Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_011618_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 11, 2016 |
Start Time | | 2016/03/11 07:00 |
End Time | | 2016/03/11 19:00 |
Key Words | | Magnetopause Crossing |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -12.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 93.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shreeya_Khurana_011618_3 |
Minimum Dst Value | | -18 |
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-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAwNCAxMjoyMToyNCBFU1QgMjAxOR3cvlMAAAG2dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiU2hyZWV5YV9LaHVyYW5hXzAxMTYxOF8yOiBPcGVuR0dDTSBwbG90IG9mIHJobyBhbG9uZyBDbHVzdGVyLTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTYtMDMtMTFUMDc6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDE2LTAzLTExVDE5OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6Mi4yNzQ2NTk5OTk1LCAibWF4IjoxMTIuODE0NTQwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfXu6hGEAAAAEZ0FNQQAAr8g3BYrpAABDrUlEQVR4nO3df1wVdb4/8MMPEUEREEVIERV/pqZEhmFlhEhKScWWKSKmrWZm5iIelcjKW9ZmD2tdpdTSvbayZkWrmRUb98ama1bUcouMClvqYtJGRXvpK7vwfT/O+7HzmD7nzJw558w5Z86Z1/MPHnOGOXM+5/05M5/3zHzmM5YeAAAAANCVxd8FAAAAAAg2SLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYECwAAAEBnSLAAAAAAdIYEKxhYLAFWjwFXYAh03vjJHT9+fNSoUU7X7I2P9tcWhC0XQDtsLcEg4PZ6AVdgCHTe+MlNnz79hRde8MtHI8HSUVB+KTAC/LACxnfffWe1WumIuU+fPnFxcXPnzq2pqeF/GXYHIS/YX//616SkpEcffbTHwAUm3d3dZWVlsbGxFGQKOL2U/mX5N+EtSvPff//93Nzc6Ojo5OTkPXv2qC//2Wef5efnx9rQBL1UKeQrr7ySnZ0dGRlJIV2yZMk333zj9Hs1NDRcc801fW1ogqrD6Vvc0NraumLFitTU1F69elEA8/LyXn75ZY3/bWxsvOGGG+Lj4yMiIjIyMp577jmeT4EaP368vCJoety4cS79irxxnikmJuann37y/KPd4O0tSKUu3FibXqVV2tB0/yCNhfHZZ0GAwk8kYMyaNeu222775JNP/t//+3/nzp37wx/+cOWVV/K/DLupSwU7fvx4YmLis88+K8w3oMrKyvT09M9taGLXrl3CAkqFF+afPn166NCh+/fv//bbb7/44otbbrlFfflp06Zt3Lix3Wb9+vX0UqWQM2fOPHr0aEdHx9dff71s2bI5c+aof6mmpqaBAwdu3bq11eaxxx6jlzRT/V2u+vLLL4cNG/arX/3qo48++r//+z9K+w4fPky/Wy3/pR82/UIo/6ZYUdbyl7/85cYbb+R/UaCojf/jH/8ofdCLL75Ic/yeYGl8S8AlWOp14cYK9S0tEiwIFPiJBIw+ffp89913Dv9Fm/rOnTup9YqMjMzMzGxoaJDmU1M6ZMiQkJAQevmvf/3rgQceSE1NjYuLW7x48Y8//siLOZx/+eWXHzhwQPoI2tUmJSVRAShvoL0tHdrS4fv111/f1tamUmbeB7322muDBw9+/fXXtRTY/u32X0SpDEqrdanMlNlQ7sLTNJGVleXwSyl9WQllVNu3b1f5IGH5qKioH374gae///57eqnyXjl6V3R0tHrxFixYcO+998rnVFRUFBUVSW95+OGHBw0aRCG64447KIPn+Uo/GKU433rrrZQaKpVT/b/z58/fvHmzw3/Rxx08eFBeEfShzz33nMNvqvRdpIUpY7jrrrsSbWiCT0FZZOzX6epbhJ+rUrgcrlag8lNXX4nKhy5fvpxWSMtToBx+X/W6ECaElzU1NVOmTKEPpY/mgxP7QKn8ruRxU6KyAQofpH2/oV6wrq6ue+65JyUlJTY2VjoHL3yWSkVIZVDaqap8WQhoSLACxjXXXHPTTTf9+c9/pqN/4V+0DRcUFDQ3N9Me4b777pOaIpo/d+7cr776il9u3br16quv/vzzz7/99ltqXNesWaMy/9ixY+PGjaM9Di+zZMmSLVu20MSkSZPeeOMNKgPtF1auXLl06VKVMlMBDh06NHTo0HfffVdjgYXFHH4RpTIordalMtPOV9rznjt3jnap9l9K6cvKX9J+lnbKtAOlHXpxcXF7e7v68oWFhZT0UAlpyfLycnqpUki56urqGTNmqBePCvPpp5/K59BLynqlt+Tk5HxpQxObNm3i+Uo/GKU405elNkypnOr/pRIqXRWlj6Pf4ahRo9566y16WVtbS9M0RynBcvhdpIWpUmh+i81VV11FMRcWsOfqW4Sfq1K4lFYrp/JTd1o2hx9KPy3ak3xlk5ubq/RrUakLh99dekm1TJs8pReUPdBOw+HCKr8redyUaD+DpX2/oV4wSjdpE6NNhuavXr3a4WepVIRUBqWdKgQrJFgB4/vvv6dt+KKLLqKjwxEjRpSWlkqHPrQNt7a28vQ//vGPPn36SPPPnDkjrWHs2LEff/wxT589e5YOMdXnX3LJJXxR75NPPqEjMFqzfZFovkqZqQDh4eHPP/+8/XylAguLOfwiSmVQWq1LZQ4NDT1//jxP00RYWJh94R2+UZhPb6R99Nc28+bNKykpUV+er6DxMTFNOG1m2HvvvTd8+HCVxEUqTGdnp3wONTNUNVJJPvzwQ57+n//5n5EjR/K00g9DKc60Qnn2LxziO/2vUEL5kvT3ySefvO6663ps18qfeuqpHoWKUPou0sK07UgLNDQ02C9gz9W3CD9XpXAprVaJ8FN3WjalD21sbORpeqPDr+C0LnqUN1U6mnriiSf+9re/OfwvU/ldKW3mKmtT+Zf2/YZ6wdLS0qRTgEqfpVIR8jI43alCMEGCFXi6u7up5Vi0aJHU80YlL5F3DaadrPzMNmUS6vOrq6vHjBnzz3/+85ZbbqGdJs88depUdnZ2XFwcL2yffwgl2bNnT3x8/H//9387LKF9gbV8EaUyKL3dpTLrdQaL1kNv52nKsRISEtSXp8Pf9evXS32w6KVKIVltbW1KSsrJkyedLjlo0CD1M1hSg0oTlMHztNIPQynOtEL7VE/jf52eNfnpp5+SkpJ+//vf01/pIp3DhR1+F2lhmqO+gD1X3yL8XJXCpbRaOac/dY1lky8vXb2i5R1+BU/OYL377rsFBQUDBgwYNWqUdKldWFjld6XxnhKHZXNYKpf2G0oFkwdZ6bNUKkJeBoc7VQhWSLACFTXD/fr142mN+Qpt2M3NzfarUppP+4WJEyeuXbs2NTVV6stCR2b79u37+9//TvsI+quys5MK8NJLL9FOjf7al1B4SXsl6ZCOjr+VvohSGZRW61KZ9eqDNX36dMqreJqOhp0mWLRzd6kPVlVVVXJy8jvvvKO+GKO9uX0frAULFkglkQ6+aUI6+Fb6YSjFmZJ+q9WqtLD6f+fPn//ggw86LLy0zEMPPRQeHi5dVVFKsBx+F2lhpTMNKv1+3DiDpeWlljNYTn/qGssmX97pGSwtdaG0qTLadRw5ckTK4IXYavxdKVFZTPggV/cbSgWjZNH+DJbwWRorwuFOFYIVEqyAceWVV/7hD3+gpvr8+fOff/75smXLrrnmGv6XxgRr27ZtOTk5H330EW3Yf/3rX2+++Wb1+T22VpxWsnv3bmkO7TRffPFFOgimY9wbb7xRS4JF3nzzTTqofeaZZ9QLTNnMfffd9+OPP9IXvO6665S+iFIZVM6saC/zzp07dbmLcM+ePZTBSJcIFy9erL48JXbl5eV8BmvDhg32iZ3c1q1bU1JSpJbSafE+/vhjyvAee+wx6S5CeimdT6K35Obmcr8lmpC6jyj9MJTifObMGcr5pPsEv/3228OHD2v87yeffELVRAVraWmhmjp58qTTO9eUEiyH30VaeOPGjVJfmezsbIo5zx84cCAVzOEHKb3FwwRLabVyTn/qGssmX17qgzVr1iyHX0FLXShtqvRTpzyDfjCUYFF180whthp/V0pUFhM+yNX9hlLB/uM//mPGjBn0LnkfLOGztP9I7Heq2r87BBZUasD405/+dP3118fFxdGx4/Dhw++44w46CON/aUyw/vWvfz3xxBNjx47t3bs3HUVVV1erzyfPPfccHb11dXVJc15++WU6zuvVqxc18PQujQkW+eCDD2iH+8gjj6gUmI78MjMz+RakHTt2KH0RpTIordalMtMhJh1f8nhU69atc3jNgjmdT6075TFUZQsXLpR3cne4PLVqeXl5/W2oCRSu6Aksdjo6OhwGQULxp/VH21DL+v7778vXxnfeUVFvv/126RKS0g9DJYH44osvbr31Vqro8PBwSqnpF3v8+HGN/6XmiuZQ2CMiIi655BKnYy8pJVgOv4u0cGdn55133sl3e9GEdFmHclb6aIfrVHqLhwmW0mrlnP7UNZZNvvwvf/lLCg6F6P7776c1O/wKTutCaVM9cOAAFZjmT5ky5Y033uCZQmw1/q7sKW1oEuGDXN1vKBWMjmnpmGfIkCEUN8o7HX6W9h+J/U5Vy3eHQIRKBTXXXnvt73//e3+XArwrmHbuwfRdvI1ybjpU83cp/Oyf//yndLeHb2Cnah7YGYFjdDD35JNP0mGcdFMxBKtgSkqC6bt4yerVq1tbW8+cOXP11Vfffffd/i6On506dUq6W9DbsFM1G+yMwDFqqFJTU2nvo3Fhe94uoYcCosy+KaQBv7jbgum7eMm2bduGDBkyaNCg2267DcME9O3bd8eOHb75LJd2qhAEsDMCAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdmSXBcni7OwAAAOjF3029sZglHKh4AAAA70E7KzBLOFDxAAAA3oN2VmCWcKDiAQAAvAftrMAs4UDFAwAAeA/aWUEwhwOd7wAAAHwD7azALOFAxQMAAHgP2lmBWcKBigdwW2dnp7+LAABGh3ZWYJZwoOIBXNXe3k5/n3766aioqJEjR/JLAACH0M4KzBIOVDyAS+bOnRsaGpqQkCD1YqypqfF3oQDAuNDOCswSDlQ8gEsou+K8qnfv3vQ3JSWlq6vL34UCAONCOyswSzhQ8QAuGTNmDG01d955Z0tLC03Exsb6u0QAYGhoZwVmCQcqHsAlfHGQsiuaHjt2LE3X19f7u1AAYFxoZwVmCQcqHkC7trY2+Vmr5cuX08tt27b5t1QAYGRoZwVmCQcqHkC7mpoa2mQyMzP5ZVVVFb0sKChQWh43GAIA2lmBWcKBigfQbtu2bbTJrFy5kl+2traqdMPKy8uj/27evNmHBQQAw0E7KzBLOFDxANrxNcHt27dLc1S6YYWHh9