Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Naoko_Takahashi_060818_1a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 26, 2017 |
Start Time | | 2017/05/26 00:00 |
End Time | | 2017/05/31 00:00 |
Key Words | | ULF waves and radiation belt dynamics |
Model | | SWMF |
Model Version | | v20130129 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 18.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 19.96 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 82.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Naoko_Takahashi_060818_1a |
Minimum Dst Value | | -122 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEZlYiAwNSAwMjo1OTowMyBFU1QgMjAyMbOlQ94AAAGzdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiTmFva29fVGFrYWhhc2hpXzA2MDgxOF8xYTogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBDbHVzdGVyLTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTctMDUtMjZUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDE3LTA1LTMxVDAwOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTMuMTkwMTY3NDAwNSwgIm1heCI6NjguNzg0NTc5NDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfdfKXcMAAAAEZ0FNQQAAr8g3BYrpAAA/p0lEQVR4nO3df3AX5Z0H8GgI4ZsQQoALAXKRg0IQBtJIi4hcSAMFAREpR+Uo0hiRk1KucpihE6OlNPW4o8jQClRNkdazWLnC5TyH46zIAFVP6zAxV2lEBu7IiBMcGCbTyTCZTO4zecZnHp5n99nd73d/7/v1R+b73e+zzz772Wf3+Xz3u7vJ6gMAAAAAV2UF3QAAAACAuEGCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFhgLSvL137iaHGutM3nFQS3eLHhTp48WVpaalmzF4sOqh+i/wN4AfsVWEtsgoWBJ+S82EAzZ848ceJEIItGguWiWK4URAu6YDzRwWXx4sXqxLRry7AxKrcWF+wZrMbGxvx+DQ0N4vS2trZ58+alUqnS0tIDBw7oy1+8eJE2VqofvTh//rzYMDVcmvJma2cZc0vXr1/ftGlTWVlZTk5OQUHB8uXLT58+TROLi4t7e3t5sVWrVvHXNL2kpOTq1au06IqKCqnCyspK3iT7fUPixXmm3NxcVxadBq9zgvb29mXLllH3o41IeeSRI0cyWa4rrT1+/HhNTQ3FnDpVXV1dZ2enRwuyCWkZuAidKZ7oMFFbW/vcc89JE9OuzY1G2a0nKglWc3NzVVXV5/2qq6vpLZt+9uzZcePGHT16lDIMGjA2btyoL0/Jx9NPP93Tr6mpiTIPffMsy7u4jtzChQs3b9786aef0usbN2789re/pVWg1ytWrKDXrAxNz87O7u7uZm9pOg3nbNE0nL/xxhu8NgoOTRETrPRa5UWC5UUvdXfR6aFEnPJj6nW0mejtmTNneDYcYIJF3xCoY9CeQt2GMnhKtjxakE1IsMBF6EzxRIeJrq6uKVOmnDt3TpzIXnR0dCxfvjyVStEXWRo4+bdGOsatX7+enWKhF3yk5DPSQXn06NEsbzMrrG+V+NasGYaL0xSmMYOdWaFUo7W1VV85De1Tp06lb8xjx47dv3+/vhL90ZayJf5bEr2YPXs2e02prXjWyrI8JSViMfUMitQMy/KGbAZfLclQMfFMFUfxXLJkCXv92muvUdvoL3tL019//XVWIU1kCRlD697S0mI/waICO3fuLC4uppWl8Ko907A36s+KOZ2FpvzsZz8rKSlh8TfrM3b2C8uer9kTDRdKOROFhYJDIdqxY4fh+lKBPXv2mIVXeiG9Vfcaw0A1NDQUFRVRMUrd6PhjGDcN6mC0XmrbpAVJFVoG06xhZMuWLYWFhQUFBVSh4bI0G4K3gTr2q6++yuukLyF01BKXAomFBCue2AHi7bffnjFjhjSRUOJFH9HhrKenhw4xdORl0+vr65cuXXq937Jly+itOOOxY8fowEGHWn1hy1ZxZs0wXJymMB00P//8c/qIxmC+vmblR4wYwU6liOeWzCrRD/x0TOc5B72gt+w1HbL37dtHB186oK9YseLq1av68jQ8NDU19fbbtm0bvdXHzbK8IZvBN1vrmpqauro6Nos4nd7SZqLQ9fUPY7S+VFtff3hpOivMKiwvL//DH/7Q198t6XWf+bhu2HjqY7yzsUWIM+q7riGns9D0NWvWiHmDYZ+xs1/oe76+bYYLpUqoGLWNylN/MFwF6pb0qdmqGa47f2u214iFt27dSm2mttFKrV27Viwmxk2DdnY7Z7CkCi2Dadawp556ihIymk7pqdqjGM2G4G04efIkZZ98lg0bNlCOa7mykARIsOKJHyboIELHF2miiA5M9AWOvaac4OLFi+w1vaBvw3xG+t5M4yUbIPWF7bRK3wzDxWkK86+Vht+ApfL07Z++erKfusSGGVaiH/ilT8W56DhOR22qc926dWY/xPDy9BV87Nix7Hszvfjss8/0C7Isb6e1IjE+ZihNbGxspIGEXVi2efNmnjjSqMNOACxYsIBdfEavafiXUhZKOin96us/s8XPgvAC+rNNNPH//u//2GvqbNT3pJXSdF2zNXI6C01neSR/a9hnnO4XUme2bJvZQqlXsNf0wnAVDHcNablmCZbZXiO+pV7Bt9Gf//xnyud4MTFuZqjnUKrE11qzIE2FhsE0axgdYdTFScvSbAixDTNnznzllVf6vvgdlv0IC4AEK574YYKOOPQ197333hMn0he+qqoqGinZeMZP3WsyhvLy8m3bthkuQipsp1WWzVAXZ7PNluvY2tpKwzwdZGkR/PSYWSXpncGiF3wUpEMt/wnPrDxlJE1NTfyaKvVLvNQMy/KGbAbfDhpp6Gs6X+4f//hH6mO0Rrfffju9pb/0mlIxGjLFRdNEGupaWlror3hmS22bZePVDNiyQBp16svb7DOG+4VlZ7bZNsvESJTJGSybe41Is4eqafTJkycnTJjAf/E0a57hWzvBtNMwO8sy2xDHjh1jnb+2tpZ92QDoQ4IVV+L+397eXlFRQV/dxK90r732Gg3P9Jr+it+bxfME4te1zs5OOrbu3r2bV2tW2GarNM0wXJymsOEizMpzdExXT4RIb/UDv3RNFb1lr6urq8UEiydSZuWlMdjwMhRNATuprVqJZXwsiculBOvAgQN1dXV9X4wx06dPVxe9Y8eO/Pz8nTt3StPtJFiWZ7DMuq5ZnU5nsZlg2dkvLDuzzbaJ5fkZLJrRcBU0Yz8vT8kH/w7Q1dXlaK+hlUrvHsAjR46UlZWdOXPGrIA+8pbBNGuYzTNYNjtJZWUlfSccO3as4aWKkExIsOJJ2v+fe+659evX84lFRUX8iorVq1fz6exKDvqaS8fWpUuXSj/xUOEpU6bwywvMCttvlVkzDBenL6wuwqw8DTPsqEpDBZXRV6IfG9hdgVS/dFcgpRrr1q3r7rd27do1a9boy7NDM7+myvIuQsvyhmwG32yta2pqaCBkiSO1nzY3TxAJjdw0jLHbCV955ZURI0aIY7llymInwWLXGBHDa7DMeiPlc2Y/oep7u6a1+rd29gvLzmyzbWL55cuXs/isWLHCcBXYr1d0KGC5SFtbGy1aqofSYvpWw+5+XbVqlX6vkWK7ffv2JUuWsDzv3Llz6rVQhvbs2UM95+zZs5oy0oIcHUY0DWPXYNFc4jVY0rLsdxLq/DRRurslje8tECfY/PGk7th0iOETjx49Om7cOPq2SgdcOsDx6TR8bty4Mbffhg0b+JUEvAAdjCoqKpqamjSF7bfKrBmGi7MsLL01K//qq6/efvvtOTk5U6dOzfAnwr7+y7oNn4NFbWZ3La1cuZJfq2RWng767FFAhF5IN36KLMsbMqzELD5ma3369GkauVOpFM1CX+spXxfPCtA6UkjZVSmffvopvRbX2pUEi1JtFlJ2fZs0o1lv3LVrF00xrN+yt5u1Vv/Wzn5h2Zlttk0sX1dXR2GnEFGgzE5qtre3sxvuaNGUS6nPwWptbaV8nTVs3759+r1GjS2lMmPHjqXZabflN9bpN26WQi0jLcjpYcSsYX39lw/SzsjvIlSXZb+TUDDZr4TS2mnWHWIPmx8Awg4DlX3nz5+nZCLoVgTP0WWFmaPMlT8QDoDBYQsAwg4JlqX6+vqurq6rV6/a/L0+3ijL5NeK+eCVV14Rn9QAwOCwBW7KNRJ0ozIViZWKRCPTFqd18ciePXuKi4tTqZT4INbEojhI/8fCO9Q5y8rKzJ4pA0mGBAsAAADAZUiwAAAAAFyGBAsAAADAZUiwAAAAAFyGBAsAAADAZUiwAAAAAFyWlARLfV4wAAAAuCjooT5ckhIObHgAAADvYJyVxDkcyKwBAAD8gXFWkpRwYMMDAAB4B+OsJCnhwIYHAADwDsZZSZzDgZ8IAQAA/IFxVpKUcGDDAwAAeAfjrCQp4cCGB/9duHDh0qVLQbcCAMAPGGclcQ4HfiKEAI0fP551vPXr1wfdFgAAz2GclSQlHNjw4LNbbrmFJVjDhw8Pui0AAJ7DOCuJczhwBgsCxDveyJEjg24LAIDnMM5KkhIObHjwGU+wFixYEHRbAAA8h3FWkpRwYMODz3iCtWzZsqDbAgDgOYyzkjiHAz8RQoB4x1u7dm3QbQEA8BzGWUlSwoENDz7jCVZzc3PQbQEA8BzGWUmcw4EzWBAg3vFefPHFoNsCAOA5jLOSpIQDGx58xhOs48ePB90WAADPYZyVJCUc2PDgM55gNTY2Bt0WAADPYZyVxDkc+IkQAsQ73saNG4NuCwCA5zDOSkIajra2tnnz5qVSqdLS0gMHDvDpjY2N+f0aGhocVYgNDz7jCdbhw4eDbgsAgOcwzkrCGI6zZ8+OGzfu6NGjvb29nZ2d/ARAc3NzVVXV5/2qq6stb87CGSwIEC5yB4BEwTgrCWM4amtrxbNWHGVXJ06cYK/pxezZs+3XiQ0PPuMJ1ltvvRV0WwAAPIdxVhLGcBQWFu7bt6+kpCQ3N3fFihVXr15l01OpVG9vL3tNL+it/Tqx4cFnPMG6du1a0G0BAPAcxllJGMPBHn5948aN7u7udevWrVq1ik8Xi+Xk5KgzavjUeoB++IkQABIF46wkjOFIpVKUWrHXlGbl5uby6TiDBVHBE6yDBw8G3RYAAM9hnJWEMRzV1dVigsUTKekaLHqrrwdnsCBAvOP19PQE3RYAAM9hnJWEMRwHDhxYt25dd7+1a9euWbOGTWd3EXZ2dtq8i1CEDQ8+4wnWhQsXgm4LAIDnMM5KQhqOpqamoqKi3NzclStX8ovcSUNDA56DBZHAE6ytW7cG3RYAAM9hnJXEORz4iRACxDvejh07gm4LAIDnMM5KkhIObHjwGU+wrly5EnRbAAA8h3FWEudw4AwWBIh3vEuXLgXdFgAAz2GclSQlHNjw4DOeYOFJ7gCQBBhnJUkJBzY8+Ax3EQJAomCclcQ5HPiJEAKEjgcAiYLDnSQp4cCGB5/xBIs/NRcAIMYwzkqSEg5sePAZrsECgETBOCuJczjwEyEEiHe8d955J+i2AAB4DuOsJCnhwIYHn7me2Q8fPpxqy87Oxm+OABBCGGclcQ4HzmBBgFzveLxC/t85AQDCA+OsJCnhwIYHn/F8yK0nufMK77zzTlcqBABwEcZZSVLCgQ0PPuP5kNN/TG5Z4Xe+8x1XKgQAcBHGWUmcw4GfCCFAvOP98Ic/dLfC/fv3u1IhAICLMM5KkhIObHjwGc+H3LomnVf4k5/8xJUKAQBchHFWEudw4AwWBMi7i9wfeOABt+oEAHALxllJGMOhSYwaGxvz+zm9rgUbHnzGO3BPT096NXz44Yf33HPP+vXrpQqLiorcayYAgDswzkrCGA6zjdTc3FxVVfV5v+rqanqbeZ0AHuH5UNpPcuc1TJ069f333+dvBwwY4GpLAQBcgHFWEsZwmG0kyq5OnDjBXtOL2bNnW9aDnwghKLzjnTp1yqzMT3/603nz5m3fvl1fw6233voP//AP/O2wYcM8azUAQJowzkrCGA7aSIWFhTk5OeXl5U1NTXx6KpXq7e1lr+kFvXVUp8utBNCy8xOhPvsXvx7ccsst/PX999/vWasBANKEcVYS6nC0t7cvXLiwvr6evZU2HmVgUvksLZ8aDdDPTsezn2CJtmzZ4k2TAQDSh3FWEvZwXL9+PT8/n73GGSyIEEcJluFZLrME66mnnvKs1QAAacI4Kwl7OMQES7oGi97arwcbHnzG86Fz585ZlmltbdV8Knn++ee9bDgAQDowzkrCGI7a2lo2JnV0dCxbtozfps7uIuzs7LR5FyF+IoQA8Y6nuYuQlzl8+LDmU8nPfvYzD9sNAJAWjLOSMIbjyJEjFRUVtKlGjx5dX18vPgi7oaEBz8GCSOD50OXLlw0L0HRepqWlRVOD5Be/+IXHbQcAcAzjrCTO4cAZLAiQZcdrbW3VnME6ffo0EiwAiBCMs5KkhAMbHnxmmWD96U9/4mUOHTokfZqdnW2WYP3yl7/0uO0AAI5hnJUkJRzY8OAzng8dPXrUsMAnn3zCy/zrv/6r2eyqF1980fPWAwA4hHFWEudwSMNS0M2BZOEdb+PGjYYFxDNYv/nNb8SPxMeKqvbu3evLGgAAOIBxVpKUcGDDg894PvT0008bFhDPYP36178WP9InWLgGCwBCCOOsJM7hwBksCBDveGZ3EV64cIGXOXDggOG8hrKzs4cMGeLLSgAA2IVxVpKUcGDDg88sM/uLFy8aJliLFi3SJ1hMUVGRL+sBAGALxllJUsKBDQ8+s0ywxDNYu3fv5tPz8vLsJFhE/FfoAADBwjgriXM4pNEo6OZAslh2vEuXLvEyTzzxBJ8+ZMgQmwkWejUAhAeOSJKkhAMbHnzGc6Br164ZFhCf5C7+/+Zbb70VCRYARA6OSJKkhAMbHnzGcyCz/0UonsH68Y9/rM6IBAsAIgRHJEmcw4GhCALEO96ZM2cMC4hnsNg1WMeOHZM67fz585FgAUAk4IgkSUo4sOHBZ5Y5kHiRO3t2qHp5++9//3skWAAQCTgiSeIcDgxFECDLjnflyhVeZt++fX1G/3+wz+oXQ//WBwBAC0ckSVLCgQ0PPnN0BuvZZ5+lKQMGDNAkWAMHDtQkWJWVlWxKbm6uD2sHACDBOCtJSjiw4cFnPAfq6ekxLCCewWL//Ub9Dzli+fz8fE2CJc7r6XoBABjCwUcS53DgxxQIEO94ZncRimewfvWrX/WllWBNmzaNfYoECwCChYOPJLzhuHr16tixY6UN1tjYmN+voaHBUW3Y8OAznu48+eSThgXEM1gHDx4cOnSolDyNGDFCLJ9KpdQEi/Iq9qmYYNEO4vnqAQDcDOOsJLzh2Lx58/bt28UN1tzcXFVV9Xm/6upqequvAWewIEBmCVZ3d3dFRUVhYWFOTg4vs3//fv3pK2J4DRYvJs3u00oCAHwBRx5JSMPR3t4+bty4np4ecYNRdnXixAn2ml7Mnj3bfoXY8OAznutIz8EaPHiwmiR9+9vfNsucOPUeQ7GY9KlPKwkA8AUceSQhDceSJUteffXVvps3WCqV6u3tZa/pBb21XyE2PPjMLNcxTJI0mROnnuISi0nnt/xYQwAAAY48kjCG4+TJk7NmzWKvxQ0mbbycnBxpRkfDFYCnXE+wzP5HIftUukLLjzUEABDgyCMJYzgqKir+8Ic/sNdZOIMF0cRznQsXLojT7f8vZ6lC/U+E0jO0/FlHAAAORx5JGMNhNoRI12DRW0f1eNtogJvxjic9pkF9mqjNBMvwMQ28GC5yB4Bg4cgjCXs4xA3G7iLs7Oy0eRehWT0APuC5jnQGy+xElGWCVVhYqCkmnhij1/6sIwAAh3FWEvZwSBusoaEBz8GCSDDLk2wmWOzRoyLD2w/5c7DEhz6gtwOA/3DkkcQ5HPrzAQCeUjvef//3f5vdCWiWNokM5+Unq/Ly8vjEkpISn1YSAOALGGclSQkHNjz4TE2wbGZXWSb/sFmfYEkPgvdpJQEAvoAjjyTO4ZCGoqCbA8nCO96lS5ekKXo5OTkXL15UK6Ssi5fhyVZeXh77tKSkhH9KyZZ/6wkA0A/jrCQp4cCGB5/xdOett95K+85BCaVT2dnZjz766Geffcau5RoyZAj7aMyYMbySr3zlK96vHwDATTDOSjwPR21tbUFBAcW9sLCwrq7O68WZwYYHn/F05/XXX7eZXdnvpRcuXJBOVo0ePTqNegAA3IIjj8TbcCxfvnzp0qVdXV30mv4uWbJk1apVni5RlN7QBeAK3vF+8IMf2EmtbrnllpaWFpuV097EHos1atQoNmXixIm8qkGDBnm2WgAAxjDOSrwNR05Ozo0bN/hbem149a4PsOHBZzzdeemll2yevpIeSaqhnsEaP348r+ehhx7yaq0AAExgnJV4Gw5Kp7q7u/lbSrAc/X+bDOEMFgRI7Hh2sivaWaRHkmrwM1jFxcVsytixY3EGCwAChHFW4m04li1bNm/evOvXr9Nr+ltTU7N69WpPl2gGGx58xtMdfrZJ79Zbbz1z5ozNyi9dusRuJOS51KRJk/B1AgAChCOPxPNwrF27lr5qZ2dnFxQUrF+/3uvFmcGGB5/xXOett94SUx/N07Ds/0RICRabhf1E+O67744YMYLXY/lvOgEAXIdxVhLncEijV9DNgWThHe93v/uddKbKMLsqKSlht4PY0d3dXVRURHONGzduypQpUlUPP/ywp6sGAKDCOCtJSjiw4cFnPN2R/vlgbm7u7t27H3nkkVGjRkmJkf1rsMSL3NVTYgMGDPByzQAADGCclXgbjosXLxYXF7MxhsnJyfF0iSKcwYIAGZ6mIoMHD2YFRo4cKX3En/luqaurq7CwkGa57bbbDJfi2WoBABjDkUfibThKSkr279/f29vr6VLswIYHn5klWPzZ69KjQQsKCsRbbvUuX77MfmocNmyYuogFCxZ4tloe+v3vfz9o0CCKQ9ANAYB0YJyVeBsOCncYsqs+bHjwnVmClZ+fzwqUlpZKH9n/iVC8yF1dxCOPPOLVWmWM/zDKH5HK8fbz/2ANABGCcVbibTgKCwvtfyl3nTTqBNUMSCazBIt3xalTp4oT8/Lyrl27ZrPyrq4ullqVlZWp9Q8cONCz1cqUZpfE3goQadhzJd6GY9euXbW1tT09PY7mOn78eHV1dW5ubkFBwZo1az799FP+UWNjY36/hoYGR3Viw4PPLBOsOXPmSNPTu8hds4gQQoIFEFfYcyXuhyNby85F7gsWLDh27