Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit286-10-20020506_192500_20020507_001000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/06 |
Start Time | | 2002/05/06 19:25 |
End Time | | 2002/05/07 00:08 |
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 | | -20.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit286-10-20020506_192500_20020507_001000-constBx0 |
Minimum Dst Value | | -31 |
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.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUATW9uIEp1bCAwOSAyMDoxNjoxOSBFRFQgMjAxOC1KewIAAAHQdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyODYtMTAtMjAwMjA1MDZfMTkyNTAwXzIwMDIwNTA3XzAwMTAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNS0wNlQxOToyNTowMC4wMDBaIiwgIm1heCI6IjIwMDItMDUtMDdUMDA6MDg6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoxMi4xNzMwOTk5OTk1LCAibWF4IjoyMi43NTI5MDAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19wLceugAAAARnQU1BAACvyDcFiukAAEKQSURBVHic7d1/XFVlngdwFBUUI1RUNCT8QVFDpS3NYpJDhkarJs3wmqVNjdKSmWhidkixqLC1Yht0qZcVTbTRa52JipexExW7y0a7NjEurdRSskYNFrZYWFQ0Q3VL9zt8d8/c7r3n3HPOfc6Pe57P+w9fl+v58TznOfc83/Oc5zxPzEkAAAAAECrG6QQAAAAAeA0CLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABDMmwFWTIw38wUAYCkrLp6vvPJKRkZG2C1bsWun6gLUQXBStgALJz0AgAYrLpK5ubn79u1zZNcIsATyZKYs5c3jZfRW6YUXXlixYkV8fPycOXM2bdp0/Phx/v6dd95Zs2ZN0hj6QH8qq7z22murVq1KSEiYO3fuo48+qrEj5v/liRMntm7dStucNm1aZWUl/RlyXbVUqa2u9r3R7cR8m55k6zwaGsdkeHh448aN06dPT05OvuOOO8IeBKOJ1HnMo+vIByyfmJiokSkTR8bQ2SvkyFshIP1KpsaNGzd79uzi4uKBgQGN1U2kf3Bw8Mc//nF6evrEiRNprYKCgueeey5kYgK+pA9nn322/y7o81lnneW/gPJfvb293//+9+knM2nSpOzs7Keffpq//+STTyidGRkZkydPpr2vW7euvb09bJqDE2N6gWB0Zn7xxReR79oEq2MCtVIwt18hqaWTbfny5XFxcXTZufrqq48dO2bRjnSSOSzzZs6NXiNWrlz5/PPPj4yMfPDBB1u2bFm9ejV/v3Tp0ltvvXV4zPbt2+lP/v7w4cPz5s3bu3fvxx9//O6771555ZWGdldfX3/++ef/bgx9eOSRR0KupZYqtdXVvje6HbWjp7a80aMRci8lJSVU1R0b88Mf/vDv//7vtRNvNJE6j7n2Tt125P3t3r27oqJCI1Omj4zOs1fIkbdCcIDFH7755pv333//Zz/7WW5ursbqRtN/9OjR008/nTZ76NChP/zhDxRVP/vss5deemnIxAR8SR+okv71r3+t/NczzzxD3wQHWG+99RZFh7W1tfSLo9jlt7/97Q9+8AP+L9rXddddRwt8+eWXH3744ZNPPvm9731PO80hE2N6AdOrRF2ApVEKDgZYF1988b59+6jO+uyzz3bs2EH3eBbtSCcEWFGDTuKbbrpp9hj6oNwVURFSBZOamkp3pfzn3/7t386aNYtuLG644Qa60CiLnfz2fX/wLuikTEhI4M9TpkyhP/nzp59+Sn/yZ4oh9uzZoz/ZATuiQI3qXf5MH5YtWxZ2C/6pUltdz2b1bEft96C2vNGjEXIvM2bMoCiEP1OMFbLO80+80USaOObBO3XbkVfQGT5//nyq2jUyYjrxOs/eCI+8z+e77bbb0tLSkpKSqMbiLzV+7w899BDFMfHx8Tk5OT09Pfx9e3v7kiVL6Ev6L46Egn/sAdn55JNPJk+eTB9KS0uVsJ48+uij9I12+kOW17XXXks3YyHzqLaKf9qeeuop/11Q7p5++ungxP/VX/3Vzp07Q+6CskOZUkuA/041LpInVQ6+9sXT6CrB1+2Qxap2Gvij2zwKbigviYmJV1xxxdDQkJ7saO+UTgDaIC1PBypkfjVKQe18U/7Uc67SPcDf/M3fpKenT5s27Zprrvn8889DHjcNdHenVFv+aQj+UfhvMOzBVEtY8K84eF96KvGLLrroiSeeUBJM8eucOXP0nNVuE2UBFhVefn7+wBiK02+//Xb+nspm3bp1dD+q/EmLHR1DH6qrq5XvAz4Ea2lpycvL489FRUW0CypXuhuoqqqiP/l7OjMoJVTkdApu3LiR/lc72QG7o7NWOWXpFpPOxbAZ90+V2up6NqtnO5Ta5ORk+llmZWXdd999X3/9tfbyRo+Gshf/PynAom3yZ4q0wibeaCJNHPPgnbrtyCvoAk2XOe2MmE68zrM3wiNPFRUdn7fffvvjjz8uLy/nLzV+74WFhf39/XRlp3t0JSKhk7C5uZku2XRF3rRpU8j0+1cSg4OD27Zt4wYeijCWL1/+5JNP0uempib6/NVXX2mnP+RlhNJA9VPIPKqt4n9dolRlZGT85je/oT87OjroM30TfOGiH51/jwV/l1122Q9/+MOXX375D3/4g1oyTuq4SGocfLVtGl0l+LodsljVNuvv3HPPffHFFynLdLkuKyvbvHmz/uyE3Cld8OlIvj9m1apVIbOgUQphAyw95+quXbsuueSS3/3ud/SjWL9+/V//9V+HPG5qKEf33HOP0nAeMhkhNxj2YKolLOSvOGBfeirxtra2s846i858/i86PjU1NdqZdacoC7AWLFjw5ptv8me61Vi4cCF/prI5cuSIshj9qSz2xhtv+C8W8CHAwYMH58+fr1wfubWfo2/6oJx/sbGxdFZ9MKa4uLikpEQ72QG7Gz9+PF+7CX2grWmvHpAqtdXDblbndhj98ru6uuhyo/xO1JY3ejRYwDHZsGHDVVddxRuh+8IJEyZoJ95oIo0e85A7dduRZ3QZOuOMMw4dOqSdF9OJ13n2RnjkFy1apDQeKDR+7xQb8eff//733ARF5s2bd//997/33nsa6Y/5NroFp0sE/9exY8eomCorK+lfpeeK0TOHTl3/yCa4qSB4lYD/ffjhhy+//PKTYw/7fvGLXwQvwHsZHR0NmYBPP/2U6rDzzjsvPj6eDmBFRUXIW/+wF0mNg6+Wd6OrBF+3Qxar2mbV0BFITU3Vnx21nfb29vJnWjFkFjRKIWyApedczczM/O///m/+TCck1UHKYv7HTS0BZNasWX19fRrJC7vBkAdTLWEhf8UB+9JZiV9wwQW//OUvT449h6UEUNFoZteloizAokuGckLTB/qTP1PZBHTOVVss4IM/ul9MS0s7cOCA8g0F2tu3b1f6YNGf/D3d1Po3tyQnJyub9b+Y+qfH/0+NBozg1YNTZa6pQP92/NHdlZ4mipBHQ1tANj/66COKq6i2o5vCu+66KyUlRTvxJhJptAXL/UeeNTU1rV27Nmx23NaCFXC2+/+0FRq/95Ap/M///M/CwsIZM2ZkZGQoz/XUFub03Hrrrf6dVOh+mhZQnlHqOT4B6NQNbsFSdjpx4sSAJ1yUL4rh/BejBebMmfOrX/2K/lWesgVsR6PtREGXRIqcrr76arU2DO1jq/Pg+zO6SvB1O+B/tTfrj+5JqBzpAsInlRIHG82O//JKSdHywluw9JyrFO353wz4nydhX0Y5ORYb3XHHHRdddJFG8kJuMOzBVEtYyF9xwL50VuItLS1nnnnm119/feWVV1IkGpyFqBBlAZbOOyT/mzP6ELxY8KNrqqXmzp376quv+n9Jp1HIPli5ubn+HYbChhQBydPfHyhkqkx0djG0HX8DAwN0EdFe3ujRYBqX6QceeICCLe3EG02k0T5YUXHk2eLFi19++WXt7JhLPNN59kZ45KmaMdSCpZFCuky3trYqMXrAjz1gYfqBK40Wr732Gt0r79u377TTTlPu+42eORTQVFZWBnyp7PSss8767W9/6/9fnZ2d6enpAYvdc889EyZMUB6LBNfW9AO5++67tVPC6ObwlFNOCf4+7EVS7eBr9Psx0YKl5089LVj05eOPP073aVQl07/BR8zouaSnBUujFPwDNaX1ZXBw0NC5ShFGf3+/xsbDompL6frpT/tHEfZgqiUs5K84YF86C4KOzDnnnHPzzTfTr0PpIBh1oizAottN5fEthdhVVVX8ffCPZNWqVdy9gD4EdwWYOXOm/yOVXbt2paWlKT8nBV1baRfcgnXLLbco19ZHH31UeZ5VXFwctvtLQPIeeughPe8lqaVKbXW1741uh3JE5z2d03SI6GjfeOON2ssbPRohjwltgcqUjvMTTzwxb948pf1ZLfFGE6nzmJs7Yk4d+ZNjr2RfeOGFGnkxnXiFzrM3wiN/11135eXlvfPOO/69N/T/3pUDSNduOoBUaVFcy18G/Nj91z1+/Phtt92Wk5NzcqzDCl3Q/+3f/o0+//rXv16yZAk/6dNIf8h67siRI7Rr5S1Cys6zzz6rLEk3D7SXl1566dMxHR0dWVlZ9957r8YGT4YKsN566y2qlXfv3k1H5osvvjhw4IDy/tr3vve9J598km51vvrqK0rzli1bLrvsspDb1L5Iqh38gOPpT2d5qR1AtT/VNuuPjsYzzzxDh4JOIToUwUfM6LlEyyt9sC699NKQWdAoBWV5qjV27NhBZxeVxeWXX27oXK2rq6M00ze02H/913/95V/+pfbxZBs2bKBVqPTfe++9srKykO2XGj8KPQdTLWEhf8UB+9J/ktDdKX3Z0NDg/6X+4NINoimtJ8daFKnW4RcQ6IPS0hj8I+EXZKZNm/ajH/3I/z0F/kA1X1JSkv95E2BkZOTk2O+noKDg1DH0Y3v77beVXdD1KDk5mbZPZ7NGt+6AzfKXFJtTYM7Da23btk1tZB21VKmtrva90e089dRT5557blxcHN1b0I9BOcgaydZ5NDSOCUVpdJWZMmXKypUrDx48GPYgGE2kzmMedUc+Nze3paVF+4CbPjKGzt4IjzzVB3QPk5qaSmcR1Vj8pf7fO3+g6JzurePj4yk8evHFF/lLjR/79OnTqc7j3/XGjRu5wxOjNPCtgvbxCZmXd99999prr6XzecKECTNmzLjiiiteeeUV5Wg89thj2dnZfFWhD48//njYDcYE1XCEKi3aMqVq0qRJF1xwgTIC07/+67/S93QY6TjMnz//hhtu+Oijj0JuU/siqXbwA46nP53lpZZftT/VNuuP7jSo6CdOnEi3NPfff3/wETN6LtEC119/PR0cOkR33nknbTlkFtRKQdkO3TJRBM9vCz744IOGztVvvvmG8pKZmUnXBIrLlV+62vFkfBmh9NCdKoXXIUs/+Edh6GCqJSzkrzhgX/pPEjqYGRkZPp/P/0vtvLtNNKUVAACEiK6Kylmvv/46hapOp8JhX3/9dfC7R5Zau3btr371Kzv3KBx+YwAA0kGAFVZ5efng4OCRI0cuueSSn/70p04nx2FdXV3K24JW++abbx5++OFzzjlHGakhSuE3BpYIfjrmwgt6VCTSKE9mCoTDWRFWXV1damrqrFmzrrvuuigdJkCgqVOnPvjgg/bsi07O9PR0Cuns2Z118BsDAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAgmS4AV8t11AAAAsJnTEYFNpMmnNCUKAADgWvJUx9LkU5oSBQAAcC15qmNp8ilNiQIAALiWPNWxNPmUpkQBAABcS57qWJp8SlOiAAAAriVPdSxNPqUpUQAAANeSpzqWJp/SlChEu9HRUaeTAABgFXmqY2nyKU2JQlS76aab6FzdsmWL0wkBALCEPNWxNPmUpkQhevl8vri4OB6ILy8vr6GhYWRkxOlEAQCIJE917JZ8vvDCCytWrIiPj58zZ86mTZuOHz+u/b1R8pQoOOXZZ59NT0/fsGGD6S2UlZXRiTphwoSJEydymEVnfnFxcWtrK8VeApMKAOAUeapjt+Rz5cqVzz//PN2vf/DBB1u2bFm9erX290bJU6LgCDpFZ8yYwVHR66+/bmILe/fu5eiqq6uLttbY2Jifn6/MLJGcnFxeXk7/JTzlAAB2kqc6dmM+P/vss4SEBP3f6yFPiYIjiouLlWAoNzfX6KO97u7uqVOn0roNDQ3+3w8MDNTU1GRlZSkbz8jIWLFixe7du4UmHwDAJvJUx27MZ0tLS15env7v9ZCnRMF+VVVVdIJRhESnaEpKitEYa3h4eNGiRbRWSUmJ2jIUgZWXl/PGWUdHh5jUAwDYSJ7q2HX5PHjw4Pz58w8fPqzze3+Yvhvspzzaa2troz97e3uNxlgFBQW0fHZ2dtgBGnw+37Zt2/h87uzsFJB6AAB7yVMduyufdFOelpZ24MABnd/rJ0+Jgp32799PoRWdXfX19cqXhmKs6upq7mLV39+vc6fr1q3Tbu4CAHAteapjF+Wzqalp7ty5r776qs7vDZGnRME2fX19HEiVlZUF/JfOGKutrY1bv9rb2w3tNz4+nlbs7u42mXQAAIfIUx27JZ+7du1KS0ujaknn9ycNFpI8JQr2oLApMzOTzquCgoKQYyiEjbEoTkpKSqIFdu7caXTv5eXltGJ+fr6ZpAMAOEee6tgt+QzuMsV1ktr3JxFggXMoouIxFLKysjQaqDRiLPpz8eLF9F+FhYUmEjA8PMzBmaGmLwAAx8lTHUuTT2lKFGxQWlpKZxQFT2E7TqnFWOvXr6cvMzMzTY/VXlNTQ1ugKM3c6gAAjpCnOpYmn9KUKFitrq4uZmyMdZ3v8QXHWHv27OFhHXp6ekwnY3R0NDU1lbbT2NhoeiMAADaTpzqWJp/SlChYqrW1lV8bbGpq0r+WEmNlZ2fff//9vIXm5uYIE0OhFW0nPT097PgOAAAuIU91LE0+pSlRsE5PTw+Pt15dXW10XYqxZs6cqXQlrKioiDw9Pp+PO3LV1tZGvjUAABvIUx1Lk09pShQscvfdd8fFxdGJtH79enNbaGpq4uhq0aJFoiZv5oEekpKShoeHhWwQAMBS8lTH0uRTmhIFi4wfP57OolNPPTWS53G1tbWrV68+cuSIwITl5eWJahIDALCaPNWxNPmUpkQh2CuvvHL55Ze/9NJLprcwNDTEAVZlZaXAhAnR3d3Nne71jwUPAOAUeapjafIpTYlCgPb29kmTJnEIYrrxicdEuPTSS8WmTRQe9AGT5wCA+8lTHUuTT2lKFBQ+n6+yslLpVx4bG2uuoxJtJz09nbbA0zm7ECbPAYBoIU91LE0+pSlRYP39/dnZ2TzT391337106VJzb/+RlpYWHhRUeCIFwuQ5ABAV5KmOpcmnNCUKJ8fe1+PxFNLT03k4UO6oZO5tO54Vp66uzoKUCoPJcwAgKshTHUuTT2lKVHIjIyMlJSX8TLC4uNg/nCosLDTRiNXb28ujrrt/HARMngMA7idPdezlfAbMEu10csBy3d3dixYt4niooaEh+H9NNGKVlZXRWvSv0JRaApPnAID7yVMdS5NPaUrUPXw+X3Fx8Xe/+93Dhw9bvS+Kmerq6ngKmsWLF/f29oZczGgjFm2WHzVGMmmgnTB5DgC4nDzVsTT5lKZE3aC7u7uqqmru3LncdhgfH19bW2tRlU9hXEZGBg9SRcrLyzV2ZLQRi2dljqKe45g8BwBcTp7qWJp8SlOiDuK4ih/SsfFj+HN6eroVj64ee+wxJYxrbW0Nu7yhRqzMzExauKWlJeJk2ocnz4mLi3vzzTedTgsAQCB5qmNp8ilNidovOK5KTk7evHlze3v76OjoyMgIVfncrMLP70S95ubz+ShO4seCtMeOjg6dqdXZiMWRSmpqqqh5A+0xMDAwbtw4SvnZZ5/tdFoAAALJUx1Lk09pStQ2b7zxxnnnnTdr1qzguCo4IqFvGhsbuQs2P3SLcEjMwcFBHj2BAiwKswzFQDobsdasWUOL1dTURJJO+1FQO23aNG4+7Orqcjo5AADfIk91LE0+pSlR23znO9/haGn69OlqcVUAqvspXuHhmmLGpnYxN30e7SslJYW2QP+aaA/T04hFCaPQLT4+fmhoyEQKnUX52rhxI+UxJyfH6bQAAHyLPNWxNPmUpkRts2DBAjqqM2fONNp7nar/8vJyntpl0qRJCxcufOKJJ3Su6/9YMD8/f3Bw0HjC/yhsI1ZFRUVMNM/uNzIywu2F9fX1TqcFAOBP5KmOpcmnNCVqGx6/wHSI09