O/Ro0a5cMCAoDhoJ0VmCUcqHgA7TIyMmiTqa2tleaodMMaPXo0/evWW2/1XfkAwHjQzgr8EA6HT1/u7u4uKyuLjY2Ni4uzWq30Un2+Gx/qabkBTKNv3760ych7Vql0w+KFpeuJAGBOaGcFfguHUBOVlZXp6emf29DErl271Od7+HEAoKS5uZm2l8GDB8tnKnXDampq4uOlkpISH5YRAAwH7azAKAnWtGnTjh49ytM0kZWVpT7fw48DACXV1dW0veTl5QnzHXbDOnToECdY9ssDgKmgnRUYJcGKiYlpa2vj6XPnzkkHykrzPfw4AFCyZcsW2l5KS0uF+Q67YZWXl3OCNWPGDB+WEQAMB+2swCgJVmho6Pnz53maJsLCwtTnK61ThRe+BEAQmjdvHm0ve/fuFeY77IaVn5/P21dqaqoPywgAhoN2VmCUBAtnsAAMYsKECbS9nDp1SpjvsBvW4MGDOcEaMmSID8sIAIaDdlZglAQLfbAAjKCrq4vHters7LT/7wUXXED/evbZZ/ml9EQdnCQGAOwEBEZJsHbu3OnwbkGl+fZrcOnjAMChhoYG2ljGjh3r8L9hYWH037S0NH555MgRejl9+vTIyEilnAwATALtrMCf42DJj3q7u7vXrl0ba7Nu3Tr5OFgO5/cgwQLwAvXHDvKNhKNHj+aXjz76KL1cvXp1amoqTTQ3N/uuoABgMGhnBWYJByoeQAur1UobS3l5ucP/Ct2wCgsLuTs8d9ty+CAdADAJtLMCs4QDFQ+gRUFBAW0shw4dUlpAPhqWND1jxgzLzx+tAwBmg3ZWYJZwoOIBtOCLfQ0NDUoLSKNhdXR00ERkZGRXV5fTtAwAgh7aWYFZwoGKB3BKnjMpLSN10qqrq6OJyZMn08ySkhKHQ2cBgHmgnRWYJRyoeACnTp06RVvKhRdeqLKM1A1r+/btNLF06dKef/fc2rJli69KCgCGg3ZWYJZwoOIBnKJsibaUkJCQlpYWlcW461VGRgb9pTSL5mzatImm6a+vSgoAhoN2VmCWcKDiAZzKzMzkwVNOnDihshh3w2J1dXU0Z/fu3TRdUlLiq5ICgOGgnRWYJRyoeACn5s+fT1vKokWL1Bfjbliso6OD5uzdu5emi4qKfFFKADAktLMCs4QDFQ/gFD/mmfIn9cW4GxYZMWIEz6mtraWXM2bM8H4ZAcCg0M4KzBIOVDyAU9qHs0pOTuYcq7GxkV6eOHGCpjMzM71eRAAwKrSzArOEAxUP4NT06dOlblXqsrKy5L21mpubaTo1NdX7ZQQAg0I7KwjmcDh86CEAKNH+SMG2trZFixZJI4vSS/kjdADAhNDOCswSDlQ8gFOePLMZhzEAJoc9gMAs4UDFAzjFSZLKMO4qYmNj6b1tbW26lwoAAgLaWYFZwoGKB3DKk7NQnpz9AoAggHZWYJZwoOIB1PHgC4MHD3bv7TxIqfoIpQAQxNDOCswSDlQ8gDoP7wTUPsQDAAQltLMCs4QDFQ+gjp/0PHnyZPfeXlRURG/fu3evvqUCgECBdlZglnCg4gHUeTgae0lJCb199+7d+pYKAAIF2lmBWcKBigdQV11dTZtJfn6+e2/ftGkTvZ3+6lsqAAgUaGcFZgkHKh5AHT+wuaSkxL23b9myhd5utVr1LRUABAq0swKzhAMVD6CusrKSNpPly5e793YP8zMACHRoZwVmCQcqHkCdh9f4Dh06RG8vKCjQt1QAECjQzgrMEg5UPIC68vJyTxIsD/vIA0CgQzsrMEo4Pvvss/z8/FgbmqCXPL+7u7usrIxmxsXFWa1Weune+lHxAOr4NkC3x1mor6+nt0+YMEHfUgFAoEA7KzBKOKZNm7Zx48Z2m/Xr19NLnl9ZWZmenv65DU3s2rXLvfWj4gHUeZhgeThOKQAEOrSzAqOEIyoq6ocffuDp77//nl7yNGVaR48e5WmayMrKcm/9qHgAdTwUe01NjXtv7+zspLdHRkbqWyoACBRoZwVGCUdhYWFFRcV3333X3t5eXl5OL3l+TExMW1sbT587dy42Nta99aPiAdR5/qwbT54VDQCBDpu/wCjh+PLLL4cNG8Y7aJr46quveH5oaOj58+d5mibCwsJUVmJR5fXvABDIxo4dS5tJY2Oj22sYMmQIraGlpUXHUgFAoEA7KzBKOHJyctavXy/1waKXPB9nsAB8IzU1lTaT5uZmD9fQ1NSkX6EAIGCgnRUYJRx9+vRBHywAP+rbty9tJnSE4/YaPL/ICACBC+2swCjhoESqvLycz2Bt2LBBSqR27typdBehS3WJigdQ5/mV9Ly8PFrDsWPH9CoSAAQQtLMCo4Tjk08+ob1zf5trrrnm008/5fnd3d1r167l8bHWrVsnHwcLCRaAXjo6Omgb6du3rycrKS4uppXQAZJepQKAAIJ2VmCWcKDiAVToMopVdnY2nwarr6/Xq2By+/fvv+SSS3CGDMCY0M4KzBIOVDyAisbGRtpGxo4d68lK5s2bxwnWqVOn9CqYXHR0NK186NCh3lg5AHgI7azALOFAxQOo0OVJgn/+859pJSNHjtSrVIK0tDRaf2ZmppfWDwCeQDsrMEs4UPEAKmpqajxPsLgjV2RkZFdXl14FkyssLKT1S6MQA4ChoJ0VmCUcqHgAFXv37qVtpKSkxMP18EmmhoYGXUol4GEgcAYLwJjQzgrMEg5UPIAKvRKsgoICWk9VVZUupRJQakUrHzx4sDdWDgAeQjsrMEs4UPEAKjZv3kzbSHl5uYfr2bRpE62ntLRUl1IJeKR44qVLkADgCbSzArOEAxUPoIITI/rr4Xqqq6tpPfn5+bqUSjB48GBOsPA0HgADQjsrMEs4UPEAKpYvX07bSGVlpYfrodTHe1fxpAe342k8AAaEdlZglnCg4gFUlJSU0Dayd+9ez1fFzzSUntGul66uLinB0qWcAKAvtLMCs4QDFQ+gIj8/n7aR6upqz1fFXdFramo8X5UcjzXPPL+UCQC6QzsrCOZwWH7O38UBcK6jo+Puu+8+ceKEjz+XR0DQ5dLbypUraVXbtm3zfFVy8gRr6dKl+q4cADyHdlZglnCg4iEgTJ48mX6roaGhLS0tvvzcjIwMvR5xs337dl1GfBDwWPMsJydH35UDgOfQzgrMEg5UPBhfU1MTpVacQ/g4weIREJqbmz1f1YkTJ2hVlCl6vio5TrD4RkIPn5kIAN6AdlZglnCg4sH4uKc5O3LkiC8/mhOX1tZWz1flpQfm8FCoPJAprVzHNQOALtDOCswSDlQ8GFxTU1N4eDilDqtXr/beUFJK9O2n6I0H5khjzSckJHjjLkUA8BDaWYFZwoGKB4M4fPjw8uXLz5w5I5/Z2dl5ww030K+UsqvW1tZwG+1XCd9888158+ZZrdaysrLs7OyNGzcKC9D6pemOjg7hv9IICK5/G8e88cAcaax57qamS3cxANAR2lmBWcKBigcj+PDDD0NCQujX2K9fP+mWPcp+LrjgAppJSRVfpCssLNQ+GEFdXZ3Uc0tC67/wwgtTU1NLSkqKi4sjIyMTEhIoO0lLSwsLC9u+fbt8DXyDHi2s19f0xgNzpLHmOXs7dOiQjisHAM+hnRWYJRyoePA7Sp7GjBkjT4OGDx8+duzY6Ohofkn/5SWPHTtGL4cMGaLejampqen++++ntIzfnp6ezpmZfb4lkD6I6Z5geeOBOUuXLrXYxpr30jAQAOAhtLMCs4QDFQ/+RdkV5VL0O0xLSztw4MAjjzwSFhYmZTzDhg2bMmXKBx98IC3Pt/WpdHXftWuX9PZly5bt27ePr/01Nja2t7fTx1G+RbkXZTmUkdCHZmRkbNq06ZJLLqHlL7/8cvmq6urqaOb06dP1+rLeeGCONNb8o48+ytdSdVw5AHgO7azALOFAxYMfnT59etCgQRbb+ALSnXoPPfRQaGjogAEDzp49a/+WLVu2qJwEopXQGzm7UnmAoH13K3ojvSU2NlY+k0dAmDFjhmvfSpX2B+ZUVVVdeumllHSqL5aXl8cZJy1PE4WFhTqVFAD0gXZWYJZwoOLBj/i8UUhIyHvvvSef39LSIu9+LkeZEKVf9Bb7Z85IJ8Pi4uLceGgMv7e+vl6a442UhbuiHzx40OmSvXv35kxx4sSJWVlZVqvV4YVRaax5HmcrIyNDx9ICgOfQzgrMEg5UPPhRcnIy/QIjIiLa29s1vqWtrY27w48bN04+v7S0tE+fPsLJMJcsX75c6MMkjYDgxtqU8BksLf26+OvIL5g6vDA6YcIEi23oB8pKdb/+CACeQzsrcD8cdORdXl4+cuTIyMhI+ltRUfHTTz/pWDJ9oeLBXzo6OsLDwymB+Pjjj116I48mRfmHlJZJ4ylQ+uL2oKB8vqqgoECa441eTZxTUo6oPhpWY2Mjn4qj/cmtt95qsd1K6XBAeflY89yvX+nkHwD4BdpZgfvhuPPOO7Ozs2nvSbs5+nvVVVfdddddnhTl/fffz83NjY6Opl3znj17eGZ3d3dZWVlsbCztgq1WK710b+WoePCXmpoa+vllZma6+kZKp2bNmmWRjdfAd9JR1vLb3/7W7fLYd8O67rrrLHo/QbmlpYU2Z6d95zm3Kyoq6vl3snXBBRc4XJJPiXGuyclWU1OTjgV2zyuvvEK7vldffdXfBQHwP7SzAvfDkZiYKB8IkaZpjttrO3369NChQ/fv3//tt99+8cUXt9xyC8+vrKxMT0//3IYmdu3a5d76UfHgLzyAk3vnh+rr6zkZosRi9+7dFttTYv7yl794WCR5NyxK43hYh1GjRnm4WgGVmZ/AQ9u10jI5OTnyBeibWhSew8in7nia+2PZ907zMQodD7ERERFhfz8BgNmgnRUYJcGijEoY/JBNmzbt6NGjPE0TWVlZ7q0fFQ/+wre/VVdXu/d2Hldz7ty5fF1s7969nhdJ3g2Lz4qRe+65x/M1CyhzojX36tXr6quvtr+iR0kJ5Yvymw3z8/MtjgYRpVyNL4zyS2nIBt0L7BJOndn06dORY4HJoZ0VeHSJkI4+P/zwQ9pv0l+a9uQSISVntH9PSkqKj48vLi6WOp3ExMRIO99z584Jt5drh4oHf+FrW253meKTWOz222/XpUhSNyzprNjrr7+uy5rtDRs2jAtvn2IeOXJEuHjKz8OxP9snDIVaXl5u0TzSvZfU1NTwE40qKir4RN3UqVNd7WYHEEzQzgo86uS+cePGESNG0N6Z/lJ65Ekn97CwsKKioq9t5s2bJ93QFBoaev78eZ6mCVpMZSUWVW6XDcBtnB6lpaV5shLavvg3/M477+hSKu6GRZmfjmfFlPz617+mj6AjJfs7KPlEmjxPUuqv1tDQQPMnTJjALzkv1Pe2R+1o10eHl3xxkAvf2NjIj6AOCQl57bXX/FIqAL9DOyswSjho/3vu3DmephyL9lbSfJzBgsC1fft2z1OBt99+e8qUKWvWrNGrVGTUqFGctK1cuVLH1dqjvIrP9NhfQeO+6idOnJDm0DJ8Rk24nigMhcqPEsrJyfFqyZXw+T8yfvx4aciuxx9/nGded911fikVgN+hnRUYJRzTp0+nvIqnz549KyVY6IMFAW3evHkW1cHW/WXq1KmcEHjeZd4p2rrte1bxPYPSli7hEUrlWVfPvy8m5uXlyd/r4XlBtz399NMcupdeekmaSZnW7bffTjP79++vfbQzgGCCdlbgfjgaGhoo3eFBAj2/DLdnz54FCxZIlwgXL17M83fu3Kl0F6FLH4eKB7/gkzTqY0H5BV9lCw8Pd7tzmHbcs0oYBkI+QIOc/TioPXZDoUonurxabIcokeIU0Gq12v+X70jwb+cwAH9BOytwPxyZmZn33XffP/7xD72KUlFRQYezcXFxCxculA4Bu7u7165dG2uzbt06+ThYSLDAgF5//fW0tDQ6SOix3VprsXvwn3HU19f7ILsip06dojgMGTJEPlMYoEHCuZTw3J7KykqaSbmXNIf7PPmm/HKcmFLe7HCYU/mwGj4uGIDfoZ0VuB8OOnz88ccfdSyKV6HiwQcOHTokPVmvX79+EydOpIlZs2b5u1z+x/fZSWfy7AdokPDlPyEb4wER5GeGJk2aRHModfN2yeWkkb2qqqqUlsFJLDAttLMC98MxbNgwh0+0MCZUPHjVW2+9xU905utu8kvnbnccDCY8ctWWLVv45UsvvWSxPU7R4cL2w43yuAybN2/ml/X19b169aI5O3bs8HbJ5axWq8XZ2PR8Eot+AG+//bbPCgZgBGhnBe6Hg3ZtdKzm+1P07kHFg/e0t7fzs4p79+69d+9evrPs008/5ZM0Hj5CKjjwnXfSbYCXXXYZZ59CZ3ZmP9yoMLLotm3b+O033HCDDwrPXn31VR7Vwulps/j4eIvt8dWbNm3CtUIwD7SzAtfCYXHGS6X0nJHLBoGura0tJCTEvst2Y2MjZQl4JnHPzwdraGpq4nxUKVmxH26UAitPsGhtc+bMsfjklj0qIWWBVI+cXdEnOn3LVVddJe0SIyIiJkyYECgHogCeQDsrMEs4UPHgPTw8ZmJiInIpFdJgDXw6Kj8/v7a21uGS9sON8sMHheV90NuJx9+Sy8jIcPouyvnoa9J7L774Yn7X7NmzvVdIAINAOytwPxx0yK5jObwNFQ/ew4/zKy8v93dBDI3PS+Xk5ISHh0dGRqqc1LEfbtRhguXtW/aohNdeey1nSNHR0ZWVldXV1S49cLClpYUvF/br1w/XCiHooZ0VuB+OCy644H//9391LIpXoeLBS7q6unjIAGrv/V0WQ+PBGpj90wYF/HQgaYBWHk7M/q4aPol100036fug5ZqamtzcXL4hNCwsbPr06W7f0EM/D87ScF8hBD20swL3w/HYY4/dcMMNZ86ckY9NZVioePASvp7lr1HFAwvfXKlldFNObpKSkvilUoIlPQk7Ozvbw7JRirZkyZKLL75YevJjSEhISUlJU1OTh2vG4FhgEmhnBe6HA53cAXpwfdAV3Lc9MTHR6ZKXXnopLRkXF8cvuYO59OA/OX7oMi3g4S17PIIo44+bOHGi22sTYHAsMAO0swKzhAMVD96A64Muefzxx0eOHHnw4EGnS1JgBw4cKN1mqHL8VldXN2HCBF6gb9++JSUlDvMwp2pra/lW0N/+9rctLS2VlZXygbg8xCexoqKiSktLKRdPT0+nDNJ+kFWAgIZ2VmCWcKDiwRtwfdB7Vq9ezb21+IlDgwcPVlmYMhg+6UXWrl3rxsfxWKYFBQXulteJxMRE4Xz/woULvfRZAH6BdlYQzOEIlMuXELhwfdB7+KxPQkJCU1OTxfb4P/XleSxTcvPNN7v6WZ2dnXwm0uHAp7rIzMzkr7NmzRoegTYnJ8dLnwXgF2hnBWYJByoedIfrg97G1/743JJ8WCyHqDpuv/12i91wr1rww6SdfoQnWltbt2/fzl3m33//fS0pI0BgQTsrMEs4UPGguyeffJJ+V/Hx8f4uSNDasmWLxfbgZ4vsMTsqeFxQLUsKxo4da/n5w3m8rW/fvhZHz7oGCFxoZwVmCQcqHnQ3evRovibl+Z384BD3vmKFhYVOl29sbHSjS9yRI0f4fJJ7vePdk5OTQx9aXV3ts08E8Da0swKzhAMVD/rq7OzknjQTJkzwZcNsNpyIkJKSEqcLt7e3872EbnzEtm3b3C2jO6xWK3rvQZBBOyswSzhQ8aCv/fv3W7Q9mQ48sXfvXk6wnA7+zvjSm/YBsf74xz/S8jExMT4eBbS6uhr93CHIoJ0VmCUcqHjQF5/2kJ7lAl5y+PBhTrBWrlypZfm0tDRauLGxUeP6+TaFgQMHelBGd7S2tlpsw7v7+HMBvAftrMAs4UDFg464b1BkZCQefuJtfH8fWbVqlZblHT4WWgWlOLT8+PHj3S+iu7jzfkNDg+8/GsAb0M4KzBIOVDzoaPPmzfSLmjdvnr8LEvw6OjrKy8uLioo0dnSjJalq9u7dq3H9KSkptPzbb7/tQRndVFhY6FJRAQwO7azALOFAxYNe2tvbhw4dSr+oY8eO+bssIOLO45QBa1mYsjc+E+ntUjn06KOPar/0CWB8aGcFZgkHKh500dnZyd2o+/fvj5sHDWjbtm3asxYeLH7ChAneLpVDdXV19OmTJ0/2y6cD6A7trMAs4UDFgy7efvttfiTwRRdd5O+ygAP8wBwtg2a5urDuOjo6wm0oa/flh2ZlZY0aNerkyZNKy6j3LGxubtbexQ1MBe2swCzhQMWD51pbW3nI7wEDBnzwwQf+Lg44wKeFND70hh/C48fBqCjRoQJs3brVS+unVKmlpaXHdjmSfrQjR47s06cP3zQQGxvrME/avHlzWFjYpZde6nCFtDbKCOntO3bs8FKZIXChnRUYKxxtbW3cu0Wa093dXVZWRvuCuLg4q9VKL91bMyoePCRlV/SXpv1dHHCsublZ+2P+uJt5VVWVt0ulZODAgd7rBEa/0ujo6NDQ0OTkZIsMzezduzdPT5ky5fDhw9Jburq6aE/L/+rfv/+YMWMyMjIoZ+2xXRynFS5cuJD/O2nSJG+UGQIa2lmBscKxYsWKBx98UF5JlZWV6enpn9vQxK5du9xbMyoe3PDEE0/Qofzq1aspuR88eDCyK+OjFIEzAC0L88Ok/fisbs7wXBpXQoumpib6ld54441SUtW3b19K4+bMmcOX/yhKjz76KOVe9C/6+9Zbb/EbN23aRHMiIiL41y4ZMmRImA1N018+iYVB4ECAdlZgoHB89NFHI0eOpOMkeSVNmzbt6NGjPE0TWVlZ7q0cFQ+uolbK8nMhISEffvihv8sFTnByoCUP5ocddXR0+KBUSsrKyviUm17FuOOOOzht4r9jxox5/vnnHd6QMW/ePP5hUxwef/zxAwcOcJ+wmpoa+u/p06djY2MpneIosfnz59N2wX3XaL6UmXmIdvt4oGcQQDsrMFA4Zs+e/eyzz