM2evToyspKNk+h28HBwfry3uKnfgwFepWKUo4xWoXPnCn18KC81SLcE0zr1OpKuTzryJGkrVsvrlwZPmuWcXfGy4hxL798cfXqikuXeuxUBwAYCoQNWDqdbt++fZMmTaL5+vr6p59+Oi4ujuZ/+OGHZ555ptGksx8Bixne5ZRKpRMnTmRDqUzP2ahRo4wD7mjmnnvusb7crLusGpDywJ0oQqV4elLiYUEnccsWykC0sKOtbUD3S9tv0mp1CoXy+PGkLVtMB86zefn27Qpv74aysgE9DACA/hDwPljkwQcfXLBggUqlouWrVq06deqUcTVfX9+1a9fauF9+GtDhXU5K0PHx8WwePVgjDAWpgm++YbEmaevWbF9few2H0qtUZTExiZs3d/ZsmYStqIULpR4elMPsclQAANbhTu72NbzLaaljCWOwhrsapbLzsqCTU/js2RHz5tXbcO/gwVGRmHj19OnI+fONSSv6+efjVq5EzAKAoQYBy75GTjlNz9nJkyfNflvQ0vJbvTzl/NSPwdfe0qI+d+6yjw+LL5rQ0IG+INgH7Bpimo9P1OLF7DgjFy6kpFWZnIzrhgAwRCBg2dfIKWeX+2B5eno6GOzdu9f0Plhml99CwBoySqVSFllSdu3KOXFi6H93L8XTM3zWrB9vGzF1Kk3psItDQnB/BwCwLwQs++KlnMLip34MJspSBYGBWe+/z8LK8LrBusLbW2q8q5bh6mHCpk3pBw7UqdUCftsRAMB2CFj2xUs5hcVP/RhMxpsLF549S7nE3ofTF8UhIWn79rF+LHZzB8mMGSJHx/R33knz8aFCoVsLAAYNApZ98VJOYfFTPwZHR1tbqVSaf/q0jY/HGuL0KtW1H34wDs8yhq3w2bNDnZ2L/vWv2rw8ex8jAIx8CFj2xUs5hcVP/RgcxnFXxefPj5hB4pQa6zWawqAg+Y4dUYsWGcOWeNo0ml7ev58CZbNOZ+/DBIARCwHLvngpp7D4qR+DQyuTsfBxIz3d3scyIFjYokR1acMGkeH506GGh/PELl8uW7euIilpxMRKABg6BLzR6N133/3www8vX75cY8NNcxCwGF7KKSx+6sdAa29pUQUEFAQGUsgYXqPa+6w8Li7z8OFwd3djn5bE1ZWm6e++m+fvj6QFAEIR8FE57e3tpaWlu3btcnZ27ud++WlAeSmnsPipHwOtOCSEhYxywzOt+NFSXV2RmKh4803jYxbZNHrJkqiFC0vCwjiJmwAwcKw0VTqdoqam59GuXbZQU1PDHvY8ZcqUb775xri8uLh43Lhx9G6P++3x3ZGEl3IKi5/6MaCadbrr8fGd2cLRkdtx3x1tbRqRSOHtHWG8y8PEiWGG7yGm7NmT6+eHPi0A6BtLTVVZWfSFCxPp1WPGMu3BKi8v37t3r4uLC/0okUh+//vf00L27vr16w8fPtzjfm15dyThpZzC4qd+DJwb6emUq0KdnbUyWZNWa+/Dsb9Wvb4iMTH76FGph0eYi0vnOC1Dn1bMiy8mbNxYKZfb+wABYJix1FRpNCIWsCore/iHpcvD6MaMGZOdnc3e+r//+7+vvvqKZvLz8x999NGGhoYe92vLuyMJL+UUFj/1Y+Coz53j8+KgLShOKY8fZzd6YA89jJg3L/r550ul0iH44CAAGJosNVUdHW2UscrKonu1hYqKCm9vb1dXV/bj+fPnn3rqqba2thUrVnz00Ue27NeWd0cSXsopLH7qx8Bp1espQ+ScOIHEYAl9RJS0FG++KXJ0FBm+dRg+a1aos/PVzz8vi47GPUsBwDoBB7kzer2ejcG6ZXj03NNPP+3p6fn444+33PlMMwQshpdyCouf+jEQWqqrMw4ezPb1HfrPGRwiKEvRxyVxc2MD4Slj0TR+1arELVsqEhOH6V3vAWCgCRuwdDrdvn37Jk2aZFwSFBREK/zzn//s1X75aUB5Kaew+KkfA6EwKAgXB/uGPrq4lSslM2caLx2GTZ9OU/nu3VlHjtTm5aE7EACMBLwPFnnwwQcXLFigUqmM7547d+7JJ5+8efNmr/bLTwPKSzn7r8tYP3sfzjBWo1SGOjtL3Nzw/bi+qVOrCwIDU/buNX7fkPVshc+eLXZxyT15sjgkBPeIB4CBbqrmz5//9ddf93a//DSgvJRTWPzUjwHSqtfj+mD/3WxsrEhMTD9wIO7llzsvHbJ7xBsuIMatWJHq5aVTKPA5A3Br4Jqq9vb2f/zjH08//bTxTg2275efBpSXcgqLn/ohLMpVWUeOYGC74ChFVWVlqb/7Lm7lysj5841hS+LqKnJ0pM+8MCgIfVoAvBm4poq2/Pjjj6ekpPRhv/w0oLyUU1j81A9hGUdfaWUyex/LiNVQVqY+dy5l927jBUQWtqIWLbq4enWJWKw3GUIBACMYHvZsX7yUU1j81A9h3UhPD3V2Fru4YPTVIKAPmeKUbN06dj8tFrPCpkyhadKWLcrjx7m9ez4AJxCw7IuXcgqLn/ohuGadrlWvt/dR8IU+c41IlP3hh53fLTA8WPrHQfFubhR2rxw/TjkMFxABRh4ELPvipZzC4qd+COhmYyMGXNsXff46hSL9wIH4tWuNvVkidgFx8eKkbdtKpVJ0LgKMGAhY9sVLOYXFT/0QSlVWltjFJdzdHT0lQwElrUq5/Nr587ErVkQtWvTTNxAN0+StWwsCA3H/UoDhDgHLvngpp7D4qR9CUQUE4OaiQ1OTVlsYFJTx7rud3zqcMcN4AVHq7h6zbFneqVO4gAgwTAl4o9G777774YcfXr58uUaj6ed++WlAeSmnsPipH0Jpqa5OP3Ag68gR3KBhyKJzpFMoUr284