Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_121021_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 22, 2015 |
Start Time | | 2015/06/22 12:45 |
End Time | | 2015/06/23 01:45 |
Key Words | | ring current storm By |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 28.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 255.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_121021_2 |
Minimum Dst Value | | -111 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEphbiAyNyAwNDozMDowMyBFU1QgMjAyMmqQfHwAAAGzdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiUGF1bGluZV9EcmVkZ2VyXzEyMTAyMV8yOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxNS0wNi0yMlQxMjo0NTowMC4wMDBaIiwgIm1heCI6IjIwMTUtMDYtMjNUMDE6NDU6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotOC42NTc2NDAwMDA1LCAibWF4IjoyMDcuODQwODQwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfR7Wfy8AAAAEZ0FNQQAAr8g3BYrpAABJCklEQVR4nO3dfXAUVbo/8FESQgghREKAEEN4M3hRwvvbIgaIG1hACC+KvIQY4wsXURSzYgisAovuosY3xJcoen0JV1ajct3oDQuseKXWXM26uVaWYq1QV8pYYJmiUlspi6Lm99x5Ks/vcHq6My896Zn09/NHqqfTc+bMOdN9nu4+fY7HCwAAAAC28jidAQAAAIDuBgEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYEHQPJ6Y+dnEUFbBQiTq8dNPP83MzOw05Uh8tFM/S+wOAF0J+xsETQ7T0X+8jv4cQiAiUY/Tpk07duyYIx+NAMtG3fJLQfeAn6aLeDokJiauXLny7NmzIadjb8YkWdKjRw/KXm5ubllZ2Q8//BB+mrbkzSJ9pq48cuTInDlzEhISkpOTS0pK1HL2uz2pqKhI8ikvLw8nHSOLRPw6f/78fffdl5WVFR8fT29ZtmzZZ599RivT09MvXrwom61atUqWaf2gQYN++uknyg9VnJbg+PHj1Yhc1WnmRSSuM1GZ2PLRIYj0z/LkyZOFhYX0c6JKpDiypqYmnM+1Jbf0O8zLy+PfYVFR0ffffx+hDwoQwjLoAviRuYgcU6i9pLaW2s4w07GXJEsN9jfffEMxBzXq//u//2tLmhGlfcqCBQvq6uroW7S3t1OwQvGN9fZVVVWzZs360YcaIXoZWjp+dZqIZv78+Zs3b+b27+eff3733XcpS7S8YsUKWuZtaD3FwZQgv6T11Jxzfqg5p4+T1Gpra2lN+Jc8IxFgBfiWmAuwvv32W4qP6VdE1UQvGxoaJBp2MMAqKCj45JNPLly4QD/FysrKKVOmROiDAoQAC7oAfmQuoh5T/vnPf8oZ/JkzZyjYSkxMpPNdal/lIod2DDI2k+oCHdD5ssf48eO//vpreVd5eXlqaip9Fh3l29raAswee+yxx4qLi+W/zz777KBBg6hpt0iZGhV6C62k4GzPnj2Sptl6s3SMHxdUzgU1J1Qm1ttTdCX3qmhh5syZoaXTKS0Rv2+nDdQrVYJCpUWLFvHyoUOHqFjoL7+k9R999BEnSCs5IGP0XT744IPAAyza4IknnqA6ouqg+pIYTt5Ia9avX89X+2iBN7C+KhbsW7SqN/tt+01W0+meZZaI2Yda/IwFbbB3716z4tUWtJdUy9deey2ln52d/eqrr5oVVPi7jPHyofGDtAQDOUyZHW0efPDBlJSU5ORkStDvZ1lUhOSBftjvvPOOpEknIRkZGdbHNHA5BFguYhZgjRkz5vPPP6dmlc4v6UikxjR+3+53gY5oP/74IyVCDaScnj788MOLFy+m9ZRyaWnpxo0bA8weO3/+PB0T5b9FRUVyODNLmfJfWFh43ocWJE1eT2+n9XSYlvVm6WgfZ80ibqAWq9MrT9RmSExDC/QytHQ6pSXi9+20QUlJCf8e1PX0kpoTKiivrxlbsWIFFSktUztH63ljTjAnJ+e///u/aYESoWWvebtuRBuo1ccfob6xrKyM6ks2oJedphzsW7SqN/ttmyWr6nTPssib3w81+xmrKJKg/5p9Nb/fXV6mpaXxBUiqVnVfUDcOc5ehb/T0008vWLDAInt+E+y0MM0ytn37dgrIaD2Fp8ZfFLOoCMnDp59+StGnvGXDhg0U41p/WXA5BFguIscUi1uEdPxSYxq/b/e7IOd86mWSzMxMucdHIR0d+gPJnkqSov9y626dMjX2sv706dOSJp2D0hkwL9OCrDdLR/s4a2ZNdWNjI7UKlA3r7bWXxitVAaZjzSwRzU8//VRRUUENCcV5VDibN2+mNfwvanX4AkBBQQGllp+fT8vU/Gshy759+yj88vqubMlVENnA+moTrVSrj2pN+6a0Rr4CLaSnp3daFMG+Rat6s9+2WbJm/O5ZFnkz+1C/P2OV8fejfhdtQXuZlZVFVax1kNI2DmeX4Xqnr3nq1CmL7HWaoN/CtDgmdLrvWFSEmodp06YdOHDA23Eflm/CAphBgOUi0rAlJCSondzpvHDWrFnUoPJ/5Qp/UAGW2ZYq63sHxtaCDm3q4dvvdwk2zwHmMKjYxe/GdL47atQo9W6p2fbWV7ACT8eCRSIWqKWh03S56PXNN99MmTKFcnj11VfTS/pLyxSKUbCl5odWUlP3wQcf0F/1ylYgGTaLNc1SMG4QQprW2wf4i/Ib1nS6ZwWYt05/xqpwrmDRL4SCY0ohJyentrbWbOMAdz2m5YF+Env27JkxY4ZF9vy+DKQwA9+