BilZb29vZSizZgxg01vbm6uqqr6vB9lYPTWfquw4cFnlgnWHXfckXaCde3aNdqVaBb2sAZVe3u7VyuWGfGeR+kjaRXwQyFAtGCclUQgHPzfF1J2deLECfaaXsyePVs/Y1S+00MsWSZYlZWV4sQBAwZcuXLFZuX8DBa7l1D10ksvebZmGbGfYJGRI0cG0kgASAPGWYm34cjOzs5k9t7e3t27dy9evJi9TaVS/JJ5euHo3xpiw4PPLBMs9QkLjv4XIXu81sCBAw0X8ZOf/MSrFcuMJsFSH+iFk1gAEYJxVuJtOAoKCm7cuJHevOwIW1xcfO7cOT5FLKD+2qgZ0rDhwWeWXVF60CglEx0dHa7UT5599llvVitT4oPspY/UBCvDb2gA4CeMsxJvw7F9+/ba2to///nP6c3e29u7Y8eOWbNmsbc4gwURIuUK6pmbkpISqYz9M1h9RumI6Kc//akna5Ux8bn20kc4gwUQaRhnJZ7/RJjGRe4SPot0DZaj/2iLDQ8+s0ywJk6cKJX505/+lHb9kn/6p3/yZrUy5SjBoimBNBIA0oBxVhLGcKxfv/78+fP04vr16w0NDTyRYncRdnZ22ryLUDpYe95uAIF6MkbqinfddZdUprW1Ne36WbX8dVNTkydrlbEBAwbYT7Cw2wJECHZYSRjDceTIkYqKiqz+W9Dr6uooo+IfUb6F52BBJEiJwv33389O3syZM4cVoG8L3iVY3//+971YqcwhwQKIK+ywkjiHA0dqCJDU/dTb+ubNmyeVeffdd9OuX0qwvve977m5Mu4Rsyjp3zyoa4TdFiBCsMNKkhIObHjwmZQoqHcIqk9y//Wvf512/eyiK/72sccec3Nl3CNeg7V7927xIyRYAJGGHVaSlHBgw4PPLBOFmTNnSmVWr16dYf3RSrCWLFkifoSfCAEiDTusJM7hwJEaAiT2PcPHDUybNk3qovX19enVryZYob3IXUyw5s+fL36kZlfYbQEiBDusJCnhwIYHn4lZwvbt29UCZWVlYhmnjyTQJ1ihfZK7mGDxR9wxSLAAIg07rCTO4cCRGgJkmTlJ/+XGaf3SUx6khe7atSuj1mfm0UcfTaVSI0aMkC5j77v5LsKJEyeyiaNHj87Pz0eCBRBp2GElSQkHNjz4jKcIZo8jFxOsuXPnZrIINcHauXNn+k3PGG/G5MmTpY/EBGv8+PF92kfS40GjABGCcVaSlHBgw4PPeJZAKYVhgQcffJAVSOPfG0iLCG2Cxezdu5d/pCZYZtkVEiyAaME4K4lzOKSDddDNgWThHU/zD/Xa29tPnTql/o7mdBE8EeFTDK/68o0mTxKvwSorK1MLY7cFiCjssJKkhAMbHnzmw2kYvgh+DoxPqa2t9WihjhqmRkD8l0GFhYVqYSRYABGFHVYS53DgSA0B8qHvffzxx2VlZdOmTVMXet9993m0UDs0CZZ4BmvQoEFqYey2ABGFHVaSlHBgw4PPAskS+BKXL1/u20I1zVATLPEMVm5urloYCRZARGGHlSQlHNjw4LNgE6yVK1f6tlBNM9QES7xncODAgSdPnkSCBRAP2GElcQ4HjtQQoGATrG9961u+LVTTDDXBkj6qqalBggUQD9hhJUkJBzY8+Ew8VePbQvkSR4wY8fHHH/u2XLNmqAmW9NQrzUOwkGABRAt2WEmcw4EjNQQo2AQrK9CHSGnyJDX3UgsfPnwYuy1A5GCHlSQlHNjw4LNAkvuQfKmwn2AZQoIFEEXYYSVhDMfx48drampyc3MLCgrq6uo6Ozv5R42Njfn9GhoaHNWJDQ8+448sz87O9m2h8UiwWlpaAl8FAHAKO6wkjOFYvHjxG2+80dvb293dvWnTJkq22PTm5uaqqqrP+1VXV9NbfT0hGWwgmYYOHco63oULF3xbaEj6fIYJ1ieffBL4KgCAU9hhJWEPB6VZ/CnVlF2dOHGCvaYXs2fPtl8PNjz4bNiwYVn9/yfn8uXLvi00HgmWWCyoVQDgpkyZUlRU9OSTTwbdkLDDDisJeziOHj3Kz2ClUinKt9hrekFv7deDDQ8+S+wZrA8//BAJFsRGeXk5eqNNCJEk1OFoa2ujrw4XL15kb6WNx89scZZHbQDfDB8+PKv/AqyOjg7fFupKn3///ffHjBlz++239/T0pDH7U089hQQLYoNfTKnpjc888wwVKygo8LNhIYQdVhLecJw8eXLChAmtra18Cs5gQYRE9wwWnz0vLy+N2Tdu3IgEC2Jj8ODBlr2RF2D//SmxsMNKQhqOI0eOlJWVnTlzRpwoXYNFb/WVuDLYAKSnqKgoq/8arEuXLvm2UHcTLPYkrStXrohvLT3++ONIsCA2xowZYz/BCvDhc2GAHVYSxnDs2bOntLT07Nmz0nR2F2FnZ6fNuwhF2PDgsyFDhrBjbnTPYLHRYtGiRY7qfOKJJ9JIsKTnsiLBgpAoKSlBgmUTdlhJGMOhOTo3NDTgOVgQCewuQjrgRu4uQmm0mD17tljnhx9+qJ/9kUcesZNFmX3EFooEC0KirKxM3xsrKyuRYDHYYSVxDocrgw1AegoLC1nHi+4ZLFbDt771LXHKypUr9bPPnTvXLIvSkEYm7LYQEhMnTtT3Rk03ThrssJKkhAMbHnzGE6xQXYP15ptvHjp0yH4lfUrCVFFRoZ/9zjvvTCPBGjBggGEburq6HMYAwE2TJk1CgmUTxllJnMNhOdgAeCeE12ClUik7w4BUw8yZMx0NIV/96lddTLDeeeedtCIB4A7xF0DDAkiwOIyzkqSEAxs+hOJ9VCooKAhbgqX5SFPsa1/7mqMh5I477nCeX5kmWIcPH04rEgDuEL8wGBZwtHfEG8ZZSVLCgQ0fKtnZ2dL4OmjQoKAb5bJ4JFhk1KhR+molFRUV9nKqm0gPEMKgBSExY8YMfc9HX+UsDw5JE+dwOBoVwDeXLl1Sx9f4HZgoZWSrFpIES7qDb8uWLTk5OWrJrq4ufSZ066236tugJmR2DBw4ULMi1Pi3337bxUAB2FRVVWW4Q3GanS5pEr76qqSEAxs+PGiENhxig26Xy3j6EpIES5/f8GKbN2+2SIWsthS/0kvv3nvvFd9K//lKLR+/FBwiYcGCBfqe72jviLeEr74qzuFAvw8nadSM6wbiP4OK/+7JawMHDjTs89J0FS95zz336Etabin191+zSsS3+jNYWUiwICD33Xefvuc72jviLeGrr0pKOLDhw0M8GIlns9L718Khxdfr1KlTvi307bff3rJlC190d3c3m655widz8ODBjz766O6779YXsxxCOjo6LJfFKxHfml3kbnO5AB6ZM2eOvgeil3IJX31VUsKBDR8S4j+qo5H45Zdf5m+LioqCbp1rxOvM/uM//sPnpfNFt7S0sCmWSc/o0aP1BWwOIeqCNL8IS8UMV8HmcgE8ctddd+l7IHopl/DVV8U5HOj3ISQOwOvWreuL6cMa+C2EWUKW4xu+6Mcee4xNsUywbP6uZ7krqYVZ5mRYiVpMU49+uQAeEf9VlGEB9FIu4auvSko4sOFDQr3oKpbHJvGap46ODp+Xzhe9du3ahx56yDBZkdj8Xc9yM6mFKXUznC5NTKVS+nr0ywXQY13I8h5YlfgcOE3N6KV9GGcVcQ4H+n0IqVsklttozJgxAa4UX/T69esdZU42icvivwCyX0LVwixzMqxEfDts2DDDVTBbLoB9/JkpafQi3EVoX8JXX5WUcGDDhwQ/DPEfBGN5I+GECRMCXCkxyIaZiiWzC6eYxx9/3HBZfUaJ0ZAhQwynSxNHjRolroJhy/2NIsSH+Av4tWvXHM07b948fQ9EL+USvvqqpIQDGz4MfvnLX4pDOJsYywRLPKD7v3Q1NXFKf0mWeLWcNLSohYcOHWo4ve/mJ6JNmjTJchXa29v9DSTEhHhN5AsvvOBoXvGBbYYF1I6dWAlffVWcw4F+HzbisM3Pgoj3r1EGFmwL3RJsxzPMThyZNWuW5lNHCRa7OVQ9I0UTz5w5w99+6UtfslyFON0GAX4aPHgw70WbNm1yNO9f//Vfi51WpXbsxEr46qtCGg6zztrY2Jjfr6GhwWmF7rUO0mR4suratWt8ovS0yYjq6OgI9oBrmJ3Ycdtttw0aNGjy5MlUydChQzUlDZdluOjhw4f3mSRYYvlvfvObdlbBvyBCjOTl5fEu9N3vftfRvJY/90tdlLp6fX29G62OHuyhklCHQ9pazc3NVVVVn/errq6mt5az49AcKmabQzw2BdU2F33ve98LtuOlfemVVM+iRYv0JdWJakl29bpZgsVut1Tv7bLZQgA7xG8Lf/u3f+to3vLycn33Q0flErviZkIdDmlrUXZ14sQJ9ppezJ49O+2qIBD86CMlUjE7MIlXxQaSMkrZjP18S6qnpqZGX1KdqJbUn8EyY7OFAHYUFxfzLpSfn3/w4EH7806cOFHf/Qw7ajy+KzqFPVQS6nBIWyuVSvX29rLX9EJ6cI6jqsB/8+fP50cfzVMlg2qeiyZPnsxXR/oPMP7QJFj6q9elejT/OYc+fffdd6WJtLJqSXYGS70tUb8KZu33KGIQbyUlJY66H3PmzJkXX3xx/Pjx+rls7k1JkMy11gh1OLKUH5LEtzk5OWp5Dc+bC1riMPnzn//c7KOgmueioqKiYFdHyqLYoz4NPxKp37nF/8KWpSQ64hOuNdhF7upy9asglqytreWvP/74Y7ejBfE3atQoR92PYT8sit8NDIuZ9XxX1yAakrnWGqEORxbOYMWI5tCDBMtd0umiCRMm8I/Uk0zsYaQ0y5UrV6R6xGdYZ92cYNHr/Px8s6FFxBIs+jrkaPiRuoQ4YxoP44aEKywsdNT9GLUz2yxmfxExk8y11gh1OKStJV2DRW/Trgr8pzn03HHHHfyje++9N5DmuUh