fXx1MUs7y8vIaGBgoLNFaJ5LFgAO1GLAoZuZktqh+xNTc3cx6jsREOALxKnupYmnxKU6L26Onp4Q7gEW5n9erVMWPTMCtvAhYXF7e2tgYHTxE+Fgym0YhFoZ43nq8VFBREdTscAHiPPNWxNPmUpkTtsXfvXjqkFKNEvqnBwcGRkZHGxkZunVL6y5eXl3MDEoVT9Dnyx4IBNBqx+J3HpqYmITtyUF9fHz+K3b9/v9NpAQD4I3mqY2nyKU2J2oMiHjqkO3fuFLvZgYGBmpqarKwsJdLiVishjwWDhWzEoliE9+uNwdCpjCg7dEija7AJAPAqeapjafIpTYnag1ub9AzsaU53dzfFcEp0RR5++GEr9hLciFVcXExfVlVVCd+dIyhM5CHKom68CQDwJHmqY7fk84UXXlixYkV8fPycOXM2bdp0/Phx/v7EiRNbt26lKnDatGmVlZX0p7nty1Oi9uA+4Fb3nvb5fM8888zatWutexUuoBFrcHBwwhhRDyLdoL29PWZsAuyBgQGn0wIAspOnOnZLPleuXPn888+PjIx88MEHW7ZsWb16NX9PNev555//uzH04ZFHHjG3fXlK1AZ9fX1Ceri7QUAjVlVVFf1ZVFTkdLoE42Y5IX3mAAAiIU917MZ8fvbZZwkJCfx56dKlFHjxZ/qwbNkyc9uUp0RtwO//r1mzxumEiKE0Yvl8Pn4o6b0u4QMDA9zo2NbW5nRaAEBq8lTHbsxnS0tLXl4ef05MTFSeQ3344YdUSZjbpjwlagMehNMzvZSURqz6+vqYsdkSnU6RJerq6mLGptz2Rud9AIhS8lTHrsvnwYMH58+ff/jwYf5z/PjxX331FX+mD7GxsRrrxmiyPOnS4B7uFAc7nRBhuBGLh+Py6tDnPp+Ph5/wTGQMANFInurYXfns6OhIS0s7cOCA8g1asFyIHzZ5qcf0Aw88wFH41KlTPdzA09nZyaO59vb2Op0WAJCUPNWxi/LZ1NQ0d+7cV1991f9L9MFyG4qreCBQpxMiEp17HGBdfvnlTqfFWps3b+bxWp1OCABISp7q2C353LVrV1paWvCN9UMPPaT2FqGhQpKnRK3W0tLipR7uzOfz7d69e8OGDdqTIXrA8PAwBcdUgtu3bw85DyMAgKXkqY7dks/gLlNc1Z04ceLmm29OGrNt2zb/cbAQYDmCBzJAP57oxTMtErqlwfDuAGAzeapjafIpTYlabc2aNXQwm5ubnU4ImDd9+nQqxMmTJ3u4wxkAuJM81bE0+ZSmRK3GD5j6+vqcTgiY94tf/IIK8bzzznM6IQAgHXmqY2nyKU2JWop7uJt+lxNcYmRkJD4+3obJjgAAAshTHUuTT2lK1FLcwx3voHkAP+ptaGhwOiEAIBd5qmNp8ilNiVpq586ddCQrKiqcTghEiru6Oz47YXd3d1VV1eOPP97R0dHb24sWNQDPk6c6liaf0pSopXjEc/Rw94DBwUEedNTBfu79/f0hJ11IT0/Pzs4uKCgoKSlZtWrVlClT7rzzTqcSCQBiyVMdS5NPaUrUUqmpqejh7hm5ubnOTnnU09PDEdXZZ5+dl5e3aNEiniQgGMVYTiUSAMSSpzqWJp/SlKh1hoaGeDIZpxMCYvAD382bNzuVAG7BiouL8x/f1efz0fednZ2tra2NjY0FBQU8ogSGRQXwBnmqY2nyKU2JWocqPDqMubm5TicExOjt7XV21iOKn/T0A+MH09XV1fakCgAsJU91LE0+pSlR63CDR3l5udMJAWEWLVpEZbp//35H9l5cXEx737Nnj/Zi3d3dPDgIGrEAPECe6liafEpTotbhhoS9e/c6nRAQpqKigsq0srLSkb2npKTQ3oNnIA2GRiwAz5CnOpYmn9KUqHW4taOnp8fphIAw+/fvpzKlkrV/19wulZqaqn9hNGIBeIA81bGX8xnwIpLTyYluVLGhh7v3+Hw+p+Y+qq2tpf2WlJToXB6NWADeIE91LE0+pSlRi7S3t6OHuydRiEMlW1NTY3TF0dHR/fv3U4hmbr/8eqD+J85oxALwBnmqY2nyKU2JWoTbG8rKypxOCAjG0x+ZCJ2/853vmB7lgYKzqVOn0uqDg4P610IjFoAHyFMdS5NPaUrUIkVFRZi6zpNMT/w8adIk0/23Ojo6aN2srCxDa6ERC8AD5KmOpcmnNCVqEe7hTjWc0wkB8UxM/DwwMBAbG0tr/dmf/ZmJPVZVVZkb8gONWADRTp7qWJp8SlOiVuAe7vHx8aY73ICbmZj4mWIj5fURCraM7jEnJ4dWbGtrM7oiGrEAop081bE0+ZSmRK3AL/NnZ2c7nRCwhNGJnym44UkDs7KyTDw4ptUnjPGfIUc/NGIBRDV5qmNp8ilNiVqhrq4OPdy9zdDEzzU1NbRwfn4+z3VDHwzti7vV5+XlmUopGrEAops81bE0+ZSmRK2wfv169HD3Nv0TP4+OjvII7G1tbUNDQybaokpLSyNsgkIjFkD0kqc6liaf0pSoFfhJUFdXl9MJAavon/iZW60WL17Mf+bn5xudQCkzM5NW6ezsNJlWNGIBRDN5qmNp8ilNiQo3MjJCR2/ChAk6O+hAlNI58TOHR0pExY+Pi4uLde6lv7+fpwSI8IUJNGIBRCl5qmNp8ilNiQrHPdyVFgvwKj0TP3P3qdTUVCU8GhgY4IBJZ/zNDWCG3lgMCY1YAFFKnupYmnxKU6LCcROFuQG7IYromfg5Ly+PlqFTwv9LCr7py9bWVj17KS4upoX37NkTUVrHoBELwLXoHuzaa69dunRp8DAu8lTH0uRTmhIVjkIrUTUiuFnYiZ87Ozu50SigS7v+DvKEO8j39vZGnmA0YgG40+joKEVXPE5e8FvG8lTHLsqnMm6h/5fvvPPOmjVrksbQB/rT9MZFpFFG3D6BHu4y4NdF1SZ+5haj4GeIPT09OjvIc0iUmpoqIK1+SUIjFoB7tLa2codOFtwoLk917Lp8Bhz6pUuX3nrrrcNjtm/fTn8K2SzoRDci/B4+erjLoLm5WW3i576+PjoN4uPjQ07PrLODPE8ZXlJSIia5/x+xJSQkGHqNEQCs0NvbW1BQwHFVZmbmc889N2PGjOA51uSpjl2Xz4BDP2XKlM8++4w/f/rpp/SnkM2CTl1dXTHGJ+WFKKUx8XNZWZnGc0DuIB92bkG++IoNhriFlaxatSpshAcAVhgeHqaLAN2D8VP7uro6fg+Ge5hUVVX5LyxPdey6fAYc+qKiottvv/2TTz6h8qNCoj+FbBZ02rNnDx269evXO50QsAnHQAGDyg4ODnLgpdZ3Sk8H+dHR0alTp9JiIdvATLvvvvti/NDNQH19vblJeADABLpccN9KCrAoovK/PeMrQ3p6uv/y8lTH4vNJl1GKhBYuXEhXZPqXwqMvvvjCQIK+feiPHj16+umn86WTPrz//vva62owmR+58f1HwFtj4GEhJ36urq4OO7YCX2EDngX46+josKI1lG6UW1pa/vEf/5EuO5wGvocuKysT0pUeAEKiQKqzszM7O5t/dLm5uSG76qampgb0H5CnOhafzxtvvHHFihU9PT0UadG/F1988U033WQgQd8+9Pn5+du3b1f6YBmd9Uxts6ATP3/Bkxd58LhW/hM/0wd+u1D7NOBYfOfOnWoLcJQW9jFiJCjYampq4nkVGV0xmpubIxzUFAAC1NfXjxs3jn9lFEJpPPcP7j8gT3UsPp+zZ8/2H/eCPtM3BhL07UM/efJk9MFyClVL/GAID1ykkpOTE+M38TMPhEZfaq/V1tYWozkgLW+WFhOZVhV0a1daWspPJMmMGTMuvPDC/v5+G3YdIaqHli9f/vbbbzudEAAtaWlp/OP6yU9+ol1B8JsodJOm3OfIUx27PcBaunRpVVUVt2Ddcssty5YtU1vS0GZBD/5hoIe7bPzHtaJrIr8hqMRbapQuViHjGLoEm5gWOkJ00dizZ09GRgbXBO6fjeDFF1/kpIYNZwEcxEPixcbGbt26Vc/yfA1pb2/nP+Wpji15RJifn//mm2/SBZf+pc86HxGG7DL11ltvFRQUnDrmsssu87+xQ4BlNe6Ogx7usvEf14oHbtDuva7gYbRC9tjjOXby8vIEp1UHuhBNnz6d9p6YmOjmZ4UUetL9JF/9KFTF6KngWvwUXv/4c3zPpozPIk91bEkn91tvvXXBggXx8fH072233Waok7tF5ClRgfjN/NraWqcTAnZTxrXiTnj19fV61tq7d69aFMXnklMjglLskp6eHqN7Ph/7UeRXVFREKUxJSVmyZEmM+nCvAM7imyU6UfXfA/T19cX4zVgqT3UsTT6lKVGB+PUQpV0X5FFeXs6vBfGVVOcwszyM1oQJE4KH0crMzKRNdXZ2WpBYXXiM04KCAqcSoI0b/+hQ9/b28uuW+g87gG2UPgM6b7oUXJtwTwN5qmNp8ilNiYqi9HDHowoJcR3PNF4MDJafnx8TNIwWv5lI968OPqGjmI/PZxd2dedwlo6P8p4m10YYHgXchkdGpBjL6G+Z35XhoV7kqY7F57Onp2fZsmWTJ08O7lDlIDekIbq0t7fTQVu4cKHTCQEHUDgSFxdHJwD9ayjCDjmMVmNjY/CX9ispKYkJNZeis2pqamLGRmikoFb5kp/CpKamurnTGMiGLgU81FzYV16CKeO/jIyMyFMdi89nTk7Ojh07fv/73wvfciTkKVFRTj31VDpoCxYscDoh4AAOicgll1xiaMXBwUHlMqp8yc+/6N5XdDKN4VefXPXojdsDKLpqbm4O+C/u/UYF4UjCAIJVVVVF8qoKN2/ztUVswlxLfD7p2vr5558L32yE5ClRUbgBw/1vtoMV+vv7TzvtNAqy33jjDaPrcs8t/3tcvut1w7jqWVlZlJKmpianE/JHFFTx3G0hu7PwGwMmnsUAaBseHr7hhhuuu+46Q43TynxZpntScvM2h1nmthB1xOfz9NNPd2EvB3lKVJQzzjjDXFMweINvjIkV+ZmXMroHD/qQmpoqNHUmUSjj1GgRAdrb2zm6UntLV+lNHNy4BRCJe++9l9unzzzzTP3j0vET9uLiYtP75X6QfNqb3kh0EZ/PBx98sLCwUOx8rpGTp0SFoDubmG/PlwKgE7+SrQzczJ1blSFwnEXVCY+G6mxz2v79+zkZ2hMH8cMUtCKDQFQ185AlLDc3V0+M1d3dzQMF0687kr1TbOCSbtn2EJPPmHCE7CXCFDqdhGjS2trKvz2nEwJRiQdl4AE+CgoK6LPGVGU2Ky0tpfSUlZU5lQCK7Xhux7BBJ93emO5TDBCMoiv+bWZkZDz77LN8dumJsfhXHPlEovzgW57qWJp8SlOiQlRWVrrwfSuIFtwZloIYn8/HTTXuadLmCaCSkpIcaZ39j//4j9mzZ1MCioqK9DyB5fY/3OpA5JToiv7l3yPF+npiLH6jnH4ykQ/Zc+TIETwijMi4ceOEbzNy8pSoEHbOywve09XVxf2ueDwtt01nyae3/S/oPfDAA3R5pF1feOGFOsM7pRHLfxAHAKOCoyumJ8biF1qFTC3ANwzyVMfi83naaaf9z//8j/DNRkieEo0cXdP5bRE75+UFj6Hoik6hNWvWCHmyIBb3bcrOzrZ5v/PmzePa5cCBA/rXqq6udknHfIhSatEV046x+MdCP2chLb7d3d28r8g3FRXE53P37t3f//73jxw5cuLECeEbN8Rt/cCiBbc6oGstRIInH2RuawqlqiIpKYkS1tXVZdtOeciruLi4O+64w9CKw8PDnFqqnKxJGniZdnTF1GIs+qXwnZLA5l7apjzVsfh8opN7tOM7Zre1OkB04X4bMWOjaLqwKbSiooLSVlpaas/uqALjvmjmxlzgPm2OD4UPUUdPdMVCxlg85Irwm215qmNp8ilNiUaOXxjB6DsQCZ/Pd8opp9CJlJCQ4MKhMqk6iRmb/s+GqTYp+9zry/RYFcoYj2jEAv30R1csIMYaGhriplN+HVggeapjafIpTYlGyIWvfUGU4nEyY5wedEpNXl5ejC0T+OzcuZN7sUQSzPGE0C4ZTgzcz2h0xfxjrM2bN9MHut8WnjZ5qmNp8ilNiUaI3/+i36TTCYGod+DAgSVLltx+++1OJyS05uZmG95w5BEaI38NkOpIISM9ggzMRVdMibFIbGysFY2m8lTH0uRTmhKNEL9GS/cuTicEwFo+n48rEtNzq4U1OjrKsx8KGdeU5ypBIxZou/vuuykwMhddMYqxeDyRefPmCU/eSZmqY2nyKU2JRoinMrB/iCAA+/GAujqnV6NoyWhvfe5KT/WckFfc+/r6JkyYEB8fj8f3EFJ3dzedzBwb0b8DAwOmN7Vw4ULayA033CAweQp5qmNp8ilNiUaIezW6cLpuAOGoBuKQZWhoSHtJ+kVMmzYtISHh3//933VuvKOjgx/qCWwho+qTfp5XXnmlC98bAAe1trZyn0J+rpeYmEjBfSQbpFsC6wYxkac6liaf0pRoJPjVqpSUFKcTAmATHgq1trZWYxmqvc4//3yuvSjM0jMz4MjICE+pW11dLS6x/zfPD1m+fLnAzUKUojCosbGRH0PHjM1mQ3GV+xs45amOpcmnNCUaifr6ev1PTAA8gOc1X7RoUfB/DQ0NUeDFcRI3DJx66qn8uaioSPv5C7+BtXjxYuFNTZyGSZMmuXB0MbDN8PBwTU2N0hs9NTW1rq7OhjFHhJCnOpYmn9KUaCTWr19PB4rCLKcTAmATCoA4hPIfbr6rq6ukpISHniK0AEVaFG/Rwnv27OFxTJKSktR+KRy00epWjE+xb9++KVOmxISboBe8atOmTXPmzOFzgIP4vXv3RtcjY3mqY2nyKU2JRoJrGgxmCFLh4ap/8IMf8AOX7OzsmP+3Zs0aipYClh8YGOAHixzlBERRFIdxu4L2Y8dI6JmgFzyJe3GwgoIC4UOA2kOe6liafEpToqb19/fzfbnTCQGw1eDgIL/WHhcXx1VXcnJyRUWF9qsezc3NHOXEx8dXV1crTQhFRUUx1s/NjBhLTnRO8kuC1oXvNpCnOnZRPpXAPOD71157bdWqVQkJCXPnzn300UdNbzziBHrc3r17YzDfGUhp1qxZfPE5//zzGxsbdY6qMDw8zH2teCyGzs5O/hFNnTrVhvdwEWNJiAf0v+qqq5xOSETkqY5dl8+AQ3/48OF58+bRZevjjz9+9913r7zySiGbhWClpaV0lGpqapxOCIDdnnjiCbp/u/76602s29HRwaNmx4zNbB1j4zByiLGkQgE99/+L9l4c8lTHrstnwKGniErIZGHylKhpXElYN6o1gFeNjo5WVVVxjDVz5kw7d40YSx48qaUVkwPaTJ7q2HX5DDj0s2fPvu222+bMmTN9+vSNGzeafg1VnhI1hw4sP9qIrrdRANxj/vz59CNau3atzftFjCUDCuK5lCOc1NIN5KmOXZfPgEMfGxu7fv36D8YUFxdrz8MVo8nihEe3lpYWG3rmAnjY4OBgU1OTIyEOYizP40EKFy9e7HRCBJCnOnZdPgMOfWJi4ocffsifKcZKTk4WslkIwH0nxY46DQC2QYzlYT6fb9GiRVS4zc3NTqdFAHmqY9flM+DQ08WC4ir+fOzYMQRYFuGxf6J0VBUAOOkXY1FljPnavYSfMFCxeqMLhzzVsevyGXDoH3300auuukp5RHjNNdeoLWlos+CP7nd5Vlrc+AJENYqxEhMTuVPE3/3d3zmdHBCDb4CFvO/lBvJUxy7Kp1qXqdtvvz05OXnatGkbNmzw7+SOAEuUtrY2Oj45OTlOJwQAIkXVsHIVLSsrM3fX9Nhjj82cOfPqq68WnToHDA4OXnzxxUuWLDl8+LDTaTGjo6ODijIlJUXn8GzuJ091LE0+pSlRE6qrq+n4VFRUOJ0QABDgpZdeop8zz6WYnp5u6L0zuomtqqoaP348h2hvvvmmZcm0SW1tLedl4sSJpaWlfX19TqfIGJ6XyUsdZOWpjqXJpzQlakJeXh4dn5aWFqcTAgDC9Pb25uTk6G/K8vl8dXV1ycnJvApPH5SSkhLtY+O98sor48YoDXuFhYX79+93Ol26dHd3x4xNx2R6iCIXkqc6liaf0pSoUaOjo3yn66UfMACcHIuZamtr9TRlNTU18XtqPFwLBVV0QcjPz+fafe/evTamWjCezJuCqr6+vtLSUj4a3CmC7ipd3m28pKSEklpeXu50QkSSpzqWJp/SlKhRdCWlg5OVleV0QgDAEtpNWRR1cR/qmLEZFf1bsin44Bm0SFVVle0JF4CykJqa6v+K9ODgYHV1tdJQR2Hlnj173Nm9aWBggF8/smFqSzvJUx1Lk09pStQovr2jy6jTCQEAqwQ3ZVGY1dPTw/17+FFgQ0NDyOac+vp6nmOxsLAw6l40bm5uDnkDSREVxVVKo11CQsKCBQt+85vfOJJINTw84fr1651OiGDyVMfS5FOaEjWKr7BNTU1OJwQArOXflDV+DH1ISkqqrq7WbsJpb2+nxWLGRhIfGBiwLcGRy83NpWRTjBjyfymgbGlpUY5JamqqpYk5ePDgzTff/Pbbb+tZ2DNTOweTpzqWJp/SlKhRfN2MrosmAJhDIcWOHTs4nhg3blxZWdng4KCeFSk44/ngo6jbO/cQp0tc2CeA5513Hh+T1tZWixLT0NDA7w1Q2KTnkZ9npnYOJk91LE0+pSlRQ/gClJ6e7nRCAMA+P/vZz84444ynn37a0FpR1+198+bN+gegueuuuzh8HBoaEpsMik35TW0F7UV