tesMd5PK9TwDETprFkR8+ax0VoUyOx9pABgEwEfldPe3l5aWrpr1y5nZ+d+7pefBpSXcgqLn/oBHGrV60ulUtWZM2IXl0iTC4js4Tzhs2dfXL2a3qV1ELYAhjIrTZVCp1DWKHu7hZqaGuPDnq083QQBi+GlnMLip370X0dbW3FISFl0tL0PBPqiWacrDApSffml1MMjeskSY9i68Nxz7JIiLc/84IMSsRij4wGGGktNVXRZ9ETDoI0eM5ZpD1Z5efnevXtdXFy6rHPq1Kl58+bZsl9b3h1JeCmnsPipH/1XFBzMRl9VZWXZ+1igXyhsqc+dy/n001Bn58gFCzrDlmG0FntR2IpdvjznxAkK0xizBTAUWGqqRBoR+7uVV8p73IKpMWPGZGdnm64QERHxzDPP6O+8+Q4CFsNLOYXFT/3ov1KplDXAuIH4iNHe0sLClurMmaiFC2OWLjUOjTeGrYurVuX6+bHLiBh4B2AXlpqqto42yljRZT1fWDDdQkVFhbe3t6urq3HJlStXnnzyyaKiIhv3a8u7I8nwLqdYLKaTfd99940bN279+vW62/9v7ujo2LNnj4ODA8VtLy8v+tH68t7ip34IolIur1H2fLEfhqmW6urOsPXFF+Hu7uymD6ZhSzxtmtjFJWnbtszDh8uio282Ntr7eAF4IeAgd0av1xvHYGm12qeeekpm7rlnCFjM8C7nzJkzw8LC6urq6Ey/9tprc+fOZcv9/PyeffbZQgOa8ff3t768t/ipHwC9QmGrIDAw/7PPOgfIs8dOm4StC5MmiRwd49esyfXz08pk6NwCGFDCBiydTrdv375JkyaxH2nmiy++6MN++WlAR045KVk/8MADbN7R0ZGCF5unGScnJ+vLe4uf+tFPzTodeiz4RMmJwlZhUNC1kBDZunUJmzZ19ma5uBjDFuvlilq0KGX3blVAgE6hwMgtAGEJeB8s8uCDDy5YsEB1e7AHvkXYo5FTzvPnz0+bNo3Njx49urKyks1XVFQ4ODhYX95b/NSP/qiUy0WOjtSm4sv8QOrU6qqMjKRt2xINYevHbyOavMTTpsnWrs08fFh97tyN9HQ8sxKgn3And/saIeVMS0ubMGFCXl4e+3HUqFGtra1snmbuuece68vNusuqASvKyJF/+jRrOCsSE+19LDC06BQKCltpPj7p+/dTCg+fNct464cf+7cmTaIEFr1kifLYMY1IROEMXaEAvYWAZV8joZwxMTHjx49PTk42LkEP1lDQUl2ddeRIrp8fxtmAFa16fbNOl+fvn3fqlMTNjd0AQmS4g7zpi96KX7Mm/eDBouBgymf0W6hXANYhYNnXsC9nUFDQI488kpqaaroQY7AAhimKTeVxcdcvXpTv3Jm8Y0fnxcQpU7qErQuG/q3IhQtT33gj9+RJWr82Lw95C6ALBCz7Gt7lPHr06Pjx43NycrosP3nypNlvC1pafquXp5yf+gFgX3Vqtb6wMOvIkSvHjknc3KIM30w0vZj44yVFR0fJjBlxK1dmvPdewZdfViQm6lWqm42NSF3AM7s0VZWVlf/v//0/Kyvw04AO73J2HxpVV1d3y3C/K09PTweDvXv3mt4Hy+zyWwhYgqKGrSAwUCMS2ftAYEShtMT6tyqSklI8PVO8vEKdnSWurl37t26/Qp2cwmfNSty8Of2dd6798AOlriatFmO5gB8UdLp3QAy07du3v/DCC1ZW4KcB5aWcwuKnfvQNpSvWwt1IT7f3scBI1lJd3dbYWBwSUiIWX9qw4dLGjVTrwrpfUjQZOx82daps/frUvXuvnT+vlclwJxEYwdasWbNy5UrW7zAIqqur//a3v40dOzbL6oPR+GlAeSmnsPipH31jfDxOvUZj72MBvjSUlbXU1LDIpfD2TnvrLYmb24/fUjQbuZycOiPXunXy7dtVZ87QL9IWcEcuGBkqKyunTZtm/RvxArr33nudnZ0vX75s/aj4aUB5Kaew+KkffVaVlUUNlb2PAqDzyYkdbW0ViYmVyclZR45kHj4s9fCImDfPSi+XyNExesmSuFWrso8ezfP3r87OxpM0AYTCTwPKSzmFxU/9ABh52Mh3rUxGkYvyVsa770YtXMhuD2HlFblwYczy5VmHDyuPH9fGx1Niu9nYiMuLAL3FTwPKSzmFxU/9AOBHjVJZk5ub6+en/OSTi6tWxb30ksjR8Y5nKd75CnN2Fk+dmrBxY9LWrVe/+KIgMLCuuLhOrbZ3OQCGNH4aUF7KKSx+6kdv0X/oVQEB+P4gjAzNOl1TRYX63DnVmTMJr70me+WVUCcnK5GLvaKXLo1ZujTz8OGsI0eux8drZbI29HUB3MZPA8pLOYXFT/3oLeP3B6usfosEYJhqqa6mV3lcXElERNYHH1z28YlatChizhzrkUs8fbrYxSVh06akbduuBgTQf0Kqr1zRKRQdbW0IXsAbfhpQXsopLH7qR2+x7w+KHB0xwh24UqdW1+bnFwYF5Z06RUEq7i9/EU+dKur2QOvuz/+h4HXp1Vcvbdig/Oijzh4vmaxELG4sL2fD6hG/YOThpwHlpZzC4qd+9EGNUol0BdCq17dUV1ckJtL/OrI++CDtrbeilywJnzVLNGmS9dRlfBSjdPZsil+JW7ZQ/FJ9+WWev3/t1auVcnlHWxtt2d7lA+gjfhpQXsopLH7qBwAIiLJRk1arV6nKoqPVZ89mHj4s9/SMffll6Zw5YVOm9Jy9DM8IEru6UgKTrV8fu2JFZ3Tz8dGEhhYEBuoN8euWIdvZu6AAFvHTgPJSTmHxUz8AYHDcbGyk7FWVlUXZq+j773P9/DIOHpRv3x770kvhM2b