XrT/LrCI++eQT/vEXFxfzyQaABQRYLmLWolBDeOjQoQsXLtAy/ZXN6AglDX9bW1sIARalHPizisbs7d692+x+pVnKgVzBog06zWGYAVZNTQ2d4DY0NASyvdYHi16Glo4Z60Q6pYYOFGC99tprJSUl3o42ZuLEicb8UAualJT0xBNPaOsDCbA6vYKlbhDgFayg3hJggGWWrMpszwr263T6M1ZZtP2d7tqCInJj4cuXCn+X8RuPWpd8p4VpcUwI5ApWgD+S8ePH79ixIzs7229XRQAVAiwXMTsCpqamSseLNWvWyGbUdj799NN0HKH1q1atCiHAeuyxxxYtWsRNwqlTpyRass4efWJTU1NFRYV61NM+wixl6aRCFi9eLO+i9cuWLeP1dI7eaQ7DCbD27t1Lx3r6CgFuz08RUiFrTxEGm45fFon4ffucOXMoIOP7U5SfsrIyNeCjlptS48cJDxw4kJaWprblnYYsgQRYUn1++2BJHzuuX7k7SfGc2aAeZm8JM8AyS1Zltmd1mojFh/r9Gav47tWLL77IsUhjYyN9tJaO2a5Nv3+ORSjAoszzSq1sQ9tl1q9fTxnz+vonlJeXqz8qoX2QlmCnhWmWMe6DRe9S+2BpnxX4j4R+/LSSTjPUlUEdLsA98LNwEbOjQG1t7fDhw+mklo7L1B6r9wvodI3X79u3L4QAy+s76tHZHiWSm5urPoPjN3ssISGBPpcOedrIT9r2flOmY2hpaSmdH9PhWH3MiiKGkpISWa+eQPtNJ8AjpnZXwu9KNSmz9dTkGMfBCiGdTnOoJWLc/rPPPqOWOzExkQqEAlxqF9Va+Omnn6jouFfK999/T8vSQ8ssQa/578TvllQ7/CAY1aP0cVHrcePGjQk+GzZskA0qKytpjd/0zd7SaW6tX5olqzLbszpNxOJDzX7GqpMnT/IDd/TRFEsZx8Ey27Xp93/11VdTstdee63cIjSWbQi7DOWBNqZtKOdm47FpH6Ql2GlhmmXM6+s+SDuXPEVo/KzAfyT0RfguoSrAwwW4DX4W4Dp0Jk1HYadzAX6goQocfsYskFEhbESRqwwIB2ANhzNwCzqLbWtr++mnn8xu6IDjEGB1Cj9jFUWZ0lesCxw4cEAdqQHAGg5n0NUS/OmCz927d296enpiYqI6gmUgnMpwUGIik52KxTx3sZB/xt0SlcOLL77YNZ9FP86srCwe4w0gEAiwAAAAAGyGAAsAAADAZgiwAAAAAGyGAAsAAADAZgiwAAAAAGyGAAsAAADAZm4JsIzjWQMAAICNnG7qo4tbigMVDwAAEDloZzVuKQ5UPAAAQOSgndU4WRxHjhyZM2dOQkJCcnKyNv1nRUWFce5bi/WdQsUDAABEDtpZjZPFsWDBgrq6uosXL7a3t993330UbPH6qqqqWbNm/eiTl5dHL63XBwIVDwAAEDloZzXRUhwUZsXHx/MyRVHHjh3jZVqYOXOm9fpAoOIBAAAiB+2sJlqKo7a2Vq5gJSYmUrzFy7RAL63XBwIVDwAAEDloZzVRURyNjY1jxow5ffo0v9QqSa5sma0XeHwUIAq1t7c3Nze3trY6nREAiCC0sxrni+PTTz8dNWrU119/LWtwBQugOxkxYgTtgEOGDHE6IwAQQWhnNQ4XR01NTVZWVkNDg7pS62tFL63XBwIVD+AUXEUGcAPs4xoni2Pv3r2ZmZlNTU3aen5a8OzZs36fIjSuDwQqHsApl19+OQIsgG4P+7jGyeKw6CZVXl7ud7wrs/WBfJY9mQaAINF5FAIsgG4P+7jGLcWBigdwSnZ2NgIsgG4P+7jGLcWBigdwCgIsADfAPq5xS3Gg4gGckpaWhgALoNvDPq5xS3Gg4gGcgitYAG6AfVzTnYsDA40CRAMEWABugH1c45biQMUDOAUBFoAbYB/XuKU4UPEAThk9ejQCLIBuD/u4xi3FgYoHcEpeXh4CLIBuD/u4xi3FgYoHcAoCLAA3wD6ucUtxoOIBnIIAC8ANsI9r3FIcqHgApyxcuBABFkC3h31c45biQMUDOKW4uBgBFkC3h31c052LA+NgAUQDBFgAboB9XOOW4kDFAzglPz8fARZAt4d9XOOW4kDFAzhFOrmfO3fO6bwAQKSgndW4pThQ8QBOkQCrubnZ6bwAQKSgndW4pThQ8QBOQYAF4AZoZzVuKQ5UPIBTEGABuAHaWY1bigMVD+AUCbBOnDghK9vb248ePdrQ0OBgxgDARmhnNW4pDlQ8gFMkwKKISlb+6le/4pWIsQC6B7Szmu5cHBgHCyAa+A2w+vXrZ1wJALEL7azGLcWBigdwigRYdXV1spLX9OjRo7W11cG8AYBd0M5q3FIcqHgAp0iAtX//flnJa7Kzs53LFwDYCe2sxi3FgYoHcMrIkSPNAqzRo0c7ly8AsBPaWY1bigMVD+CU7OxsXMEC6PbQzmrcUhyoeACnSIC1b98+Wclrxo0bR8utra0Uex08ePDChQvOZRMAwoJ2VuOW4kDFAzhFAqzf/OY3spLX5OXl0fLq1av5ZXV1tWO5BIDwoJ3VuKU4UPEATrEIsJYvX07LgwcPNt5DBIDYgnZW45biQMUDOGXo0KEcP02aNElW8pri4mJZJu3t7c5lEwDCgnZW052LAwONAkSDzMxM3gd79erFa1paWvwGWI5mEwDCgl1Y45biQMUDOCUrK4vjp549e/I1qlOnTkmAVVtbiwALoBvALqxxS3Gg4gGcIn2wyJ49e2jN8ePH+eW8efN+85vfIMAC6AawC2vcUhyoeACnqAEWj8tw8OBBeYrw6NGjl112GQIsgFiHXVjjcHH4PXO16DtVUVGR5FNeXh7sB9mQXQAIXq9evWR35n7ut956K7/kkdxl4mencwoAocMurImK4jAGWH43q6qqmjVr1o8+dOJLL0P+CADoMhw8LVu2jP6WlZXRmtmzZ/NKHskdtwgBugHswpqoKI4AAyyKro4dO8bLtDBz5syQPwIAugwHT9zXiofCuvPOO3nl5MmTvcolLoczCgBhwC6siYriMAZYKSkp8fHxOTk5u3btkvWJiYkXL17kZVqglyF/BAB0GWOAJR3beSR36aTlcEYBIAzYhTVRURxmtXLy5Mn58+fzPQXjZhSBGdOxEImcA0CnLAKsadOmedEHC6BbwC6siYrisKiV8+fPJyUl8TKuYAHEIosAC32wALoN7MKaqCiOAAMsrQ8WvbTlIwAgohBgAbgBdmFNVBSHVivFxcWnTp2ihTNnzhQWFq5fv57X81OEZ8+exVOEADEEARaAG2AX1kTLOFjq4bWmpiY3N5deZmRklJWVqfO/lpeXYxwsgNjSaYCFpwgBugHswhq3FAcqHsApuIIF4AbYhTVuKQ5UPIBTLAKsQYMGeRFgAXQL2IU1bikOVDyAI1paWjiQ8htg8Y6JAAugG8AurHFLcaDiARzR3NzMtwIRYAF0b9iFNd25OPz2oAeArhR4gJWWluZwXgEgDGhnNW4pDlQ8gCNwBQvAJbALa9xSHKh4AEcgwAJwCezCGrcUByoewBEIsABcAruwxi3FgYoHcESnAVZ9fT0CLIBuALuwxi3FgYoHcIQxwLpw4UJBQYEEVUePHpVlddoGAIgtaGc1bikOVDyAI4wB1htvvKE+3qsGWLSx0/kFgBChndW4pThQ8QCOMAZY1dXVCLAAuh+0s5ruXByeSzmdHQA3ampqor1v9OjRah+sqVOnyo6pXtBCgAUQu9DOatxSHKh4AEfwBaq8vDw1wCouLpagav/+/QiwALoBtLMatxQHKh7AEX4DrCVLlkhQtW/fPgRYAN0A2lmNW4oDFQ/gCL8BFr2UoEodsuHEiRNO5xcAQoR2VuOW4kDFAzjCb4A1c+ZMWo6Li6O/paWlaod3h7MLAKFCO6txS3Gg4gEc4TfAGjlyJC1nZmbSX7U/FgIsgNiFdlbjluJAxQM4wm+AlZ2d7fGN3YAAC6DbQDurcUtxoOIBHOE3wEpLS6Pla665BgEWQLeBdlbjluJAxQM4wm+AxeEUd3Xv16+fBFi1tbVO5xcAQoR2VtOdi8NzKaezA+BGdXV1tPfl5+cbA6x58+ZpO+n+/fsdzi4AhArtrMYtxYGKB3AED9S+Zs0aCbDOnTtHC2lpaXxz8LLLLtMCrI8//nju3Lm7d+92Ou8AEAS0sxq3FAcqHsARPFA7xVISYMnshBxgpaenawHWlVdeiS5ZADEH7azGLcWBigdwRKcBFo+GpQZY0itr3759TmcfAAKFdlbjluJAxQM4whhgNTQ00MK4cePU5wfVAKuoqIhfxsfHO519AAgU2lmNW4oDFQ/gCGOAJc8VmgVY6nqnsw8AgcIOq3FLcaDiARwRYIDFY7s/++yzXiXAysjI4FuKTn8JAOgc2lmNW4oDFQ/gCGOAVV1dTQsrV65UAyweE4sHcVizZo16WauwsNDpLwEAnUM7q7GtOOhYmZycTOWbkpJSUlJiV7Lh0O4+OJ0dADd69NFHae/bsmULB1hbt27ds2cPh1zqNM9qgJWfn6/uucOGDbMlJ+3t7UePHq2vr7clNQDQoJ3V2FMcy5YtW7x4cVtbGy3T30WLFq1atcqWlO2CigdwhFy44gV5QpCOGBUVFRJFDR8+3ON7tJAOIBxsiaFDh9qSEzrx4wQPHTpkS4IAoEI7q7GnOOLj43/++Wd5ScsJCQm2pGwXVDyAI+68807a+xYsWMABlkhNTVXX8PVv0tzcrAVYy5cvtyUnPLe0B+PFA0QG2lmNPcVB4VR7e7u8pAArMTHRlpTtgooHcARfmiLr1q1Tw6Z+/fpt3bpVXvLEz7169WptbR09erS6ZUVFhb05OXfunC0JAoAK7azGnuIoLCzMz88/f/48LdPfOXPmrFmzxpaU7YKKB3DEiBEjOKy57bbbJGbq06dPZWWlXFIib775psc3OJZXudTEuGNW+JYvX84J2pIaAGiwc2lsK47S0tKkpKQePXokJyevX78+0I/voK2nc9Ykn/Ly8kDWB/JBQW0PALbgsObWW29VbwhqI7bznUGPb4JCb8QCrC1btnCC3FsUAOyFdlYTFcWh1UpVVdWsWbN+9MnLy6OX1utD+AgA6Bo8FgNFVGqAVVtbS/8qKChQT7F69erF0Q8HXgkJCfYGWJKBAwcO2JIgAKjQzmqioji0WqEo6tixY7xMCzNnzrReH8JHAEDX4DEX6urq1ACLZ3F+44031ACLu141NjbymqamJu62ZXuAFR8f39LSYkuaACDQzmrsKY7Tp0+np6dT4fboENQkYlqtJCYmXrx4kZdpQfrLm60P4SMAoGvwI4EUURkDLIq6+GWvXr3o5bx58zy+MRQk5JIhHmzJiZoBjA4PYDu0sxp7imPQoEGvvvqqRD9BZ+LSWtFeSqxmtl59o4XQ8gYA4Zg5cybtfcePH1fjm6amJvoXreSXmZmZ9HLAgAG0nJWVRX/j4uK8tgZYNTU1l19+OX8cHa8uXLgQfpoAoEI7q7GnOKhYQ46uvLiCBdB98SSDp06dMl5A4o7tHt/4ot5LT5A45LIxwFI/vU+fPgiwAGyHdlZjT3GkpKSo42AFnQnLPlj00np9CB8BAF2DHwmkWEodB4sDrJaWFjXAuvrqq2UDXmNjgCW3I1ljY2P4aQKACu2sxp7iqKysLC4uDvmk0OPvKcKzZ8/6fYrQuD6EjwAAe1G0dPToUb73p+JHAltbW6+//nqJb+RYwS+nTZvmVe4YRiLA8nb08WIbN260JU0AEGhnNaEXRw9LAXZy91xK1peXl/sd78psfSAfFNT2ABAUHoo9ISFBe0BPdm11oFHtv5MmTeKXa9asUUMuewMsdYB4OobYkiYACLSzGrcUByoeIKJ69+6t3v5j7e3tno6HBGtqangDHk2UqderSG1tLa/Jy8vz2h1g8ThbdPrHf8Pp1QAARmhnNfYUBx2tbEknclDxABElF4fUwIW7sXP8JHcAJZySdw0aNIhfyja2B1jc34tiuyNHjsTHx9Py9OnTMaQ7gI3QzmrsKY7k5OSff/7ZlqQiBBUPEFHG23/eSwMs7ZlB9V38zKC6zZIlS7y2BlgnTpzge5FHjx6VrJaVlYWfMgAwtLMae4rjscceKy4u/uc//2lLanYx6+AFALZLS0sz7mgNDQ2ejimcz507p/avYrymT58+/FICLDqe0MutW7fS8rJly8IcVaG1tXXq1Kn80ZwlNnv27HCSBQAV2lmNbbcIQ+vk3mVQ8QARxT2ctB2NLxfx/T5vRzjF8Za6Rt7V1tamBlhTpkzhl9XV1eHkTa5aXXnllfTyvffeGzVqFK5gAdgL7azGLcWBigeIKL+Xinnem4ULF6rbjB49ml9yF3jtXfyytLSUlidOnMgv9+/fH07eGhoaeBj3sWPH8hp7u88DgBftrIFbigMVDxBRcXFxxgCLAiO5HOXtCJ5GjhzJL+WGoDorA6/p27dvY2Pj7t27aTknJ+fcuXNhZq+goEAN1NauXUsvr7rqqu+++y7MlAGAoZ3VuKU4UPEAEeX3FuFLL71Ea66//nruRMUb9OzZk//b1tY2ZMgQWnPdddfJW+Sa1n4fNT4Lx7Rp0yipEydO8Mvx48fbcm0MAATaWY1bigMVDxBRfgOsWbNmqZ2oJHhqaGjgDSjGam5uVodLkG3q6uq0O4zhkBl7+OXixYvlU8JPHAC8aGcN3FIcqHiAyFF7U6m388aNG6deKOJpc8jRo0fNkuINeOAGrY98OPgOpozR9dlnn/HNx/BTBgCGdlbjluJAxQNEjvSmIqdOnZL1GzZs8PhGn+Ko63e/+112dvbcuXNbW1v9piNTMvPg7+ooD+H47rvvPMpwpt6OMSP69OkT5gAQACDQzmrcUhyoeIDIaWpqkgBLvToV7MN63OmKDBkyxHvpOKXhqK+vNwZqfDkNndwB7IJ2VtOdi8NzKaezA9BtqcOjq72agg2wKNy57rrrKKJ69dVXvfYFWDzFoXarkbu9W9ysBICgoJ3VuKU4UPEAkcO90dkbb7wh68McbkqdKzocRUVFlM68efPUlfPnz6eVt956a5iJA0XD48aNu/322zF/tsuhndW4pThQ8QCRI7f2SG5urqwPfzzP8C8/cwcs0q9fP3X9FVdcwevl0UIIzYABAzp9dgHcAO2sxi3FgYoHiJyKigoJsNQ4JvwAi3tKmXWKD4QEWP3791fXDxo0CAGWLRITE7kkjx8/7nRewEloZzVuKQ5UPEDkTJgwQQIsmQnHa0eApY1fFZoRI0ZQIpWVlerKAwcO0Mr09PRwUgavcgXL6YyAw/Ab0LilOFDxAJEzadIkCbDuvvtub8cIog899FA0BFh+Hxhsb2/nwbHUYU4hBNdccw0CLPCinTVwS3Gg4gEi54EHHqBdjK9k8Mw2OTk5tJyamhpmgKVNcaOpra2lxK27/lgMeTVy5Ej611tvvRVy9lyI6oIql2LW119/nddwHeEYC/gNaNxSHKh4gMgpLS2lXWzmzJkSYHkU4QRYeXl5Zr2nKyoqLrvsMvpvQkKCRQp8K3DUqFHGf8XHx9O/evfuHXL2XIhv+6r3grneCUZtdTm0s5ruXByeSzmdHYBui4Iq2sXy8/Pp75o1a7z2BVicpt8ZA1NSUgLZuzMyMniblpYW7V84OISgpqaGC+2KK67gNRwE+y1hcBXsShq3FAcqHiByOMCi0MrTMZ6nXQEWp8xTGWpkZsOkpCSLEZgshmO48847af3IkSNDzp7qwoUL27Ztmzt37rFjx2xJMGpxecrArXynlTQ2NjqbMXAW2lmNW4oDFQ8QORwG8V9qd9W5n8MMsEpKSiiFxx9/3PgviZzIzp07zVK4/vrraYOlS5ca/8UjONg1I+Ebb7zBmRk2bFj4qUUz/pqlpaX8kh9EMLvQCO6BdlbjluJAxQNEzrx582gX27JlCwdYjY2NdgVYkydPphTi4uLUOaQJvaT1MgITBUlmF7G4C3Ztba3f//J9xsOHD4ecQ1FdXc2ZoTTDTy1q8UMDpKKigtekpaXxmj179jibN3AW2lmNW4oDFQ8QOdwLh7s/0/K2bdvsCrCGDRvGiSxevHj8+PESCd1222208vLLL5dPoVDMb4zFdxK1+Iw1NDRwN3lKOeQcitbWVsmM33ua3QNP7KhWq3zr5ORkR7MGDkM7q3FLcaDiASKHA6zKykr6e80116g378IMsB588EE1qXHjxvF6Col4jYwRoIY1v//972mDrVu38uWWuLg4vzcBZY7qrKyskHMoNm3aZMtXjmbNzc29e/fm73jzzTfzSrWCnM0eOAs/AI1bigMVDxA5HGDxjITZ2dkytLct0Yaa1NixY3nlokWLPL55oClIGjJkCP/3t7/9rdd3XUq2P3HihMe8GztFXTzl8w033BBODr3KhDySqzATjE4SkrKamhr1i/sdCwPcA+2sxi3FgYoHiBwtwLr55pttDLDGjBkjSd111128Up2Eh9r4Hj16cGRz7ty5GTNmyPY33XQT/e3Zs6c2jLs4ePAgbbBw4cJwckhaWlrkQ+3qNR+F6Gv2799fvinVeHNzs7yU64vgTmhnNd25ODyXcjo7AN0WP6hfV1dHfzMzM/lxQmmJt2zZEk7i7e3t1dXVY8eO5dRo2WuY5TA5OZn/e/z4cbmg5fFNNcgLZpeUaHuPb4jUQHLS2trKI9Rff/31xv+qEzJ2gytYJ06cmDx58vLly7XRreSeLBUFFQg/0MAzZ3fjyBICgXZW45biQMUDRA4/qM9P9sXFxS1cuNDjGzqBW2L6b/gfMXv2bPV62ObNm9UAa/v27fzftLQ0aua1k6vevXubzWbY1NTkCXgorOnTp1ucsI0bN47W8+jw9Ndvt/oYIhGtdgFShh/jqJRvGubl5fmd8BFcBe2sxi3FgYoHiByZkpmbXr5jyA/6BR6+WHvyySc9vllxGhoaqqur+fnBxYsXywYecxYDYPKtPQrLZM13Pn43ltiiZ8+exv/yaAUDBw7sHhexMjMz+Ys8+uijslLGaJBqlQArNzeXFg4dOuRclsFhaGc1bikOVDxA5PgNsB5//PG4uDhauO+++8L/iNbWVk6NWnSZDk+9VbdkyRI1qJIJ8nr06GExzru3IzLj5T179vDLa665hj5R25KvUTEKNdR/ydiqt99+u8fXGyzW5425++67+RtRRCsr+aEBjr369Onj7Rhe9cYbb+RucJMnT3Yuy+AwtLMatxQHKh4gcviuXFtbGy9QdMKREAUZFHXZ1S9HRn9Yv349X8FSB3BXH3Dr27evTJmnXYMx4utSHDDxsO9ml6D4e7HbbrtN/RffHqXIQwJBLQKLORLFxsfHNzU18cqioiKPb2gM/o5U4/xkg0xHSJGlMTAFl0A7q4nG4vBcSv1XRUVFkk95eXmwadqaRwD4/2RX5UtZcqnJ3k/JyspSjwzU8KuXpiiMu/nmmznweuSRR7jhZ9aPMXIPfe4ytW7dOnmXeuXG67tGxd+LDRkyRP3v66+/zpElLQ8fPpyWV69ebeN372KNjY0UKmmxpozIkJKSIoUmFw5Hjx7NC2vXrnU6++AMtLOaaCwOs0qqqqqaNWvWjz50