/b8vJJiYmKkB86fO3fO7YGPg6ziaXe5cePGoqKis2fP+rssQevMmTPcnz0/P/+yyy6jid69e2NkUeObPHkyVdapU6fUF+MnQ2u8mOg9tC1nZmYKdz66fZaU3ij1slq4cKHTrOVPf/rTbbfdJj+K2LRpk/RfynvoB09/77///uHDh69du1b61/Lly/mQY+bMme4VVUIfwcO9Pvzwwx6uCvwryNpZzxklHK+99trUqVO5i5W8kugI7Pz58zxNE3Q4pbISiypdykn7mrq6Ov/en0/70GuvvZa/1IABA+hwk4rkyxuRTIJ7QM+ZM6fHVu/79+/HoNsBIS8vjyruyJEj6ovRArQYLeybUqmgVI/PEvFFt8WLF9P03LlzXVpJS0tLbW0tdxOk49KdO3dqfy9fGSQjRozQuHOjLaJfv36cY7l31PHGG2+MHj163LhxUVFR0l6a0rjo6OiCggI3Vgh+hwRLYJRwTJw4kbtS9hj7DNaVV15Jq7riiit0WZurfvOb31AEuAOEYNq0aX4pUrCi9oOfUnfixAl/lwVcs3TpUqq43bt3qy/G43xqfIa0t5WWlvKGnJSUxBO9e/fWfiDX3Nws7Rbc6yZ4991307HE6dOntb/lwIED3CtL47CucvTVuIM/u+CCC9LS0ii1kubwZUoILEiwBEYJh9IJJ4P0waJDtI6OjkOHDvEOhY8RBw8ePGHChC+//NKTNWsn//SSkpLjx49/+umnUk9V+pcf++r62O9+97slS5aoRJ5C4eEpPX4Ensa7/cFQ+HyM/FKXQ7QRWQzTU/vVV1+Vdn39+/fnjVp7z/fnn3+e35uYmOjLmzD4LCDldg6favDMM8/84he/ePfdd+3/JZ0zGzdunHQCjK9F8sk8+rtjxw7p6BoCAhIsgRHDIa+knTt3Kt1F6FJdelLx1FrT0WSvXr14j5CcnJyamirtDUeNGuXVTrK007nrrrtGjx7NH0fFWLFihXyBF198cdCgQbxLMkhr4VX79u3jUMgH8qED4ry8PKqX5cuXX3HFFZwBV1RU0NF8QkICHWrTAnRMrL3t4UstlNR662uA1+zevZsPQtQX455Pxhkz8ze/+c1NN91Eh5F8i59Fc893aQCRgQMH0kGXD4oqx6kSbYzy/l5UpOLiYmknSQeiubm5dFzE/6UtkXvTy0eIkNAejzt4WWzXHykm8+fPp/XThI++ErgLCZbAiOGw/HwcrLVr18barFu3Tj4Olg8SLDp+oj3FzJkzeWuPjo6Wnsx6/Phx2p3xKaXp06dL+8EuG5p4+umnaT79Fdbpan8FOgrkT4+KilJ6Lqx8lzR06FDf72R9gwJLe3PhCmmfPn0o5ZV343CIjuy5GeAzW+rnt/i4nJo3PAwnEGnsXMUdq415jsRhz3eHjDA8W35+PhVg8ODBGzZsKCsry8rKioiIkDY9acwti+3kHO0V6eDH4uwU469//Wv7rXjNmjW4y8TIkGAJzBIONyqe72Hm5jw0NHTcuHFC4kI7wcbGRr4nnHYis2fPpr1h3759KQ8bNmyYtFOgvUl8fDwlAaWlpRkZGTRn8eLFGstAe8wRI0bwkdxLL72kvvDdd9/Nn0gfJx2XU/tBJaf0gspG34iSho0bN7oaCiN4/vnnae/MNUL72VdffVW6PCqlv6SkpGTVqlXUONGX5TNYVCPSfVW8iydUXypnp3JycmjJbdu2+fILgl74CYPqz/ijLYsTbp+VylVSz3eVc2wffvihEYZne/fdd+2ToQULFtTV1VHh6WBmzpw50r6UaelNT4fWkyZNos25uLhYOoKimNAOjXtotbS04BDIUJBgCcwSDu0VT/spOkii1pcbb8psqM1WuduZ9oPyZl7Cx3B8o42AWneXzvyPGjVKy4NZaHna20p7MfoU2ovJx7CRULtCKcjSpUsD4t5D2odSdUjHxNXV1dK/du3aNXDgwGuvvVb9uJa+5jPPPEPZLT8ngFHVOGy6+OpMr169cKwcoDh5SkhIUFmGqt5i+D52W7Zs4SOHM2fO2P+Xtgu+D4M2eX4ejr/Qp/O5fDrI5GNI2irl+xYqKm22VC+0H+MlH3jgAVc/hfLmq6++Wtp+eVumg0k6jpoxY8ZFF11EB126fi1wGRIsgVnCobHiT5w4QXmJ1Jc8MTHR/hqfvXXr1lEek5eXZ7VaJ9jQ3oT2KdzrnPYplOgkJyevWbNm/vz5fMJcflXRIXoXX9Vy6diUPpRWSykCD+DEYmJiaFWrV6/OycmhXJCvjDAtY9g8/PDDixYt8llffsYNBn0XCqaUI1Lh8/PzPVwzBZOaAb5Iwa3XrFmzpP9SJidd0Whubvbws8BfuAaF0xv33Xcf1Tttp2VlZXyzXnFxsb9KqMVLL73EX8Thk8WlfuKUavj9RA4dZ3I/d8qraCNSSfgaGhp49+jGp9DKU1NTaefm8LjRYnuAz80333z8+HH3vwl4AAmWwCzh0FjxfO+Y5efdrfQlXVWkQz2H99f02Jp5PhFFjb17Z/4feeQROoik9kM4DcOHlbQr5K9JqaT62E4HDx7kJeWXHb2Hd7uUiVps1/KkS3sUB6oOHVsR7kcsvyd0zJgxnNHyR9911116fRb4Ht+GIk+RaZuSH3WwBQsW+K+MztG2T1sxF1u4f0XqJ/6rX/3KVEcCtOXy2KdPPPEEpVN0xFVRUZGQkCDPumiajnVxBtr3kGAJzBIOjRV/+PBhi+3q3scff+y9wlCONWDAAN4X8A1u9fX1fPJp6dKlfFmQ0bSXynDixIm5c+fyuTSlZWj/PnLkSHmDdPnll7/55pveKA/tMSnj7Nu375AhQ+SfGBcXl5SU5KXcbt++fZRLyU/pUdV7KbEGX6JfNdUmD8D78MMPZ2Vlcf3ymeZVq1ZRSk0/LeOnJrRb+M///E8uOZ8Rp73EzJkz+Tyr06EozIOzLmkEZj5Izs7OxpNDfQkJlsAs4dBS8bQv44dsuDFunqsee+wxaUfAfbfpUFU6AouKinr88cd3797t1b0D7ZL4XNr+/fvt//vee+9xqpeWlkYNlfzRsHTIqPvRoXQ1xGLrIjZ8+PCVK1f67Bi0paVl6NCh4eHhe/bs8c0ngldNnDjRYhtRRdqmKHeXp87S3b4Bge8RpqTw0ksvlb4RHfwE0FfwDco+abdZVVU1a9YsjtLUqVP9XSgTQYIlMEs4tFQ8D5+Tmprqg67ftGcsLy+/+OKLab8vP2ETEhJCGYzTGwb1QqmVxXahsLS0VD5/9erV0ik0KcmbPXu2VE4qdm5uLn2F4uJiysCsVqsnxaCPGDNmjMU25sIzzzzjr2YD1xSChnxoAOlUsb8L5T7aI8lHOadvRy9ff/11f5fLuCjT4g4GlI9iu/YZJFgCs4TDacVLp3Po6Mc3RWJ8CYMOsx566CEqA6UaPr4hiHfcwkMe+QompXrywvBY9jU1NVdddZXFTsy/Pffccy4VwAgD+UCQ2bhxY1RU1JIlS2ibOnLkiMNxxgPLL37xC9pG6DiE04WAuP/Xv2hnwleKcSHVZ5BgCcwSDqcVb7VaLaodkoIVpXfci1a6MMpd4Hv16rVjxw6Hb2loaOCkKj8/Pzc3l/IwYTSKtLS01NRU+i/t2oqLiwsKCsrLywsLC+Pj43kMMGokuPvLyZMnk5OTkV0BqOvq6sIz3V3FI6LFxsbiJJZvIMESmCUc6hW/f/9+vmvv1KlTPiuSccgfKEZ7cEqPLM6G2aRA0bv4Wh7v9FtaWi677LLExESng6rHxMRwtPmUocUAA/kAQFCiozvaw3jYhwE0QoIlMEs47Cu+ra2tsLCQcgLpRrmBAwf6pWxGwGPq9O/ff9GiRRbbs8Pc7ghF+VZxcXFoaOjo0aNXrlzJsZ09ezZFm3Iv+S17ln8/RiM+Ph6H5gCgOz6JZbE9VRr3BHgbEiyBWcJhsT2cgY5j5s+ff+GFF1566aXybrB8QkXLqJtBTHrkosV2f7uHa5POycvPdbHW1taioqLMzMznn3+eprdv3873nwMA6E56fsOqVatwrdCrkGAJgjkc6heqLLZO3L169dq3bx8184cOHdLy+Jog9uKLL3JY1B/iBgAQQGpra3ngfovtPuUJEyYojfAMHkKCJTBLOKjiR48ebbVa6S9Nz5kzhw5l2tracEAj6erqKikpueSSSxw++AwAIHDV19fn5uZymjVo0CCTH057CRIsgVnCIa944w/fDAAA+qJjSOlyofQ0WJr53HPPlZaW0vG2vwsY8JBgCcwSDlQ8AIDJUTp1/Phxvn85JiZmxIgR0giu/fv398HjVoMb2lmBWcKBigcAgB7b02ClB8lzZ1xpOioqyuR3O3kC7azALOFAxQMAAHvqqafCw8PT0tLa2tpOnDjxxBNPPPDAA2FhYZxmufo4CmBoZwVmCQcqHgAAJPZj71VVVfE4yZGRkZWVleiV5Sq0swKzhAMVDwAA6ijrWr58OZ/HCgkJefzxx/1dokCCdlZglnCg4gEAQIsdO3ZwjpWSkuLvsgQStLMCs4QDFQ8AABrdc889/ISPyspKf5clYKCdFZglHKh4AADQrqqqivtjHTt2DA9L1QLtrMAs4UDFAwCAS6T+WImJicixnEI7KzBKOF555ZXs7Gw6VkhKSlqyZMk333zD87u7u8vKymJjY+Pi4qxWK710b/2oeAAAcAklVQkJCZxj4QmGTqGdFRglHDNnzjx69GhHR8fXX3+9bNmyOXPm8PzKysr09PTPbWhi165d7q0fFQ8AAK76r//6Lx6VVHq6DihBOyswYjh++OGH6Ohonp42bRolXjxNE1lZWe6tExUPAABuaGxs5KfrIMdSh3ZWYMRwVFdXz5gxg6djYmKk0d7OnTsXGxvr3jpR8QAA4B4px0pISDh58qS/i2NQaGcFhgvHe++9N3z48NOnT/PL0NDQ8+fP8zRNhIWFqbzXosrrRQcAgCBVV1fHTcnQoUP9XRaDQjsrMFY4amtrU1JS5McHOIMFAAB+19XVNXbsWM6xMDiWQ2hnBQYKR1VVVXJy8jvvvCOfiT5YAABgEJRa8eBY9fX1/i6L4aCdFRglHFu3bk1JSWlsbBTm79y5U+kuQpfqEhUPAACe48GxEhISDh065O+yGAvaWYFRwmHfZYpv1uju7l67dm2szbp16+TjYCHBAgAAH+vs7ExMTOR2avXq1e3t7a2trf4ulCGgnRWYJRyoeAAA0MX69eulcwFhYWH099577/V3ofwP7azALOFAxQMAgF6OHTv28ssv5+XlSZnW+PHjp0yZYuZMC+2swCzhQMUDAIDuNm7cmJKSEhUVJWVaK1asaG9vl+5/Z11dXddff/2gQYNeeOEFfxXV29DOCswSDlQ8AAB4SWdnZ2lpaUhICOdY4eHhoaGhs2fPtlqtOTk56enpffv25X/FxcUF63DwaGcFZgkHKh4AALyqtbX15MmT8uuGcgMGDOAOW8H6yB20swKzhAMVDwAAvmG1WseOHfvLX/5y9uzZ1PpERETw40mkR+7ExMQUFxf7u5g6QzsrMEs4UPEAAOB7tbW1LS0t0kvKsaKjo/mc1tKlS9vb2+X/DWhoZwVmCQcqHgAAjGD//v0RERHyUR6sVmuPLfdqa2vr6uratWvXnDlz1qxZs2HDhsLCwn379vm7yJqgnRWYJRyoeAAAMAjKourr6wsKCqQeWsOGDeN8Szq/Jcd3Jvq71E6gnRWYJRyoeAAAMJp7771XGOWB9OrVi/5mZGTk5+dLMyMjI5OSkp5++ukeW2/6zs5Of5ddhHZWYJZwoOIBAMCYKFv63e9+N3369Ntvv53H0Dp27FhXV1ePrQvXyy+/LD/XNWLEiNDQUMq3ysrKcnNzKT8rLi6uqKhYvHgxrYRXyO/1MbSzArOEAxUPAACBa86cOWFhYZRXORwDQtKvXz9KucLDw/Pz8ykDy8jImDFjxqZNm9asWbNw4cIPPvigx5bPeaOEaGcFwRwO4Wfn7+IAAAB4hHKjZ555ZvLkydnZ2ZQ2jR8/nnKp2TbqiZdk1KhRffr0iY+Pt1qtN910U3p6+oEDB3psp8oaGho8KRvaWYFZwoGKBwCA4MOno+jv/v376+rqWltb58+fn5ycTH+Lior4YmJpaSkPJU/ZmMOsKzU1lSdWrFgxderUiIgIytg2bNiQk5OzatUqXv+JEyfUS4J2VmCWcKDiAQDAbFpaWnjU+IaGhu3bt585c+app55KS0ubPHlyRUXFiBEjLLZxUNVPelFyFh8fTxOTJk1as2bNuHHjKPGilIvWfOzYMemCI9pZgVnCgYoHAAAQNDc3U4Z08ODB/Pz8m266adOmTZQ8DRo0iKaLioqo6ZQesCiIjo7u378/TYwfP95qtU6dOhXtrMAs4UDFAwAAuITSr7a2ttbW1oqKCkqhVq5cuXz58qioKKWTXv4ur7GYJRyoeAAAAM/xGBCUdW3ZsuWKK65YtWrVrbfeyr27/F00YzFLOFDxAAAAXkL5FtpZgVnCgYoHAADwHrSzArOEAxUPAADgPWhnBWYJByoeAADAe9DOCswSDlQ8AACA96CdFZglHKh4AAAA70E7KzBLOFDxAAAA3oN2VmCWcKg/BwAAAAA85O+m3lhMFA4j172Ry9Zj7OIZuWw9xi6ekcvWg+J5wMhl6zF28Yxcth4UL9CYKBxGrnsjl63H2MUzctl6jF08I5etB8XzgJHL1mPs4hm5bD0oXqAxUTiMXPdGLluPsYtn5LL1GLt4Ri5bD4rnASOXrcfYxTNy2XpQvEBjonAYue6NXLYeYxfPyGXrMXbxjFy2HhTPA0YuW4+xi2fksvWgeIEG4TAE/C7dhtC5DaHzBKLnNoTObQhdYEFtGQI2G7chdG5D6DyB6LkNoXMbQhdYUFuGgM3GbQid2xA6TyB6bkPo3IbQBRbUliFgs3EbQuc2hM4TiJ7bEDq3IXSBBbVlCNhs3IbQuQ2h8wSi5zaEzm0IXWBBbQEAAADoDAkWAAAAgM6QYAEAAADoDAkWAAAAgM6QYAEAAADoDAkWAAAAgM6QYAEAAADoDAmW/rq7u8vKymJjY+Pi4qxWK73k+Z999ll+fn6sDU3QS+3vVZoffCz/Jp+p5esjdA5D98orr2RnZ0dGRiYlJS1ZsuSbb76xfyNC16MQPdbW1jZ06FClIYgQPaXQvf/++7m5udHR0cnJyXv27LF/I0LnMHRoKYIGEiz9VVZWpqenf25DE7t27eL506ZN27hxY7vN+vXr6aX29yrND1bCHkfL10fomBC6mTNnHj16tKOj4+uvv162bNmcOXPs34LQSRxmUStWrHjwwQeVEixEjwnxOX36NGWl+/fv//bbb7/44otbbrnF/i0IHRNCh5YiaCDB0h9tD9Sk8TRNZGVl8XRUVNQPP/zA099//z29lN4ibWBK71WaH6zs9zhKXx+hE6iM9Uw/v+joaPslETqJffQ++uijkSNHdnZ2Cv9C9ARCfCij2r59u/qSCB0TQoeWImggwdJfTExMW1sbT587dy42NpanCwsLKyoqvvvuOzouKS8vp5fSW6TNRum9SvODlbDHUfn6CJ1AJcGqrq6eMWOG/ZIIncQ+erNnz3722Wft/4XoCYT4JCYm3nPPPUlJSfHx8cXFxbTTs18SoWNC6NBSBA0kWPoLDQ09f/48T9NEWFgYT3/55ZfDhg3jK+408dVXX2l/r9L8YCXscbR8fYSOKSVY77333vDhw0+fPm3/L4ROIkTvtddemzp1KndkUQososeE+ND3LSoq+tpm3rx5JSUl9m9B6JgQOrQUQQMJlv6UjiFycnLWr18vXVmnl9rfa7bjEu1nsJwuY/LQsdra2pSUlJMnTzp8C0InEaI3ceLEuro6h/+SIHrMfpulb83TlGMlJCTYvwWhY0Lo0FIEDSRY+lO6Ct6nTx+lK+tO32u2K+va+2A5XcbkoSNVVVXJycnvvPOO0lsQOon9dUCB/VsQPSYEZ/r06ZRX8fTZs2cdJlgIHRNCh5YiaCDB0t/OnTuV7iIsLy/n45INGzY47Kmt9F6l+cFK2OOofH2ETiCEbuvWrSkpKY2NjSpLInQSlR5sSn2wED0mxGfPnj0LFiyQLhEuXrzYfkmEjtkfT6KlCA5IsPTX3d29du1aHsVk3bp10kgkn3zySV5eXn+ba6655tNPP5XeIm02Su9Vmh98HJ4wUPn6CJ3EYejsz8F0dHRI/+IJhK5HIXrCAg5fInpKoauoqEhISIiLi1u4cKHDTu4IncPQoaUIGkiwAAAAAHSGBAsAAABAZ0iwAAAAAHSGBAsAAABAZ0iw9Kf0eF2Vx3Aqda11+rRUldW+/PLLV1xxRe/evakYixYtOnv2rFKBlT5dpcMvAAAAqEDbqT+lx+s6fQynkMpoeVqqymqvuuqqF154ob29/Ycffrjvvvso51MvtlIihQQLAADAVWg7vUv+eF2nQ8AJqYzK01LltIwsR9mew9HqVD7d6XwAAABQgrbTu+SP13X6EAMhlVF5Wqqc09X++OOPDz30kHQiTQkSLAAAAL2g7fQi4fG6Th/DKaQyWp6W6nS13Ilq0KBBTU1N6qVFggUAAKAXtJ3eYv94XVfPYCk9LVXoe+50td9///299957+eWXO3y70qc7nQ8AAABK0HZ6hcPH67raB0vL01K1rLbHlmNJXcGUIMECAADQC9pO/Sk9XtfpYziFVEblaalaVrtw4cKPPvro/Pnzf/vb31auXIk+WAAAAD6DtlN/So/XVX9isUtPS5VTWu3BgwcnTZoUERExdOjQZcuW/f3vf9dYYKfzAQAAQB1aTQAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0BkSLAAAAACdIcECAAAA0Nn/B7u5wz7iyMRBAAAAAElFTkSuQmCC)
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