77AwvTe0cTJ7qWJp8SlOihtTV1dGR0Z5CGwCARVG3d4qTKBA01EOcw6CioiJRaaDDtXPnTu76lpyc/OCDD953330XX3wx/UkJa2hoUFvRS1M7B5OnOpYmn9KUqCHFxcUaHRQAAIIp3d7T0tKOHj3qdHJCU0Zn0L8KhWLc7UlI+1xnZ2dWVhYHo3QTq4yDQ1FXZWUlf0/RavCLBR6b2jmYPNWxNPmUpkQN4Vbo3t5epxMCANHkzjvv5BDBnZ2EKEbhi5vRCewbGxu521Yk3VJHRkbKyso4BqVQKeRjPorhuGUrLy8v4KGkx6Z2DiZPdSxNPqUpUf36+vq4N4DTCQGAKEPxx6mnnkoXkFNOOcWFg0g1NTWZHt6PX6zOz883t+vW1lYeeYsCrMrKSo2D09XVxVFgenp6T0+P8r3HpnYOJk91LE0+pSlR/fhezVATOgAAo9CBQ4G6ujqn0xKIR14w1/lhaGiIhyE1GuI89dRTf/7nf84Ne5QAPcMrDA4OclKnTp3KQ7x6b2rnYPJUx17OZ8y3OZ0c1+FJGFx4cQSAqODOh1ldXV06R2dQw8OTUtCjv/vE3XffzRVNXFwcXVT1HxBKJF+KY8ZmdPbe1M7B5KmOpcmnNCWqH/ej9N4odgBgG76MuGqk4vXr1+sfnUENBz05OTlhQ6WhoaGioiLlTr62ttbE7mgt7rMVMzYG7LFjx0ylOjrIUx1Lk09pSlSnwcFBvkVz1a0nAEQXtw0oQFc2o6MzhDQ8PMxdqXbu3KmxWHNzMz9PTEpKuuWWW1pbW01fUdva2uLi4jjG2r9/v7mNRAV5qmNp8ilNieq0fft2174BBADRwm1DYvIA6EK6lnJ3KIrVQjbz+zdcrVmzRshkGM8999xpp51Gl2Vv3/fKUx1Lk09pSlQP7mFArr/+eqfTAgDRzT2TupgenUFNWVkZv40Y0J3Lv+GqsbFRyL7kIU91LE0+pSlRPf7hH/6BA6xHHnnE6bQAQHRzz7TEkYzOEBLFVTwDo9Kjy4qGK9nIUx1Lk09pSlSPJ598kg5IRkaG0wkBAC8oLy+PccGkW5GMzqCms7NzwpiOjg40XAkhT3UsTT6lKVE9CgsLMUADAIjS39/PUYiDLTqRj86gprq6mrYcGxuLhish5KmOpcmnNCUa1tDQEF8KhU8aDwDS4sERysvLnU1AhKMzhOTz+Shu4+jqvvvuE7592chTHUuTT2lKNKw9e/bwTZjTCQEA7+ju7uYGJGVWYzuJGp1Bzc9//nPK3Zlnnunt9/vsIU91LE0+pSnRsLibgqsGBgQAD8jPz6drS01Njf27Fjg6g5qBgQFEV0LIUx1Lk09pSlQbT/A8depUD090BQCOaG9vd2QePeGjM4Cl5KmOpcmnNCWqraqqig7F5s2bnU4IAHjQ4sWL6Qpj8xt2wkdnAEvJUx27KJ8aszIPDQ3NmzcvklKRp0S1paenu2fMZQDwmL1799IVJjMz086dWjE6A1hHnurYdfkMeeh//OMf81zlYjcrm/3799NxSE1NdTohAOBNPp+P7+JaWlrs2eO//Mu/0O4SExPR7SFayFMduy6fwYf+0KFDCxcupB8PAqwIbd68mY5DVVWV0wkBAM+qq6uj60xeXp49u5s7dy6/vWjP7iBy8lTHrstn8KH/i7/4i1/+8pch/yuSzcqGIlQeyqW3t9fptACAZ42MjPClprOz0+p99fX1jRs3jvY1b948q/cFoshTHbsunwGH/p//+Z+/+93vnjhxIvi/Qq6rwcJERwOe4Dk7O9vphACAx/HLNJYOmsBKSkpoR5dccolFw1+BFeSpjl2Xz4BDf8455+zfvz/kf0WyWQlhehwAsIcy7GdfX591e6GN0y5oR7Q76/YCwslTHbsunwGHXlRDlDwlGhKmxwEAO3GPz40bN1q3C26+cnByHjBHnurYdfnUOPTBsZeQzcoA0+MAgJ14TGPyox/9yKLto/kqSslTHbson2FbqhBgmYbpcQDAZhMnTqTLzsyZM63YOJqvopc81bE0+ZSmRINhehwAsN/Pf/7zcePGxcbGdnV1id0ymq+imjzVsTT5dEeJHj58+Kc//emxY8fs3CmmxwEAR1RUVNDFJycnR+xm0XwV1VxSHdtAmny6oERHRkamTJlCKZkzZ46d+8X0OADgCLropaamxgidxwbNV9HODdWxPaTJpwtKtLi4WOlhVltba89OMT0OADiIR+BLSkoS9Qozmq+inRuqY3tIk0+nS5Sf002ZMmXdunX0ge7A7GlSwvQ4AOCsgoICugpRYBT5ptB85QGOV8e2kSafjpYozzBP14W2traT/x9spaSkDAwMWLpfTI8DAI6jqIhCIroQKaNGm4bmKw9AgOU1DpYoXVMotPLvheDz+fLz87nvJ322bteYHgcA3GDnzp10LcrKyorkiofmK29AgOU1TpUoXRFSUlJo72VlZf7fDw0Ncd/z0tJS6/aO6XEAwA1GR0cXLVpEl6OamhrTG0HzlTcgwPIaR0p0ZGQkMzOTdl1QUBB839bV1cXN5o2NjVbsHdPjAIB7tLe384B85iZmRvOVZyDA8hr7S1R5DpiVlUWRVshlKLSiBeiS0d3dLTwBmB4HAFyF36QuLCw0sS6arzwDAZbXUImGffYvtqWntLSUe7Jr367xW37p6enC25kwPQ4AuMrAwAC/dtPa2mpoRTRfeQkCLK+hEp0+fXpFRUW1irS0tPHjx9PtkZBAp66ujpumOjs7tZeksC87O1vtMaJpmB4HAFyIr410S2no0oTmKy9BgOUFMWalpKSsWbOGorGmpqaenh6jcQ/dnPFrgzpbj+iujjvCCxytCtPjAIAL0eV08eLFhi53aL7yGARYXkMlunTpUvpJq7VgFRQUpKWlnXPOOVOnTg2It+iHTVeEdevWZWdnX3311