wkQvw08TAMKnBVjM9ql/X3jhBR54nQ0cONBiY2r7c3JyevbsOX36dOuLSXwzkWKI5uZmfhqOae/ix+WGDh3KkYf26byyR48e3o7pdzz+ppeOFWp42rdvX77dSX85fk1PT+dCq6urk9um0uWOto/1q3cQGrSzmmgsDrNKouhKpqmnhQCfrLZOEwDC5zfAikR4cdddd3Ffn9TU1IMHD9qSJk+keOjQITWqMF6C4vl/KK7iuWK0IQlk0h5avvrqq3n597//vS057Hr19fVczh7fDUFZz2W1a9euZcuW0cLzzz/PC2lpaZ9//rlMStiNZwoCC2hnNdFYHHwJOj4+nk5AaU+W9YmJiRcvXuRlWqCXQaVpcy4BwIfn4OMuz3znKLau33C/q+eee+7o0aPq5IbaV5DJeSh64EhCvUQ3adIkWrNmzRqvb2wtudI2ZMiQr776quu/VPj4G5F+/fpJKJmfn88Xrriik5OTeS4jvgnLw7qSd955J9iPa29vLykpGTdu3IcffmjvF4Eug3ZWE9XFcfLkyfnz55eVlfFLrfIoAtO291jqokwDuAw/PMiDXcmzeyQmHqOrrq7m3PLjb3yFpm/fvrxSHa9BBoh/5ZVXeFxTOTR5O/q/19fXe3230uTyD6MEKYCLrd7f3OGMnwCQquSvSZGljFhx7733SoBFcRjPVEg/g2C/LD+N6LFpXkhwBNpZTbQXx/nz55OSkngZV7AAopAaYMnTZCQmBvWWdp2neeEAoqKiwuPrta1uuXXrVo9vFAa5kygzw3D/d/Wm4YsvvsgjjqpSU1M/+eSTLv6CoeEZhDIzM0eNGkULBw4coFiTKpov3VG8tWbNGo/vmcGHHnrIozxGINNQBvuIA3+ip6MfG8QitLOaaC8ONcDS+mDRy8DTQcUDRIhZgOV0vgJCsdGUKVP4Soy3Y7wJHn2Uogd1S+5stG3bNrmTOHv2bP5XfX09vZw0aZKWsjpulhaTRbNz585xdJiSkpKQkODpeCxUq1k6MtNyRkaGGmDx/dbLLruML+YFhRO/8sorbfwu0JViZa/vMtFYHMXFxfzI9JkzZwoLC9evX8/r+SnCs2fP4ilCgOjBs83w9R6+xWaMTqKZOq2hBBD8OKHcInz22Wf5XzfccAO95PtiS5cu5UtWK1as8PibUrq1tXX//v20Gccinks7jDvi+PHjlCUZ10pFmZ88eXJycvIvfvELzq08DqnKzMzk7dWVEmBRcJaYmOgJ6QYxJxXU00sQVdDOaqKxOGpqanjWBTo3KisrU4e6KS8vxzhYAFFFJkvx+s6OuJm0Zf7BriEBFo/zRKGVt2PawX//939Xt/F0jB3PF708HTNPDx48mF9a3Bfj0HPChAltbW1d8KX8ev/99/lalHb3k6kPUfJ1qU2bNnEo6fcinEwK5Ll0pLGhQ4fSmrvvvjvY7HFS/KAAxCK0sxq3FAcqHiBCuk2AxSNdUfBx7tw57qUut6taWlq4d9Hzzz9PLydOnMhfk8cj4MtddOJn8eCk9pau9/bbb0u3MOl3oaqrq5OAib64x9dnn++WquRO6OnTp3v27GkMsNQRK4LC7+rXr9+JEydC/ZbgJLSzGrcUByoeIEL8Blhah6RoJgHWU089RQtz5syRSRX79u3L2xw4cIDjBh5C89ixY5f5zJgx429/+1sgc+P88pe/VC962YvCIEr29ddfN7sxV1VVpcVJ7733nnEzdS4gj28mHCkKQeXAn6LOTaQGWDzmKhXOzp07H330UeuJIFV+U4MYgnZW45biQMUDRMihQ4do/1q4cCEtl5aWchvJ8VZM4ACrrKyML/CkpaXRyvnz59PyiBEjvB0zHHs6xvpiMuY7D3l1xRVXWAdYX375pcfXNS3wgCNwY8aM4cyMHTvW7wazZ8/W4qTx48cbN+NhrtjIkSO9vpEXVqxYMWzYMJ7/h/GFuqamJhmNQg2JPv/8c3U4MfrKgYyIJvPwkJqamlBKAZyGdlbTnYtDO6A4nR2A7on77hQXF9Py/fffH6MBlnQ2SklJ8Xa09zzywvHjx/lfgwcPlnfxQ4WqTu/98WTV+/bts/0ryMBdCQkJWkd7tnbtWo/v4hMPr0CmTJli3EzmE/T4BhFV/9Xa2kqJZGdn//rXv5bRKCiW4o3vvPNO2ZICTW281kCGbJAolgckg1iEdlbjluJAxQNEiARYzc3NMkNwDHVV5gBr27ZtfIOML8URdbh2fuzmnnvukXe1tbVNnz5dnRux03t//fv35y1t72Mko657lMEjVOqTkrfccgst01/jQGUy102AJ6UyTCvFjrJSu6tIRfT3v/+906RkHCx5ShFiDtpZjVuKAxUPECEvv/wy7V+lpaVqpxy+oBUTJPjgDmT0dby+W2NXXXUVvaysrPQq8xVq76U1fJts/vz5nQ6sOmzYsMCv6ARl2rRpUvL8FKRGDbD47qd8NZUaGPHtUWsyTCt9NXX9okWL1KQ2b95snQ4Vndzl9MTIELVghHZW45biiN2Kr6+v57H+1GkZAaJHSUmJx/fw17vvvisxRFZWVqzMRSjBx8KFCz0dHYC0Ed753pk6+aBoaWmhbxpITFBdXc1d4x9++GF7vwJPXFNQUODxPSGodfOiYwh3w6cNvEp/LK0vOd8VHThwIMV/fgfKMqIPKioqmjhxogwBLXjybJ5TyHPppENG2kUv640hasVuOxshbimO2K34srIyudLu9/huprS0tG/fvjNmzIitGdAg5vDg3dxgS08aj3PjEQRLAiyeSJEvL2kBFt/6DH8IK7mlGH62xblz5zy+7mJ//etfedyEJ598Ut1Am9vnlVde8fj6Y/36179WN+Px6K+55hob8yZd49PS0j766COzzegYpQ4Wj2EaYlTstrMR4pbiCLzi6fC6bt26TZs2qdEMHXpofddfuKbPVbuLBt5ibdiwQd5l+/0IABWPY04oKOHGntXW1jqdtYBIgDVy5Eha4Is3tLPzBaH58+cfPnzY0/F0YZg4AKIwK/ykBAe1FDxpo6EKOozwfcwlS5Z4fV9Nxq86fvy4bEb15bH76YT33ntPfg8DBw6UlUOHDp09e7Y8d/mPf/yDs8QjuKampmrBH8QEBFgatxSH34qn06bm5ma5nE6HITqSylh8/JQy2bdvH6+hs9igriGFTx5fYmPGjAnkchR9Ix6Imfnt9ApgF3kKj