0cLXRELx+7PeaNSvU2Tnp9ddl69bl+ftn+/pS6ioRi2/W1bEb/+L5jGBf/DSgvJRTWPzUD9vRf8pjli1L3LKlvaXF3scCMKJQJGrW6Sh7aWWygsDA/H/+M+3ttxM3b46YN49dcxSxLzZa6ABjHWOS6dM7v+H4wgtiF5eUPXsofuX+4x/pBw6URUV13mCisLAiMZH+eNltJhDCYODw04DyUk5h8VM/bJdz4gT715z+mbb3sQDwgmWvJq22Ui6nPz1VQIDy449TPD3j16yRuLnRy9izxXq5uvd7hRreZQ9wlMyYQdOYF18MdXaW794du2JF9t//nurlVRwcnOvnV33lSqlU2tbYyAbg479S0Df8NKC8lFNY/NQP26EHC2CouWkIQ7V5ecUhIUXBwRkHD2a+//7F1avj160Tu7hIZ8/ujFYuLsZeLjN9YOzio6GHLPTOEEa5LWnbNvqrV37ySZqPT4lEwsaBlUVHUwirUSpv4VuQYA4/DSgv5ey/Lk+1tPfhAAD0XUdbG73qNZomrbY8Lq4yOTn/9Omif/2LQlj20aOydeuSt22TuLnFvPACxanwmTONASvUtD/MZOxXqGGUmHjaNOP60c8/T9PETZsi5s2jzdL/vlRnzmQdOVIeG1sYFFRXXEz7pQRG+e8W+sN4wk8Dyks5hcVP/QAAzrVUV7fq9TqFoiYnh4LRNZEo/cAB5ccfX9qwIcXTk0JYtCGEsZ6tH0OYIWyx4NV9Gurs3BnFDD1n4e7uP0WxLVtiV6y4cuxYqpfXtQsXKPBVZWSUSqVs/BklMJq5hfFhwx8/DSgv5RQWP/XDFvQPX4lYfCM93d4HAgD2UadWUw4ri46uvnJFFRBQFhWVefjw1c8/T9q2Lc3HR+rhIXvlFYpQUYsXs9urdl6anDrVGMVCTUOY4TIluyjJ1mHrR86dS9O4lSspmSXv2tV5i4oPP1R4exedP09RTJea2nmD1rKySrmc4mBtXp4xkMFQw08Dyks5hcVP/bCF+tw5NlyDDX0FAOjuZmNjR1tbjVJJuYfCUFVmJgWjEokk/cCBPH//Sxs2KN58k7LUxZUrO282YXj6EOvlYr1iLHLdEcJMotiPvWKGC5SsL41tIWbp0nB39+Tt2xM2brxy9CilvYJvvsk5caI8OrowKOhGWlpxSEhNTk55XFyTVstiGcaNDTR+GlBeyiksfuqHLYwBi33BGwCgP+o1Ggo6FHrqCgooBmkvXcr29S389lv5zp3ZR4/GrliRsncvZa+4l1/uvMg4a5YxWrGY9WMUYwP2Tb47KWIjxthyk3FjbGr8HiVtJHb58qiFC5O2bqXYl/Huu6leXjmffppx8CCFMwqF12NjKZZVZ2d3HqFarVMoKDLSDCWzlupqPF+yR/w0oLyUU1j81A9b0D8oZdHReLozAAwaNhKLRTGtTFZXVET/06tISsr189OEhmYePlzw1VcUjFggS9q2jWITGyvGRn39GMi6jRgzczMLC/cVu2NUmSHSiadPpx9p+xT+ohYvls6efXHlSspqiZs3X3rlFfmePSm7d6e/8w4dW87JkzknTqjOnMnz9y84e1YVEFD43XcUJUskklKptCIxsVIur1Eq6R9Vym30atJqKcO16vX0ovRGUyo1ew3HEWn8NKC8lFNY/NQPAIARgH1LsaGsjBLJjfT0lpoaijJ1BQXFISFVmZkUbq5fvJh15Ej+F18kbNx42ccnauHCSxs3UlSKWbKEYpPUMAJM4uradQi/DYGs/y/aF6U62i+9KBqKp07tnE6fHj5rltTDI2LevJilSynJXVy1SrZ2bdKWLUlbt6Z4eso9PSnPXf7b3zIOHsx47z02pXiXeeiQ8qOPsn19KeFRttNIJBqRiLJp5xC67GzKdhTmKLkOXFccPw0oL+UUFj/1AwCAWyyWsUdr16nV9KNOoWgsL2djyIqCg6/LZPmnT18TiTrD2eefK7y9s48ele/cmbZvn2zduqRt2yioXVyzhmIQu4e+dM4cSks/3nvM5FKmLY8A7/EVMunHqfH1/eTOV7DTxHNTO19np3VOv3HtfAXOnPjVjImfz+mc8V9wx/SMxyS/xRODnnf758vTQta9cGbdHNHrqwO3PB+8d+0/vZaee/evnxx48Zzvdr8P1wb/w9v/440hX7/3jy+2B4t8Pzm7K/Ti6ZM/vBVzOTgg5uilqxFnZB9dLIr8IvljaWHoZ/Lj4UVhJ5M+5KcB5aWcwuKnfgAADDst7Z3BSN+qtzLVNmnZtK2jTdfc+X3D6pZq47uNNxt73AJN6Xe7TI2/S1ujw1DXqWkmWZtUqC8MKQi+VC47dfnj71Rn303c90n63/dd3P1+6rtvxmw/KPfxit76Vrzn65K1b0Rv3XzhL7vFr/415KUdF9a8Grz0r8Evrvl2wfpvF7347axVZ+cuPeu+PGjW0m/cXvx65vNfT3/+q+nzv54y7+spM886zjw72e3sJLegSdO/fW76t5NcvnvO+V8Tnb6f6Hj+p9dzIT+9umQ0M0t++Glq+8v0t7pP+WlAeSmnsPipHwAAAmLhg8WavNo8iiAKnaKxrTGxIrGmpSauPK6soUxcIi6sKwwuCs6qyjqdfzqmPMY32zekOORA+oGvCr7yTPH0y/Xbkrjl79l/XydbdzD94LKYZW+kvjEvYt7WpK1uErcNlzY4ihxXxq2k6fLY5TR9MeZFmi6NXkrTJdFL2JRa+gWRC2hKv0jT+RHzaTmbLo5e7BzqTFOaXxS1iKa0DpvSclqHpnMj5tISD6kHm3Yuj5xvnM6RzqHlMyQzaMv0Y2e2ED034JcS7fSyFKQmhXSdUrxDwIIe8FM/AIBbpmFIpVfpW/UyrUxTr6Gsk3YjLbAgMKosiqJPUGGQV6rXR1c+orhDGYjizpuKNxdGLdwj30OJZLd8t3u4++tJr7uIXdbL1lP7SisYw83s8Nk0dZe409RV4krT6eLpNKWVaTo1bCpNnUKdaDpZNLmzhRY5GqeTLnReEnvuwnM/TS2EmDvWsTodnBcdORWBykhFo1LT1E3sNlU8daZkJv04WzrbdEoLKcxRYns+6nnKhRQWafpS7Ev0MdKUEuTLcS+vjV/7iuwV+pDptUu+a0fyDpp6yj19LvvsS9t3OPPw+5nv//3K3z/I+uAj5UfHlMdO5Z06kXPi64KvKb+eLTxLp5KmAaoANqXzS0vYlJb45/nTlNaMKI3oPPW6tPDisLSKVFFhiOK6/Afl2fRSeXjGufyitPCEM5npkaERfknx587961C89MvAM97J35/+9rR3SvDps/5eim//SVN+GlA7lHMEfLgjoAgAwBV2uaqsoSyuPC6jKoNSEbWX1MoGXA3wVnh/mPXhhksb3kp7i5rtzQmbqe1/Ofblzr6cqMUUCDykHp3RRzLdGHpYr8zk0M7QM0lkEnREP01Nw5CZaaijcQtsa2w6JXSKcS/TwqbRlPUDsWOg3GaMaKsurqJN0WG7Sdy2Jm2lMOeV4rUidgWFPFpIYWJjwsZjV47R9PiV41sSt3ya8ylNP875eFvSNio4lZqiA5t6pniezD1JU1pO71IWoTVpCzvlO+mToeXHlcdpSktoeiTrCE2PZh2l36W8QtNj2cfYEppSmmHr+KT50B5pg98Vfkef9sXrF6Wl0qyqLGWNkjIrvSi/6pp1dF4oudKUfqQgSzNmp/Sydw0SDD8NKAJWX4yAIgDACEMtMWu5EysSL2kvnc4/7Z/v75XqtSlxE6WT2dLOvqIpYVN+6gEyCUa29PqwPiQWg6aKOwMQJRuazo2YS9OX4l6izb6a8CqFsx3JO2iPO5N30nRPSmc/1ttpb1P0OZR5iKIPxQ6KIN8WfktZ5MK1C77ZvtIyqV+uHx1zgCpAoVNQHKEgElIcUtJQQnGwuqWafmQBkYrJxkux0U4jKXbwg58GFAGrL0ZAEQBgyKLc0HizkV5lDWUUmNJvpMsr5RQ4LmguUBA5W3j2RM6JU3mnfNJ8KLisla1dHb/aPdydRSgWg7rHJraEXVb7MSQZeolYz9CLMS/SQko/tB2KRCvjVn6Q9cGWxC2fKD+hiPZVwVcHMw5KSiT+ef5plWl0JIV1hRR96m7W0bHduj1gnF1SBLCOnwbUPgHLkoHedUdHx549exwcHMaMGePl5UU/9m07/NQPABgglKIol6j0Kmmp9OvCr49mH92Xtu/VS68ujV46P3L+VPHUaeJpxn4m218/9jYZLr3NCp/lKHLcmLBxRewKymQUki5ev3hOfe5q7VWKR7pmXVZVFjuMW4hHMFj4aUD56sHy8/N79tlnCw1oxt/fv2/b4ad+AEDfsDttU4gpayhT6BQUaL5UffmR8iOvVK/NCZuXxiyl9GN7eGKxiV3acwpzYpfn2LfhaGZ78vbVF1cfvXLUJ81HUiIJLAgsrCuUV8pv3b71AMDQwU8DylfAcnR0DAsLY/M04+Tk1Lft8FM/AMA6dZ06vzb/nPrcGdWZfYp9u+S7VsSuoNzjHu4+TTzN9gjlKnZ1DnVec3HNsphlbyne8kzx/DT308OZh78v/j5AFZBRlUERTdukVdYo9a16doMDNhoJ45BgeOGnAeUrYI0ePbqyspLNV1RUODg49G07/NQPAKAcw8ZZZ9zICC4K/rrg6/3p+99IfWN+5Pw50jm2X7xjo6NmS2dT9tqUuGljwsbP8z/3z/PPqclR6BRs3JW9ywow4PhpQHkpJzNq1KjW1lY2TzP33HOPlZWtjBXjp34A8IB1AuXV5hXqCwMLAs+oznimeO5M3rkgcsHCyIVOoU5sSFOPrxmSGTMlM9fL1q+VrfW57POm4k3/fH+/XL+48rjosmhtk7asoezW7fuMA/CJnwbUbuXMyspycnK6//77BzO1oAcLgE/sJkOUb/Stenml/PKNy6fzT1OQ8kr1ohg0Wzp7fuR82/uipomnuUpcNyZs3CHfQRs5pz6XX5uv0qvYXYvsXVaAIY2fBtRu5Zw0adL+/fsbGhoGc6cYgwXAD4VOkVaZ5pniuTdlr5vE7ce7GNjWF+Ue7j5HOufVS69uTdp6JPvIJzmfnL92XloqzanJoSDFBrDbu3wAQmpvb+noaLt5s5FN6dXcrGtq0tbUKPV6VWWlvK5OTVM2X1WVVVIi1mrj1epzJSURBQWBbFpU9F1Ozonc3JNpaT7Z2b4pKZ7Z2ccUCu+srKOpqV6ZmYcTE7fw04DarZz33XdffX39IO/05MmTlr5F2KtTzk/9ABgu8mrziuqK/HL9Tl89vSJ2xYqYFT3e44DenS6eTkFqU8KmPal7AlQBwUXBlJ809Rp2+2x7lwngx9zT2qqnGZqy3NPSUs1yT0VFYmVlilYru379YmmptKREUlh4trAwKDfXj4LOlSu+mZnvZ2QczMh4j6bp6e9cvvw3heINyj0pKbvk8p0JCZvj49fExCyLiJgrkcwMD58pkbjSjFg8VSyeduGCo0g06cKFiaav7kt6++KnAbVbOX/729+q1epB3mlHR4enp6eDwd69e03vg4WABTAssNyTfiP9qv7qiZwTn+Z8+nz08y/FvjTx9kPrurymhE3xkHpsTd66P33/MeWxLwu+DCkOiSuPoyClbdIiSIGAOgx1idIPzVAMokhUX6+hSKTTKerqijUakVaboFIFXLsWkp9/uqjoX5SB8vJOpaX5UACSy3coFN5JSVuTk3dduvRKQsLGmJilMTEvUuiRSmdT4pFI3EJDnSj3iESOoaGT+5lyBHpNMk7pqGhKR0hTOlT6MSJiXmios1TqYZifS9OoqMW0hJ8G1G7l/PTTTxctWlReXm6vA+gPfuoHgH3pW/XVLdWBBYHBxcFbErd4pni6SdzYc4LZTaHM9kstjFq4KWFTgCoguiyajb6ydzlg2DCGJJpSPKKQdONGOv2o1cpqa6+q1efKy2OUyuMFBd9QMFIqP5LLd2ZkvBsXtzIxcQsFi+jopZQkJJIZhqkrpY2wsKmG/PHcYEYfkWgSvcLCphgy2XSRqHNKKY31UYWHz5ZIZkZFLZJK51y8+JfY2OXJyTso4V2+7JOaujc9/UBqqteVK8czMw+r1d9SIiwriy4uDikriyoqCqZ5mlZWppaWSmtr8ysr5Q0NZZQgaUrz9EHV1uaxfHmr88tketb9xuZpSnGTnwbUbuUc1l/NG0aHCjAcUa46pz53Ov+0c6jzjPAZEy0/Mm9K2JRFUYs2J2w+mXtSpBHl1eaxu0MBb1j7XVenpkhE7X1ra11FRSI184YckJuff7q8PNaQGM5SMLp69XPKEDk5n1Iqysg4SPFIofCOilqYkLCJQhL9yDpdWGeMISRNMbk61t+odHs7k1iXjyEDuVHuiYiYI5XOptwTGTk/JuZFOgw6nuTkbampb1y+/Dd2pS87+yilury8U4WFZ9Xq70pKJJR4KPxRYSkI0os+Ab1eRQWnF30m7Kqi8QojxR12zbHdMIiwwx7/9+CnAeWlnMLip34ADA5NvaakocQ32/e48nhnH1VUZx/Vc6KfQtXk0MlTxVOXxix95dIrBzMO+uf5R5dFq6ktMTSrMNyxeMT6jRoayqjhr6lRUkii9FBXV6RWn6usTMvL8y8tlVBIUqnOJCVto6gRE7MsJWWPWOwik71CkSg6+nmKLJRRjMHIMJCIQoyzYTrZGG5uT22PSs+Z/NZktmXaY3j4bNo45SHaqUy27tKlVxSKfZTV6NjS0w8olZ9kZ/sWFHytUgWUlkaWl8dRoaqqsqiANNPUpKUZKjJLPyz32CXxDDJ+GlBeyiksfuoHwMBR6VU5NTmdN0pIfZPd+6BL75RTqNPW5K2UpRIrErVNWtyHc1hgXSPNzTrKChQmWB9SVVVGfv7pkhJJRsbBq1fPyOU7s7KOxMWtlMt3UxKKj19HkSU2dgVNY2JeoClFFkNImmkMSawPiQ3xYcN9bg8Aes4YlW5PHY1x6vZ0imE702kaHu5O04iIeYa9LKR4RPulY6CIRguTk7dfvLg6PX1/Sopnbu4pOtrCwq9zck5oNKEU8nS6NK1WVl+v0etVlIooIRmvf4Ht+GlAeSmnsPipHwDCyqrKyqzK3CnfuUu+iyLU1NCpXULVTMnMVRdXHco8JNPKNPUaex8v/Pgttro6NSWJyko5xQuNRlRRkZyX53/t2g8UQVSqL5KStqWnvxsd/Xxi4mbKN7Gxyw0hpvsltsnGAHR7atqfZLp8sjFOsTFMt+PRTBaMaHrx4iraeHLyTkpIdBiJiVvy8k6lpx+gJKRUHqcwR0dIeYh+rK7OphmKehSM2MBz4yChm0jtg46fBpSXcgqLn/oB0E9tHW2JFYn02pK4ZVPiJjZq6qcB6RcmOYocl0YvfTfj3ZDiEJVehW6qwcSG6dy4kU7Jo7g4pLQ0IjvbNzfXj8IKJZWoqIUy2Suhoc4REQtMopKLMfrc/i7bc12md4akKYbfmma8eBcVtcgQj1aLxS5y+W5DPDqUkLAxJ+fTlBTP/PzO0VFq9dmsrCNlZbEFBYFVVZl0bA0NJRUViZSH2BjqFjzEetjipwHlpZzC4qd+APRNXm1ecmXyhksb1svWU5ByDnU2fSQfhaqXYl/yzfaNLovWNevwLb8BwoJIU5OWosn16xcpOSmVnyQlbUtK2hoe7h4ZucjYM8RGKZkbxG0am37qVaJsZLzcxkY+Xbr0qlTqoVC8JZOto71QVFKrv6WQRPstLAyqry/RamVtbZ3x6NbtsVbAJ34aUF7KKSx+6geA7apbqilXHUg/wC7/uYS5GEMVBSwKVWvi1xxXHpdpZdVoX/uHfS+srk5N4YndVtvQ/yQ13FfJT6Hwlst3Ue5hNx8KC3Oy8N2350y/y2Yc7RQZOZ9+iwWmtLTOwMQuvV27doEiWmVlWlFRcH29xjQwYRwS2I6fBpSXcgqLn/oB0KOyhjL/PP/3Mt9jTzs23j99smgy5apNCZtO55/OqsrCtT/bsWeVsCeTlJVFFxYG5ef/Mz19f3Lyjri4l6OiFrGbGxl7lW4P97Z2N0jWRxUZOY/CU2LiX2NilmVn+6amehUXn6fYpNOllpSIW1pqEJhgoPHTgPJSTmHxUz8ALNHUa2Ra2eqLq5fFLmNxynjzzxdjXjyceZjeRaiyrrlZx7qCNBoRpZzMzEPJydvi49dERs4Xi6f25pkkzxkHkoeHz6QIRRuJilqYlfU+Rahr134oKAisqyvS6RS3EJ7A3vhpQHkpp7D4qR8AXVCuOpFzwueyDwWp6eLpxluAzomY45niGVIcQitgTJURu6NjU5O2rk5NQYqyTlbWB6mpb8bELDM8QsSWCDWJjZQyfDvv5YiIeZcv/y0lxTMv77PsbN+SEjGFpxs30kpLpey5vBgADkMcPw0oL+UUFj/1A4DRt+rjyuNWxK5YEr3E2F/FLgLuT98vr5Tjhp+UbBoayvT6gqKi4IKCr1NS9iQk/DU8fJbhjpQ9B6mwsKkUoWJillKEUijelMt3FhWdV6vP6fWFOp2CpTR7FxFAAPw0oLyUU1j81A/gXFtHW/qNdL9cP4pTbhI3493VF0Yt9EnziS6LtvcB2gd7Akl5eZxGI8nMPER5iN3L25bLeRKJm1jskpCwKSFhY17eP9n4p4qKxLa2xmY85Ac4wE8Dyks5+2+YPjYRoG+0TdrAgsAfbwcaNpX1V7mIXQ5lHpJXyrkaXMUeY0IZqLw8VqHwTk7eGRrqfPsWUBZfERFzDH1R3vRSqb5UqQIqKzuDFG0KN7cEnvHTgPJSTmHxUz+AQ1lVWd4K7xWxK9jDatjd1bcmbRWXiO19aIOBxamysujS0nDKRikpnhKJq0Qy3VKQEouni8WuiYmb5PIdV69+UVAQWFubz76Lx8Nz5QB6i58GlJdyCouf+gH8aLzZGF0WTblqQeQCY7RaHLX4RM6J9Bvp9j66gWJ41G5dUVFwUdG/UlO9UlI6H41HicpynHIND/e4fPlAdrbv9evxrEeKPX0PAGzBTwPKSzmFxU/9AB5o6jWmo6wmh3YOYH898XXKWyPsjqBVVVm1tYV5ef55eZ8lJGy8dOnV0FBn9qg7C+OlKE7Nksv3ZGS8q9FItFoZ4hRAP/HTgPJSTmHxUz9gBGMD2N/NeJfi1DTxtM6xVuKpLmIX32xfdZ3a3kcngMpK+Y0bl7Ozfa9c+XtU1MLo6CU9Dj+XSufI5TszMg5evx5Lv86ec2zvcgCMKPw0oLyUU1j81A8YkRpvNsaVx+1I3tEZrcKmsTuwb0ncIi4RD99bWLGLfYWFQSrVlxSnYmKWWclSItEkqdSD1klPfycn50RlZUptbR7iFMAg4KcB5aWcwuKnfsAIw3qtNiduNn43cFb4LK9UL5lWZu9D6wv2GD72Tb3QUGf29Jjur9BQp7i4l5OStqtUASUl4vp6DW6IAGAv/DSgvJRTWPzUDxhJdM26bUnbjHdgXxS1yDfbN6sqy97HZavWVn1LS3Venn9+/hdRUQtjY1eYPLH4jt6pmJilcvl2tfo7rVbW0FCGh8MADB38NKC8lFNY/NQPGDEOZhw0DmOfFzEvQBUwLAZaUTZqbtbl559WKj8JDXUOD59ptoNKKp2jULxluGmnor5eY++jBgCL+GlAeSmnsPipHzACBBYEekg9XMWuFK1mS2f7Zvsqa5T2Pihramvzqquz2YU/kchRIpnRrY/KKTJyvuGS35fl5XEtLdUYOwUwXPDTgPJSTmHxUz9gWBNpRKsvrma9Vu7h7p4pnkN2rFV9vaa2Nt9wY8/dhgfzOXcLVc7JyTvy8vx1OgVGUAEMX/w0oLyUU1j81A8YpuSVcp80nxmSGZ33YQ+fOS9iXlBhkL0PqivKSXq9KjXVKzX1TUOomnZnonKMjFyQkrInP//0jRvpCFUAIwM/DSgv5RQWP/UDhh1tkza4KHhW+KzOmy+Ez3AOdT6Rc8LeB/WThoayxsYypfJ4Zub7Zi//RUUtVCqPlZZKceEPYETipwHlpZzC4qd+wDDS1tGmrFEuj13Oeq1o6pPm0zIEbjt+82ajXq9KS/NJS3vb8LQZN9Nv/1HMiop6PiPj3eLikKYmLUIVwMjGTwPKSzmFxU/9gGFkY8JGClVsMDvNq/Qq+x4PRaWKikS1+tvQUGep1MMkVE2iqVQ6OzV1r1p9rrlZh1AFwA9+GtDhXU6xWOzq6nrfffeNGzdu/fr1Ot2PozQ6Ojr27Nnj4OAwZswYLy8v+tH68t7ip37AsBBYELgsZhmLVstjl4cUh+jsN2Lpxo30ysoUw5P+XjHcQ+Gn4erR0UvS0nyKi0NqapQ3bzba6wgBwI74aUCHdzlnzpwZFhZWV1en1Wpfe+21uXPnsuV+fn7PPvtsoQHN+Pv7W1/eW/zUDxji8mrzTuScYPdkXxy1+EjWEVoy+IfR3t5SV6fOyjqSmrrHMFx9qrGnKixsiky2Pj//dENDGXqqAICfBnTklFOv1z/wwANs3tHRkYIXm6cZJycn68t7i5/6AUOZuk49L2IeRav5kfPdJG7n1OcG+QBaWqrV6nO5uX6hoc4REXPYXdQN08kikeOlS6+xLwAO8lEBwFDGTwM6csp5/vz5adOmsfnRo0dXVlay+YqKCgcHB+vLe4uf+gFD1pbELexJgjT1TPEczF23t7fodIrExC0XL/7FcBFwsiFUPWe4CPiCUnm8oiIRVwABwCx+GtARUs60tLQJEybk5f14cWTUqFGtra1snmbuuece68vNusuqASsKQA/iyuO8Fd7s9qGr4lYlViQOzlcFKVeVl8fl539meGTNLONFQIlkxqVLrxQUBOr1qvYh8KVFABjK+GlAh1k5zeabmJiY8ePHJycnG5egBwtGJApSyholi1YvRL/gk+YzOI9qvnEjXS7fGR+/1niPdZHoOZHIMSlpq0YjamgoG4RjAICRgZ8GdNiXMygo6JFHHklNTTVdiDFYMCKtk62jaOUh9aCpb7bvQO+OkhPlp4iIeRERc9kNq1h/lUy2trAwqLVVP9AHAAAjDz8N6PAu59GjR8ePH5+Tk9Nl+cmTJ81+W9DS8lu9POX81A8YIkQa0U75TldJ540YNlzaoKnXDNy+KFepVAHp6fsNNwWdboxWSUmbCwoCa+3xLUUAGDH4aUCHdzm7D42qq6u7Zbjflaenp4PB3r17Te+DZXb5LQQsGKoabzbKK+XOoc4UrV6MffFI1hF1nXogdtTR0VZeHieTrYuOfoF9E5DdcEEq9cjN9WtpqR6InQIAb/hpQHkpp7D4qR9gd8tillG0WhC5gKb+eX28c5t19fUalSrAMHTd3fitwKioxQqFd1lZ9EDsEQC4xU8Dyks5hcVP/QA7ClAFrIxbOV08naLVlsQteqHHPN282VheHpeWts