R0dHd3d3WoP/l577TXeAm1Tf/La29s5JjPacq4G0+MAgDt1dnbyuIB6xuejoIrHKUXzlWcgwPIaQyVKN0wtLS0UIRUWFvKrxWqSkpIolMnLy6Mli4uLk5OTY2Nj6fv169cbTWFtbS0/1KO9G13XH90gbtu2jTY1bdq0SLYDAGAR7nuan5+vvdjBgwcnTpxIS9K/aL7yDARYXhNJiY6MjNAt1xVXXMERFYVTWVlZPINpSEa7FyiKiopo9ZkzZ27dutXo1aS/v7++vp62wH1I+QbRRBoAAKw2PDxMt6N0mbr33nvpM39JF7HW1la61SwpKcnOzvZ/mHDBBRc4m2AQCAGW1wgp0YGBgYD+WENDQ319fR0dHc3NzQ899FBmZubChQtff/11c9unSI6iK//msZycnNLS0rq6ura2tuCQi5ZvaWmhBQKa2WbMmDF+/PirrrrKZD4BACzW0NDA16uJEycuWbIkuG9GzFh3WPqv5cuXHz161On0gjAIsLwmWkq0pqaGkhobGzt9+vSQTyQp5Fq2bNk555xDd3jcbUv5r6Kiovr6eu4cpjbyFgCASwQ8B6BwqqCgoLy8nK5jnZ2dSssWeEy0VMeRkyaf0VOi3d3d3Fg1NDTU0dGxZ8+esrKyvLw8blH3RwFWbm5udXU1XYwsndMQAEC4N998Mz8/f8OGDQinpBJF1XGEpMmnJ0qUQq5/+qd/SkxMpOz85Cc/QTMVAABEF29Ux3pIk08Plejo6OjAwIDTqQAAADDMS9WxNmnyKU2JAgAAuJY81bE0+ZSmRAEAAFxLnupYmnxKU6IAAACuJU91LE0+pSlRAAAA15KnOpYmn9KUKAAAgGvJUx1Lk09pShQAAMC15KmOpcknAAAAuIDTEYFNZMmnHvaUOvbizr3YtiPsBXvxxl5s2xH2IvNeohoO0J946aTEXly7I+wFe/HGXmzbEfYi816iGg7Qn3jppMReXLsj7AV78cZebNsR9iLzXqIaDtCfeOmkxF5cuyPsBXvxxl5s2xH2IvNeohoOkDfh1HctFI07oVxcC0XjTiiXsHCAvAmnvmuhaNwJ5eJaKBp3QrmEhQPkTTj1XQtF404oF9dC0bgTyiUsHCBvwqnvWigad0K5uBaKxp1QLmHhAHkTTn3XQtG4E8rFtVA07oRyCQsHCAAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYEWBF154YcWKFfHx8XPmzNm0adPx48f5+xMnTmzdujUpKWnatGmVlZX0Z/C6asvoWRfCUiuak2ODxDC1dVE01lErF43yUqBcLKVWBM8999zy5cvj4uLo+6uvvvrYsWPB66JorBPJsUW5qEGAFQVWrlz5/PPPj4yMfPDBB1u2bFm9ejV/X19ff/755/9uDH145JFHgtdVW0bPuhCWWtEoNAIsFI111MolbHmdRLlYTK0ILr744n379g0PD3/22Wc7duygICx4XRSNdSI5tigXNQiwogxdfRISEvjz0qVL6VLFn+nDsmXLlMWUel1tGY11wRz/olEEB1goGpuFLJfg71Eu9lMrGgq/pkyZovyJorGBiWOLcgkLAVaUaWlpycvL48+JiYlDQ0P8+cMPP0xKSlIWU059tWU01gVz/ItGoRFgoWjsEbJcgr9HudgvZNF8/vnn99xzj3/jIorGBiaOLcolLARY0eTgwYPz588/fPgw/zl+/PivvvqKP9OH2NjY4FXUltGzLugXUDQKjUeEKBobqJWL2vcnUS52CVkE3G1x1qxZfX19waugaKwTybFFuahBgBU1Ojo60tLSDhw4oHyj5/4A9xY2CC4ahUaAhaKxmlq5aJTXSZSLLTSK4NNPP73jjjsuuuii4P9C0VgnkmOLclGDACs6NDU1zZ0799VXX/X/Us8Tbjwdt1rIolFoBFgoGkuplYt2eZ1EuVgvbBFQjBWybxaKxjqRHFuUixoEWFFg165ddLfX29sb8P1DDz2k9o6GUq+rLaOxLuinVjQKjT5YKBrrqJWLRnmhXOyhVgQbNmw4dOjQV1999d5775WVlYXsg4WisY6JY4tyCQsBVhSICTIyMnJybJSRm2++OWnMtm3b/EcZUU59tWU01gX91Iom+L/8V+EPKBrrqJWLdnnxB5SLpdSK4Kmnnjr33HMnTZo0b968LVu2fPTRR/6r8AcUjXVMHFuUS1gIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAQGpqk3AbnchZz3zqGqurvRtkbvXExEQhB8c0BFgAAABSU5uE2+hEznrmU9dYXSOo0rO6v927d1dUVBg6CMIhwAIAAID/4z8JdySDiKpN5q2xus4AK+zev/zyy/nz5x89elTP1qyDAAsAAAD+j/8k3JFMg6M2z7rG6hRgJScnT5kyJSsr67777vv6668Nra545JFHrrnmGh15tRYCLAAAAPijgEm4TU/krDGfetjVv/jii66urmXLlpWXl5tY/ZtvvjnjjDMOHTqkI7vWQoAFAAAAISbhNteCFbydgH7rehrA3n33Xf+WLf2rNzU1rV271mjerYAACwAAQHYhJ+E20Qcr7GTe2qsrBgYGZs+ebWL1xYsXv/zyyxp7tw0CLAAAAKmpTcJtdCJnjfnU9Wy2uLi4p6fnyy+/PHToUH5+/o033mhodfLcc89deOGFJo6AFRBgAQAASE1tEm6jEzlrzKfuT211nvM7Li5u4cKFt9566+joaMjUakwjnZub29LSIvDIRAIBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABPtfcqV5Qp7X50QAAAAASUVORK5CYII=)
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