1/yr+7GG290NleBkwCLb7TJUFKLFy9W9z5bRvY6cuSIOp6WLbZs2eLxPeH45JNPclYXLFigbcN3Pw8ePMgvhwwZop19UX54Xme/wzeEjApThnKIi4v7r//6r127dsnA988++yxvxs9X0pZyNdTTMRhEaOigzSPH2vM1IDAIsDRuKQ6q+Llz565evfqRRx6pqqrasWNHUVGRnMbdfffdPHKxise8oZ2cp9ZiI0aM6MqZLrZv386dNmQus+rqaoqxNm/enJWVtW3bNr/v+t3vfqd9ly7LMLiQ2oHa2xFgxdwwDXL5Ry5Uq429xzd7TPifRXEMzydNx6LwU2MUEnEO9+/ff9ttt3l8T0Rq2/C003Lrjc4k+cBChz7+vvKAgu1zLdOHSklKsMXo0MqBpqzJzs6W5dOnT4f8iRLS+R1PFSIEbY3GLcXhCR4dfT766CP1wSj20EMPaYnTWRptFokuvfKhS5culVypnRVycnK++OILry8Q5BNQFXccoTNmdMOCyFEDLHluPzU11el8BYrzf9ddd3kuvQ/44Ycf9u7dW/YmbVyo0MjxZMiQIeGnxmbNmsVp1tXVacGu4PEX1M7jct7IBy4ZYmP69Ol2ZUxI8GpEn/v444/z8qpVq/hKG1u7dm0In9Xe3i4zRXoCGAAWbORBgHWp7lwcZrt0p2S4Gjo1fOSRR+SAqB4U5FPuvPNOXkknpsYYa+vWrUlJSXSY3rlzZ7D5pyMFd4mlFOgs0yLDdEDhJw1VlJ+//e1vfD9i6tSpkuzXX3+9fft2ys+pU6e8vlaEzi/37NkTWiFT+QwePHj58uXW41PTMW7Tpk10sKNWKj8/nwuTDuhab1wICsXN1GAHfh/kmWeeoWY1Pj6+oKDAxvHE1UZdmlK5wx79OM8rV670+JtC8dprr+VvxI/ghYkOETwoqDpwVJi2bdvm6Rjq02+ARXXNX0HtRcrdz+kIo90SffXVV+3KmKBDDV+3Y3RQ4iMbHWnb2trk7gH9mCmrEqPziK/BMs7tQxWHcR+6hgcB1qXcUhwe32Pk1KL36NGDdm/6S83MwIED77//fulFTmEQbyxD3o0dO5b/S/+iXVS6Z02YMIG3fPvtt9WRBjMyMtSzpfLycvkXfeLhw4eDyjOPbUjp/+lPf6KXt99+u3rU0MZK1sTFxVHsIsca/mp08MrLy1O3obhKXv79738vLCz0+K49/Md//EcgOVS//qhRo8w2Kysr024NqHn46quvgioWEHy6T1Vwyy23BHIBle8TMRsvuKqNekNDA4VWtK+9+eabdqUfaZz/6667jv7OnDlT+y9fnw5w2IJA/OMf/+Cdl051bElQLX8esf2qq65SL1ZRfOMxDOD55Zdfcja++eYbXsMPUdbV1dmSK83dd9/NP7wVK1bQsZTn1eYonE9o6ejKhUyHUD7SykSQQaGzDu77oYZ0kZj/EYw8CLAu5ZbisKh4CqfoZG7ZsmV04JOVfKwR6enp3o4BFRkfztQeA4KODrSHSzQm6KgXeIbVW5PSFlKItmjRIjoq0TkrRUu0rIVZS5Ys+eyzz95//30+K6VtuH8GtcGUefXKucQ3sszRlZCU6buYXWeSzh9MjulnzpyprKx87bXX6PT0F7/4hbGIVPY+Fu4eVMVqE0I/RbVNpbD13XffVaMo+jEMHTpUtrdxujez21KxQgbeJPRzjfTHyRWauXPn+t3gnXfeoX8FflFZLX+1P5ZswM/KTJs2TX2XjIwgxyV+iJIvbNuOgio6plH8zS/p18ifTj9aPunlrg7sww8/9BgGLw0cR2z0reVZH/qsWBmVLaZ5EGBdyi3FEWzFa3OjSk9JHtDZ47smxCeLbPLkyWYBhHrxJsBWjVpH6dVu3a2ezvYmTJjg8cVDd9xxh3EDGQJHzYZ61S0QtP0bb7yhpUxHRn72R4wdO5aOmxs3bjRLf/DgwTxgI+V24sSJ6hspPnj44Yf/+Mc/0plueXk5neDu3Lmzv88LL7xg/F7U/NDxlza26GBBx/SVK1dypEgbnzx5MpDCj1r0TWVAy7/85S/qg6KMzhPop0INrfQc4otb/HYZ2InRCYBdGYv1AEs9T6DdJNIfp42wxWjHoWNLampqcXExP8xI1q1bF0iCavnLaZI66Dyv1C7OyeVtOtTwGo54uuwhHp6YKCcnh7OhHhsl/AohM3y5jsqQ9hT6jnIsotLGjcJI8yDAupRbiiPYiq+qqlJbIzn7aWpqMvZ2oiMFHx+NIUXPnj3pbEwudNEB1Lq/OV+XUlMI8+J2XV2dlqWhQ4dSU612JtXaXb+38+g49fbbb6spS++0zMxM2Uy9JKaiQjtw4ID6djrYqd3aNOqVOVpWhyikwE4e8/b4ogrpRKKZOnWqmiblbffu3Tb2PYocKtvk5ORrr71Wwkf64ck1Ufr6agirXsfyW5Jcem+++ab2L7tyG+sB1qZNmyJRLGboF3j11Vd7fMGcPNZH51T86drJSSAJquX/ww8/8P5LpxP19fXPPPOMdHjQujTRDnjjjTd6fF0hKUsyWqndX9cUHQzVb6oN8sfnD3TwDDZZnjUoMTGRj7RqPw11RmqIhC7YfWKLW4ojhIrPz8/n3ZLaabVVll7tWgPm9V1jeOqppzZv3nzfffcVFRXRMr9R7auUl5dHez6tp/9SynQcmTVrFh0HaeW//du/yVy5bNmyZeGfdfEMa2zgwIEcjlDIyCfKtGbGjBmywc6dOykn77333hNPPPHnP//5pZdekn/RgfvLL7/kNN966y35RiUlJVJWfuXm5vqNgSiKDfBaGrUNXJKHDx82xhP0FbZu3ar19Va7lxmlp6dHzzCYFE6l+fBdIWp0JcYdPXo0b1NaWur3i4wdO5bqi7vrmRkwYABtw9cOKeJ/4IEH+BF9GYUoTLEeYKmjz996661d8InGG3lUj8aKC3CaZDpKeJShGThwMV6xNj632NbWxs8S0omH2imqa6jftG/fvuohQmqEzjHoSBXUY4B0rOD3ylnxDTfcwGvsHeILjDwIsC7lluIIoeJpr6bDn/GmHrX0a9eu5eMXHRc++OCDQFJbvXq1erwzBhbaGorbKHCx5Zo2HUYLCwup/V63bp3f6ze0waJFiwYPHuy328f27dslVxST0Znx3r17JbdXXHEFn/6qd6zoGNfQ0EArOx29giK5rKwsKkYJm9SGQV0eN24