9wKXCaIVpNEYkcMzLeo1yFIVYAMBD4aUB5Kaew+KkfYBeNNxsVOoWjyJE9+sYv10/YQVdNTdrCwqBLl15joYo9gPnixdVFRcG4fxUADCh+GlBeyiksfuoH2MXz0c9TtFoWs8w51Dm4KFjALVdVZWVn+8bELDNGq8jIBQqFt1YrE3AvAACW8NOA8lJOYfFTP2CQybSygxkH2WXBbUnbBNyyRiOKi1vJHmjDHsAcG/tSfv7puoEZMg8AYBY/DSgv5RQWP/UDBpmL2IWi1eqLqwW8LFhYGBQVtVAsdmWPXjbccGFrWVk0vhgIAIOPnwaUl3IKi5/6AYOG9V0tiV4i1E1EOzraCgoCw8Pdw8Jc2B2tQkOdc3NP1tQo6a3+bx8AoA/4aUB5Kaew+KkfMGjYna62Jm1V6VX93BTlp5ycExSnwsKmUrQKD3eTSNwKC4PwoEAAsDt+GlBeyiksfuoHDAKRRuSt8GYD248rj/dza0rlcYpW7LYL4eHuUVELKVoJcpwAAP3HTwPKSzmFxU/9gEEgVN9VXp6/4YIg67WaFRe3sqRELNRBAgAIgp8GlJdyCouf+gEDyj/Pf/XF1exe7afzT/d5O8XFITLZOjbWikWr0lKpgMcJACAUfhpQXsopLH7qBwwoylXsLu1lDWV920JJiTgpaZtY3BmtpNJZ0dHPU9gS9iABAATETwPKSzmFxU/9gAHil+u3InbF5oTNzqHO4j5dyNNqZQqFNxtrJZHMEIkc8/vRBwYAMDj4aUB5KWf/3XUnex8ODG+s72pb0ra23t8xobY2Ly/PXyyebohWM2mam+uHbwgCwLDATwPKSzmFxU/9AMH55/mvk617PfF1N4lbb/uu6urUhltbzWK9VjTNzDyMpzIDwDDCTwPKSzmFxU/9AMGxvqud8p29+i2KVoWFQVLpHMMtQzsvC6ameuEpNwAw7PDTgPJSTmHxUz9AQFlVWQGqgF3yXS5iF9v7rrpHK7l8V0VFIq4JAsBwxE8Dyks5hcVP/QChNN5sZPe78knzsXHcFUWo2to8qdTD+AxBuXxnWVn0zZuNA320AAADhJ8GlJdyCouf+gGCaGlvya/Ndw9379VzBuPiVpr0Wu0oKRFjuBUADHf8NKC8lFNY/NQP6L+2jjb2GJyTuScTKxJt6b4qLg5JSfFk0UomW19aKkWvFQCMDPw0oLyUU1j81A/oP32r3lHkSAHLW+Hd48rNzbry8rjQUGeKVrGxy7OyjmAkOwCMJPw0oLyUU1j81A/op6DCIM8UzwBVwOHMw5p6TY/rR0TMM9yTfS5NceNQABh5+GlAeSmnsPipH9AfumYduykDZaweV87MPBwe7s5uH5qS4onhVgAwIvHTgPJSTmHxUz+gPxpvNq6+uNpR5Bhi9fmAFRWJSuVxylX0io9fpVIFNDfrBu0gAQAGEz8NKC/lFBY/9QP6bGPCRvacweqWaiurtbRUs0c1x8S8EBW1sLw8btCOEABg8PHTgPJSTmHxUz+gb8oaytjFQa9ULyurJSRsFIkcw8PdKWBl23z7BgCA4YufBpSXcgqLn/oBfSCvlAeoAj5WfrwxYWNWVZbZdfR6VXFxCKUrilaJia/fuJE+yAcJAGAX/DSgI6GclZWVjz32mOk56+jo2LNnj4ODw5gxY7y8vOhH68t7i5/6Ab1V3VLN7th+OPOwldUkEjd2jyu5fGdNjXLQDg8AwL74aUBHQjk3bdr03nvvmZ4zPz+/Z599ttCAZvz9/a0v7y1+6gf0Vkt7i5vEjQLWiZwTZlfIzDwcFbWQfVswPf3AIB8eAIB98dOADvtyKpXKJ554oqmpyfScOTo6hoWFsXmacXJysr68t/ipH9ArR7KOrIxbGVMeI9PKut+xva5OXVIiZt8WTEjYqNGIcH92AOANPw3osC/nnDlzvvrqq1t3nrPRo0dXVlay+YqKCgcHB+vLe4uf+gG2Mw5sN3vH9vb2FnZZMCZmWUTEPHxbEAD4xE8DOrzLKZVKJ06cyIZSmZ6zUaNGtba2snmaueeee6wvN+suqwakPDBsaZu0iRWJO+Q73MPdZVpZl3dzc/3i49ewZwtmWh2bBQAwsvHTgA6zcnbJN08//XR8fLzxLeNq6MGCwdR4s9FF7DLxwkS/XL/u7zY0lLPLgomJm4qLQ3CLdgDgGT8N6PAup6WOJYzBgsGka9axxzl3/+bgpUsbQkOdY2NX0LS0VGqXwwMAGDr4aUBHTjlNz9nJkyfNflvQ0vJbvTzl/NQP6JFII/LN9pWUSE7nnza9afvNm42VlXLWd5Wa6tXRbcw7AACH+GlAR045u9wHy9PT08Fg7969pvfBMrv8FgIW9IlxYPuBO2+40N7eEhExj6JVUtLrCQkbqyzcbhQAgDf8NKC8lFNY/NQPsK6lvcVD6kEBK6gwyLhQq5VlZx9ld2lPS/Ox39EBAAw5/DSgvJRTWPzUD7CCXRwsritW16mNC1taqm8/AGezUnm8qUlrvwMEABhy+GlAeSmnsPipH2CJ8eKg6cD20lJpVtaHEskMClj5+afteHgAAEMTPw0oL+UUFj/1AyxpaW9xD3c3vTjY3Ky7fVlwHwZdAQCYxU8Dyks5hcVP/QCzAgsCvRXehbWFxouDRUXBCsUb4eHuFLAKCgLtenQAAEMXPw0oL+UUFj/1A7rT1GvYxcGDGQfZkoaGstu3Y3hLr1fZ9/AAAIYyfhpQXsopLH7qB3TX0t6yMGqho8hRpBHRjwkJGyUSt4gIDwpYRUXB9j46AIAhjZ8GlJdyCouf+gFdKHSK4KLgutY6XbOutVVfXh7D+q7S0t7GFwYBAHrETwPKSzmFxU/9