cBaBqzzbj1bKrrrrqzTffpByq9x8pz0uWLPEY0FeYMGHCoEGDKLcUYqpDWnel//zP/1RzRZGflk9vxyRxxvxThfJpOlWBtCIe34ACjz32mHrxUs4K6PtK9z6eFfjUqVNUBZwg1XUIXyHWAyx19Pn6+vou+MTKykr+uBtvvJHq7oUXXjDu/rzQaUxAUTJvST8AXiMRhkbt5MTUMSP412Ls4x85fBnP49vNP/74Y/VfMsAylwMdHwKPsfi6OJ10ye1Fei/fQ1i8eLHN3wEu5UGAdSm3FEc0VLzMe9qpzMxMtce94x555BFpALQbiNL/nVp6ijspzHr44YfDjAvfeecdOpOmoJCCs1tuucVvEc2bN48+UTpwmKHcckk+9dRT0q3NLzqUb9682YbCChIHNxYeeOABeYCUwi8KIgcMGJCfn2+cAYmaaiox9R60lJ402EuXLm1sbORKpJVnzpxRIzMSwhQlsR5geTumGvR0YQ8kim75E6urq+WWtwwJITodLss4PY46TZbw+0SeXCii0xseobQL+vir7r33Xvo9++0Fcccdd6j5Hz58OJ0p0ZGh0zS5q74WKMtF+hCe7fjmm29GjRrFZ8UUFP7hD3/ogm4GH330EZ27jhgxQh4LiAmeKGhno0p3Lg7tEON0dv5vR+V+nSIxMXHo0KH0V8KXuLi4TZs2RWFnzJtuusl41DYbSt5GLS0tdJTRPlfunH733XeUMWo8/N5qpMKUuUEEvZFK2OzWJIWSkf5GKgqG5KO1x06lSx+tl9x+8sknQaVPR2ftpjO3DXL/VJp5VbCTV3aDAEsuoHbZJ0pc27t3b74WS/GuPKdMyzx86JgxY6zToV2Aq1gdF2PJkiV0OkFRuBo9+337gQMHOPiOxCzU4fjtb39r/GVqcywamfWO9/twpXU6W7Zs+Zd/+ReKqIzHCqqyxx57LNRvFhB54ju2dqvo+f1ECbcUR/RU/OnTp3fs2LF169a//vWvsrK5ufn999//4osvojC0EtqNti6IrhgVzuTJk7kZ6NmzJx15jdvQAfFf//Vf1WBiwYIFFieaVNTjxo1LSEjIyMiYOHGiegyls9Wbb765vLy8Cy4iqoNYNjU18RCUFPRQzin20h6noEjLrDu/hXvuuUdSkJGQtCcKPb5rYxLhDRkyJKjfYVlZWVf+HiJBbjd32cP8VJVaFdAPWC5H0ZkYPw1HkZ9FXciwpfTX72b0K+JqNXs6srq6Wv3x2/hsaZh27tzpMaCzDut3mfUk27t3r8d3xhXgKcrzzz9v/HTN4MGDQ9gfA0FBszwIHIlxXyPHEzXtbJRwS3Gg4m3xyiuvUPzRv3//ioqK6IwF6cyVWp1gb/TU1tbKxJSqRYsWWXT+oDCIooqhQ4fScb+ysjLYcSNPnDghd+64XefMyz0+bU5J49W4QFA1bdy48corr7z11lslZcq5+iSmxzf60XvvvScvFy5cyFtSlqjS9+zZ89VXX9EyFdSjjz763HPPHT9+nONXaqH5hmOnVxeimXR9C/bqXTioXtQqoOhKBlWhqqcN+DEU9UxMc+jQId7eYp5E+kaUsjpqg0qbxCa031gkUOyyYsUK6aclReT1/eTo/OfIkSPGd3GPtDFjxhiPTjI10IABA1avXk0/Y7MTMDrV0fp3Ugy6fPnykpIS7XrwypUr7f7e/0d+Bh5fUDh27NiXX345Eh9kO7SzGrcUByoerL344ot+B8dPSUkxzkXDj3wah5mgA/HUqVN5wM+nnnqqT58+dHwcOHCg3/Nm6Yk/efJkv8d6+hR+5pxs3brV3u97+PBhypjH1yNe7puoN4IpINu9e7fFhAHUYqld8mP6ES1+CICa3ggNs+kXxRDSo3H48OEc/tKPh6Ptffv28b/MpoWm7fnylcd39Su0PFCUL8Ml8HwVoX6biKD9gp+v5LkUf/nLX6qj4WgdquhcSEbmMwbKxnHjzG4Xbt68WbahiIr2QfVZTorMtDDL43uIJJCioxrPzc2lPW7dunXydCQtcB/8hISEwsJCWilxs4iPj1eHEY5aHrSzl3JLcaDioVN05rp48WKKqOgAqt03Wbp06f/8z/94ffcaqBm2Hl2CDpRPPPGEuoaHQ1uwYEFSUhIdXjds2ECpyUMP0TOPB7XZxscYA0EFEmDvFlA9+OCDXIDG+QyMvdc1O3bs4A3CHLxKAn11XsJoM2nSJOOvbu7cuV9//TU/xTx79mx1rzQ+FPzcc89p16WuvfZaDmrpW9N+vX379meffVZ9bsZiAtlhw4ZpmSkvL/f6Znp955136EhCGaCgmfbxgoICOhrQyQxVsXbfk85e6Ctw7Cjmz59/+vRp44kNHT0iWsK28KCdvZRbigMVD0Gh80Vj53q/Enysp4Y0kj4WI0eOjKrLBvX19cZZntSmiyc2Uf9L7db999/vdMZj0tGjR7nVN46B2dzczK34tGnT/P5CJEAvKioKJw/qjBRRO5+MOvCKkfZo85IlS/yWGO3UPLaq6NevH4VBZsMjW+RHBpLQdgSLTAaO72ZS3KwdgmjHzM3NPXbsmGSDfj+jR4+m0G3jxo2PP/74+++/7+xAytaF5kJuKQ5UPISgpKTE7CBIMUevXr3UocXobJif/FJZNwwe3xiPzn5Ho48++kjGUkpNTeVZkuik/IUXXjh06BA3XY8++ihtQ238zTffHBOD40ethoYGaib9lqFctjFOVNXW1iZhbpg3j+h3SxFJWlra8uXLo7YqKapQR4oxTquqsnjyjn69PMuW9V5Ju/Yf/vAH6ywdPHjwlltuuemmm4I9ufJ7/XvChAlyw5fRS9rpXnnlFa0rAr196dKl9EW++OIL49A/V155pYNRsgft7KXcUhyoeAjN888/P3DgQPUUmc56N2zYYNb5vaioSLbk4EmdS5hOSWWmOY9vjPuounwFUUWic4p+tNDn+uuv53+99NJLTmWvi6lTOFDkMXr0aC2yobBp8ODB06ZNM3aa1KjDo4jLfeLj49euXRtUoFlVVaVeu1LjJ+lO0MOHV+bk5FAM9Kc//Yl2/549e9IncsfNjz/+WP1G69ev5/Srq6uNj+BYRHUbN24MvZTD40E7eym3FAcqHrrMiRMn6Jgoozy0tbW9++67L7/8Mnegpshs9erVV1xxRUFBQdTekYFo8MUXX0irnJiYSL8iXk/Nv0QbXfnYo7N4RiAOUGTlN998M2bMmOnTp7/11ltBpbZp06aMjIz09HQ64aH4RhtKPlgUHt1zzz2rVq169dVX6ZSJ4j+qF+7gRXs9L7e0tNBh4c0337To6CbTmvXv319dTzVOtV9YWOj36heFaBThqf+iKNPrmydjxowZKSkp9PL1118P5wsGCO2spjsXh/YrdDo7AADBWbp0qXoQ69u377333ivdokeOHGk9eXw3E9ogLDGEb/y9//77ZqdeFFCq9zcptKKoTn4DFJaZXdbii15FRUURvWSOdlbjluJAxQNALBo1apRZkxlbw3yDLSic2rNnz4YNG4xX3T744APjEBKaqVOnRi5vaGc1bikOVDwAxKhnnnnGeG8oJycnJsZGgq507tw5dbbvhISEkSNHyiCrLIT5RgOEdlbjluJAxQNA7GppaXn44Ydllu6ysrKofeIPnNXa2mq8kUprBgwYwAEW/YoOHz4ciY9GO6uJseKoqKhI8uFR3QKHigeAWNfU1LR///76+nqnMwKxh2IseRqxX79+p0+ftjHxM2fOVFZWop3VxFJxVFVVzZo160efvLw8ehn4e1HxAADgZi+99JJ6rzAuLq5v374FBQV//OMfjU9LtLS03HLLLfIcKwVnaWlpSUlJtEArL+vAw1tImo58r6gVS8VB0ZUMYksLM2fODPy9qHgAAHC56667zroXvERO1puZcfr7RZdYKo7ExMSLFy/yMi3Qy8Dfi4oHAACXa21tXbRoUcjxkwW+juX094susVQcWuXFx8cbN0BkDQAAYKGtre3w4cNr164dNGhQz549zeItWj927Ni//OUv1dXVv/rVrzIyMubOnXvbbbfxvId//vOfa2trX3rppaeffvr48eOUJtpZTSwVB65gAQAARMJ3331HMdOxY8fo75EjR2QuisChndXEUnFofbDoZeDvRcUDAABEDtpZTSwVBz9FePbsWTxFCAAAEFXQzmpirDjKy8sxDhYAAEC0QTurcUtxoOIBAAAiB+2sxi3FgYoHAACIHLSzGrcUByoeAAAgctDOatxSHOGPogYAAAAWnG7qowuK4xLR9vuItvx4oy9L0ZYfb/RlKdry442+LEVbfrzRl6Voy48XWQpAtOXHbVD6l4i2n2O05ccbfVmKtvx4oy9L0ZYfb/RlKdry442+LEVbfrzIUgCiLT9ug9K/RLT9HKMtP97oy1K05ccbfVmKtvx4oy9L0ZYfb/RlKdry40WWAhBt+XEblP4lou3nGG358UZflqItP97oy1K05ccbfVmKtvx4oy9L0ZYfL7IUgGjLj9ug9CE42GNjDqosFqHWYhFqDVT4NUBwcASJOaiyWIRai0WoNVDh1wDBwREk5qDKYhFqLRah1kCFXwMEB0eQmIMqi0WotViEWgMVfg0QHBxBYg6qLBah1mIRag1U+DUAAAAA2AwBFgAAAIDNEGABAAAA2AwBFgAAAIDNEGABAAAA2AwBFgAAAIDNEGABAAAA2AwBltt5OvhdafyXqqKiIsmnvLw8kPVgC7/1cvr06QULFiT60MK3337r972oMkccOXJkzpw5CQkJycnJJSUlZ8+elX91upd5UWvOCafkUWuAAAv+jzHA6vQtVVVVs2bN+tEnLy+PXlqvB3tpdZSbm7t79+4LPrt27Ro/frzxLagyp1DIW1dXd/Hixfb29vvuu4+CLW0Diz0OteaUcEoetQZeBFjAAg+w5F90mDh27Bgv08LMmTOt14O9tDrq0aOH+jIhIcG4JaosGlCYFR8fr6007nGoNceFUPKoNVAhwIL/YwywUlJSqBnIycnZtWuX3y0TExOpqeBlWqCX1uvBXlqVLVu2jGrqos+OHTvopXFLVFk0qK2tDeQKFmrNcSGUPGoNVAiw4P+YXbI6efLk/Pnzy8rKOn2LnJSbrQd7aeV85syZ7Oxs7s1DCz/88EOnb0GVdb3GxsYxY8acPn1aWx/INWOGWusy4ZQ8ag28CLCAWRzfz58/n5SUZFyPUzRnaVWWn5+/a9cu6YNlvEbiRZU57dNPPx01atTXX39t/JfFDohac0o4JY9aAy8CLGAhBFhaZwJ6ab0e7GV9Kuz3zBhV5qCampqsrKyGhga//7XYAVFrTgmn5FFr4EWABUw7vhcXF586dcrru/FUWFi4fv1645b8OMzZs2f9PiZjXA/20qps/PjxO3bskD5Y6lOEqDLH7d27NzMzs6mpyWwDiz5YqDWnhFDyqDVQIcByO79DXtHZdm5uLr3MyMgoKytrb29Xt5fl8vJyvwO6mK0HW/itMgqIeaQlQgscH8v2sowqc4THwOxf6npZRq05JdiSR62BCgEWAAAAgM0QYAEAAADYDAEWAAAAgM0QYAEAAADYDAEWAACAzmKKbrMJm/1O3W32HIORWbKNjY35+fmJiYmZmZmvvfZaULml9Xl5eby+qKjo+++/D6oQIBwIsAAAAHRmU3R3OmFz4FO7qsySbWpqGj58eG1tLeWEwqaNGzcGlduCgoJPPvnkwoUL9K/KysopU6YEXgIQJgRYAAAAVtQpujudsDm0AMss2eLiYrOrVoHkVqNOAw+RhgALAADAijpFd6fT3RgDrJSUFIp4cnJydu3aZfYRZsnSe/ft2zdo0CCKjVasWPHTTz8FlVtBaT799NMLFizo9O1gFwRYAAAAprQpujudsNnsktXJkyfnz59fVlbm978W80OXlpb+/PPP7e3td9xxx6pVq4LKrSRC0tPT1SGIIdIQYAEAAPhnnKI72CtYKnVqV63bu8X80DKXBoVZco/Pb695iwnFKc09e/bMmDGj8+8MNkGABQAA4IffKbo7nbA5wABLY5ZsXl6eGmAZ4znr3GrM+mZBJCDAAgAA0JlN0d3phM1agFVcXMw35s6cOVNYWLh+/Xq/H2eW7GuvvXbHHXe0+5SWlhYVFQWVW/q4b7/91uuL7crLy43hIEQOAiwAAACdxRTdFpM9G7evqanJzc2llxkZGWVlZXI5ysgs2V27dqWmpiYkJKxcudKsk7tZbuXTKQVtNC+INARYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgMwRYAAAAADZDgAUAAABgs/8HutAL6nsJsx8AAAAASUVORK5CYII=)
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