AFPaJi17JM5x5fH29haJxI2iVULCRplsHUa1AwDYgp8GlJdyCouf+gGmqluqnUOdKWD553xaWhrF+q4yuz1/EAAALOGnAeWlnMLip36AUUt7i6Zeo65Tx5VFhxn6rtLS3srJOYErgwAAtuOnAeWlnMLip34AY7zrlUgjqq/XsL6rrKwj9j4uAIBhhp8GlJdyCouf+gGMuk7Nbs2wK2KuROKWm+tHr5aWansfFwDAMMNPA8pLOfvvrjvZ+3BgsAUVBr2jeDPQ0HeVcfsOWAAA0Cv8NKC8lFNYdwEAAECf2LsNHyS8lHOADHRFGYSKiF0Mhe1jF0Nk+9jF0NnFCCjCyNgFP3lIcPjg+mUE1GzsYihsH7sYItvHLobOLkZAEUbGLhCw+gwfXL+MgJqNXQyF7WMXQ2T72MXQ2cUIKMLI2AUCVp/hg+uXEVCzsYuhsH3sYohsH7sYOrsYAUUYGbtAwOozfHD9gpo3ROBEDBE4EUMETsQQgRPBM5z7fsEfzxCBEzFE4EQMETgRQwROBM9w7vsFfzxDBE7EEIETMUTgRAwROBE8w7nvF/zxDBE4EUMETsQQgRMxROBE8Aznvl/wxzNE4EQMETgRQwROxBCBE8EznHsAAAAAgSFgAQAAAAgMAQsAAABAYAhYAAAAAAJDwAIAAAAQGAIWAAAAgMAQsAAAAAAEhoB1h7tuM10YGho6derUX/ziF+PGjVu9evX169e7/2JHR8eePXscHBzGjBnj5eVFP1pfDtaZPRFMZWXlY489ZunuMjgRwjJ7Iu66k9lfxIkQlqVPOz093d3d/YEHHnjkkUc+++yz7r+IEyEsW/4iRo8e3f0XcSI4hIBlRpc/nunTpwcHB1dXV+v1+v3797u6unb/FT8/v2effbbQgGb8/f2tLwdbmG28N23a9N5771lq13EiBkL35qTHX8GJGAhdPvm8vDz6z0ZgYGBVVVVxcfGKFSu6/wpOxECw8ifg6+u7e/fu7stxIjiEgGWGlT+eurq6f/u3f+u+pqOjY1hYGJunGScnJ+vLwRbdT4RSqXziiSeamposNfk4EQPB9oCFEzGgunzylKg++eQT62viRAwES38CLS0tEyZMKCkp6b4mTgSHELDMsPTHU19ff+jQoblz53Zfc/To0ZWVlWy+oqLCwcHB+nKwRfcTMWfOnK+++qr7WzgRA6r7pz127Fj6n8b//M//HD9+vK2trfuaOBEDocuJePjhh/ft2zdu3LgHH3xw1apV1dXV3dfEiRgIltoIf3//tWvXml0TJ4JDCFhmmP3jYRfXH3rooatXr3Z/d9SoUa2trWyeZu655x7ry8EWXU6EVCqdOHEiG6Ng6R84nIiBYPbTbm5uTklJof9wb9++vfu7OBEDocuJoE9v5cqVWoPly5evWbOm+6/gRAwEs38R7e3t//Vf/6VUKs3+Ck4EhxCwzLDUeNfW1vr4+EyZMqX7W/jfyUDociKefvrp+Ph4s28Z4UQMBCvXBIuLi81+mDgRA6HLiaAPkz5DNk8Za+zYsd1/BSdiIJj9iwgKCpo/f76lX8GJ4BAClhlWmhPKWA888ED35bi+PhCsf1XH7GnCiRgIVv4iNBrNww8/3H05TsRA6HIinJ2dKVex+evXr5sNWDgRA8HsX8Sf/vQnmUxm6VdwIjiEgGVGlz+ev/zlL0qlsrW19dq1a1u2bDE7BuvkyZNmvwliaTnYwpbB1F1+xIkYCF0+7eXLl2dlZbW0tNDfxYwZM15//fXua+JEDIQuJ+Kzzz57+eWXjZcITUf/4EQMqO7/NIWGhk6ePNnKmjgRHELAuoPZDpJvv/32j3/8489//vPHHnvstddeu3Hjhun6bKajo8PT09PBYO/evab3ODG7HKzrsafKUsDCiRCWlb+IX/ziF0888YS3t3dTU5Pp+mwGJ0JYlv4i3n777bFjx44ZM4b+H2h2kDtOhLAsnQhnZ+fz58+bXZ/N4ERwCAELAAAAQGAIWAAAAAACQ8ACAAAAEBgCFgAAAIDAELB+IhaLXV1d77vvvnHjxq1fv16n07HlvX1Ip6XtdGH9GZ/WH2lsZS827h0AAAAGDgLWT2bOnBkWFlZXV6fVal977TXj7Rh6+5BOS9vpwvozPq0/0tjKXmzcOwAAAAwcBCzz9Hq98Yai/blBnOl2urDy65YeaWzL0dq4dwAAABg4CFjmnT9/ftq0aWy+P484MN1OF1Z+3dIjjW05Whv3DgAAAAMHAcuMtLS0CRMm5OXlsR/7/JDOLtvpwtKv2/JIY1v2Yn3vAAAAMHAQsLqKiYkZP358cnKycUnferC6b6fLzX8t/bqlRxqbva15971YXw4AAACDAAHrDkFBQY888khqaqrpwj6MwTK7nS4s/botjzS2vhdb9g4AAAADBwHrJ0ePHh0/fnxOTk6X5b19SKel7di4WVNW0pWlvdi4dwAAABg4CFg/6d51VFdXd6v3D+m0tJ0ubHnGp5WAZWkvNu4dAAAABg4CFgAAAIDAELAAAAAABIaABQAAACAwBCwAAAAAgSFgAQAAAAgMAQsAAABAYAhYAAAAAAJDwAIAAAAQGAIWAAAAgMAQsAAAAAAEhoAFAAAAIDAELAAAAACBIWABAAAACAwBCwAAAEBgCFgAAAAAAkPAAgAAABAYAhYAAACAwBCwAAAAAASGgAUAAAAgMAQsAAAAAIEhYAEAAAAIDAELAAAAQGAIWAAAAAACQ8ACAAAAEBgCFgAAAIDAELAAAAAABPb/AesBsLnH2auvAAAAAElFTkSuQmCC)
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