88EQgDZBOF508eZJ/pCY6zz//vFk9X//618WS6V3axX4ipK9DjoYf6bSBo3kBJOqXATtzqZ1ZLdPV1WXW891eiQhI5lprhDoc0tZidxF2dnYGdRfhokWLBg0aVFlZmXlVSTN16lS+IQwv/+SfxuD8hHhFbSANkBIs8SM1wfrFL35hVs83vvENsaT+8e5m2EXuI0eOdLQ/Sk9qdTQvgER8DhbD/rOTntqZ1TLvvPOOWc/v6enxYFVCDfumJKThMOvWDQ0NAT4Hi7fn/PnzmdeWKOLZDsPbpPmnUbz7RswGKIMJ/BdP6dyS+JGaYO3Zs8esnuXLl4slM0mwpk2bJk3XrwISLHCRegL1n//5ny3nUjuz+m92WlpazHr+jBkzvFmb8MK+KYlzOAwPyuKVuY7G8u7ubj6j02cBg+XoGOnh0+wIG9S6SBdaiR+pCdbWrVvN6pk7d65YMr0Ei/1EKD0a3nLXE58Q0YcECzKjXnr4la98xXIutTO3trZKZQ4fPmzW82NwMt4p7JuSpISDb3jpy/0dd9xhOW9ubm7WzVecLF26dODAgTTlxz/+sccNj4P//d//tRxZIz18mh1hg1oX9vROwzaoI80TTzxhVs+kSZPEkoZPYbBUWFjYpzzxQbyx0cyyZcvGjBmzY8eOvkglWOxAwf4Do2/YMSqrf1BfvHixn4uOBLXr2vl2rXbm06dPS2X+/d//XeqWakd98sknhw8fXl5evmHDBjad/Qf02BAPOEG3JVySEg7D3p9l40uG4ZW8gf8GFC3izz1mI2ukQ6r2kGDXRTpNJX6kPi5Bk2ANGjRILMlHcUcGDx7cd/PDV7P6H/boaI3CEFVL0hk+3y7BUY9Rzz33nD+LjgrDp5NYzqXOoiZY4k+E6lzSlEgf5TTCv28GJc7hkPYN9ceRLBvfY9RZnO6lIB5W2tvbDcuIR8BTp0753MJMPPjgg2HrHpqfCNWf+ejrtVk9f/VXfyWW1D+k1ExeXl6fkmCNHz/e0RqFIaqWpEb68wuR2TdAHxYdIYZR0pSn5PjChQvqLPw2dk78iVBdFpsibpeQ9+H0hH/fDEpSwqHuKnY6hJ0b0X1bheiyEy7xhjX1EbKh9eqrr2r6RlDjnKO7CDVnsPpuPomVXoLFTlbdf//94sQ777zT0RppLtsPic8++8z/ra8/QI0ZM0YqFqE9y11OEyzx/w+K3nzzTamkowQr5H04bXFdr8zFORyaQ4/knnvuUWd/5pln7MybwCsZHTl69CiPlX7IsVksVPQj3KVLl8LQKvEj6fIs8vjjj+tr4ye90kuw2AOB6+vrxYmOHmLXp5yTo2zGaUy89hd/8RfSitNW2LZtm6c/FFoGX+2f77zzjnftCdCMGTOob//lX/6lYcANg6OpzSyeb7zxhljsscceE7c7m6g++d3O0qdPn26nYeFkM6oJlJRw6I876ojuaCzRnwNIODGS7IYyM1HcS/UdI6hWaRIs9WrfDRs22KwtvbsI2VV3O3fuFCfOnTvX6UqJs//whz90OrvXzO4AKC0t9WiJ0lY+fvx4W1ub5eaI0LcXR/gK/su//IvmU5Gd2iQtLS28DAXcsEKxJ9hfeqR/PbQZ1QRKSjhow3/pS1/inWD48OH67m62gxlil/GCIfsHDrHk7t27/Wle2ihv0D/ZPMCRTNO31TzgwQcf1NeWYYLF4rB9+3ZxouE5Y/vrtXTp0jRm95RZcDLpBm+++eahQ4fMPhWXIt47YrmZYnkSi6/dl7/8Zc2nonXr1vX1/7a7d+9eypZ44e9///tmoRM3h3RZYdYXO5p6TsuwKqmFSLBiKc7hUDs0jS7s364ZfpqXl8deO/2XIFRtwKsaYvb3PfFcV8i/Z48YMULqA2qnCmeCpY6+lr/W8ZLp/UTIGiAlWAsXLsxkvWpqavjEJ598cs2aNR0dHWlU6BZH/0JbNXfuXKpB+p7G/tNwlvkdl+JSnn32WfEjdStLB7GgbjP84IMPDh486PovvNJ/yVQLaDYNf/v1r39drU3y0ksv8TrpS4L0KZv+8ssv8ynsMUCGVUktFC+OdDc4PtCsV8IlJRzqhp8yZYrYLTT3gtn54l5SUhLIeoUfD5HlSCNdMM6en2Tp4YcfLi8vN/xdwDvqIZidB7I80PtDapv4kdqZJ0+ebLO2TBKspqYmccp3vvOdTNaLElw2RfwPPDYroTGSgkDrIl1Pkzb1dLho0aJFljXwwl/96lfViYarJv5zPcM9ReyKo0aNUrcd+yfcfjp58iRfeltbm4s1q/1NX4CREiw+oybBeuGFFyjyVIA9B9FsudIi7Fxi//7772vaH3L64CdZnMNhudedOHFC3BPMdqrdu3fjdsL0iM/Nt/NsSSnOlqcGxf+AQfN2d3fT2MlPUnrHbOsPGzaMTykoKPC0DfabJ36k9uSHHnrIUW1OsTGGdiJxoubZEHZawjuGuDo/+tGPHnjgAfVGerNK3MqA9XmnnRp44UGDBqkTDSsRV1zz3yQNl8JdvnzZ5jraQfnTwYMHu7q6zAqIt+ZRgpLh4g4dOsT/n6BlzM22zrVr18S3LS0tW7du1RztbT6TRZpo8x5G/tHHH3+cYXB8pl+vJEtKOMw2vGZvYebPn2+zsF+rEiXikcXyn3P3mf/0Zqd+iRcnkFj2pg6o4mgxbdo0KiOOlP7TnEiTIjZkyBDKSvW1iVXpdwGxJP/JY+PGjVTJxYsXxQJ///d/n8Z68dnVC+BEK1asyM3NpVXj+e706dPVSrLS3WfZ2QvCnsetP8PtaL2Ki4sN26ne6ZneWqgXP+zdu9f+7BrPP/88q5PdNGpIfKxahrsnf+YtfYXruzkas2bNUsubbR2nlxXaTKalieqtu1naBOtv/uZvMgmO//TrlWRJCYfZhtePGdJJF/21WePGjfNlVaIkjR1PfVCT2bFYegymSvNl2hF9Jwnh5WKaq9nS2CK33XYbKy/9qq5hmBaLBR599NE01kus32ZLpJWVfqmsrq6urKy0XK7h70Fm7D+yq66uTppXfP6qWu2vfvUrw08dxVBNEVw53VtWVmbZniVLloirk8nizKJNfvCDH0iFbf5SYYd+drV5bOK9996rKazORXtcJsHx2fnz5/XrlWRxDodlhyanT5/W7EtSYfraLX76/vvvh+Sam9BKb8dTxwDD2FoeK/ljFYcMGWLzii6nS1m2bFl61Xqqo6ODt1C6dDq9LWI4u4bhz8FigfXr12ey9DSGSU37eW379+/v++I8ZdoLkv6hkGZ11MrZ+VGzptKnK1asoI+uXLkiTnQaRsPlOt4YAtq/pFVmT0KndorFxDwj7SWyS6A08VcTrK1bt4rL1cybIb5EcSnUnahJ6tI/+OADXr69vV086KX3nwpZx6O/0vTXX399165dL7/8MiXB9HXC9QezFRUVGQYB+uKdYIk0G179Nqyph+8h//mf/0lv//Ef/1GcUTwuu78OUSM+ESCNgKjHL54w7du3z+aBUs2A2fBJzB5PMHz4cF7Gsv5M4uOpOXPmGP5SOWPGDNZy8Vcz++zEPMtGgnX48GHvlq7ZUvoy7Oq9TJZC/ud//sfOpfeaBdFHNCKafUp7ASXNYuE0IqnP7XjbWDG2L7AFGZ4clarq++JRBVTgk08+4QuVnsXqqMEPP/wwfUf62te+ZhYWleHKVldX26/BEfEQJ21clmDR3y1btkgt/N3vfqduC0cP3D916hRVK94hdOzYsW9+85vs2wJlV2pTS0pK/uu//qu8vHzmzJmWVwhYsn/KNoHiHA6pV2lK8osqspwfsCx3PDok7dy5M7NVseu9997jyQEJ9rd8ccdL45obOjRbxpaRvi/anMuyKstPE5hGmz1OUw2UOq9YIL2lp7FBucuXL4t5j6bldmrTFGNNZWPqpk2bvFgXcenioy8dMbwwyKnc3Ny/+7u/0xQ4cOAAX2J6I/G4cePS26kN40xT/vjHP6ZRmyXpsn3xI7biq1evPnTokNQYw46kObB84xvfoH2Qvjh9+OGHr732mr5Je/fuFe82NZTJ/e933303zY4ESyNi4WhsbMzv19DQ4GhG7zb81KlT9T2YMbwhjl2ry276zbwlTvdVT0mXUqVdj53YSnfCp/00AT31SVeZf/mLnC9/+cuGwZH6nuU1WOkt3dPfd+ywbAzvivz+1ttvv91wXbxoklP0fcyHkLLdZP78+dL01tZWzb91z8vLc7ojS+vC7gyQyrgb/Kwvzvyp/6PCMCmU7qXV1GkWFqmYZT12lvXRRx/xkvbPL5gl6DZnT4gohaO5ubmqqurzftXV1XbuSuM83fBOD1L8DJPhdNpdFy5cyMv85je/MVzowYMHs/tlcoikec0eY5g29YrgDJM8/fdXw8r5M2NdcUv/PXGsZp44JvD0FaNujpEjR7KP+HZfs2aNOqM4S3qLDjbBMhx7pGjYWVk7/9DGvvQiKXKxMWY0uzD75nn+/Hl2KOPfOfUVmn2ZlN6qxdgqS/e0ZsJRYCdOnGi/ZunyBhfaanu57GeQn//852ar1tPTYzZ75h0yTqIUDsqu+ENu6AW7QVfDtw3/3HPPedznb2Lz8iBHFd7aT5P5iYt2unRXgqymkvYfoP/CCy+IM7LnTOrX4kc/+tEjjzxSVlYWwn97FwZ8yNQchSWZd4mSkhJHHS8TYvfQ9IHu7m7D9dJXaDZd/UHH8jfr9CIpyc3NNcyBqP7vfve70pWmlq1yKo1fAMUH4DF2frwWw+V0iSKeJ6lXlIvUGWfOnJn5RX5+YikvfZmXVk2zFq50yNiIUjhop+rt7WWv6YXmgSsqHzY85XybN2/+t3/7N3Gi+tABr9EuMWzYsGeeecbn5ZrRH4PCY8+ePYWFheKjtMFdrpz886fTshZOnz599OjR4mXahsRsw3CiHrvLbPz48ZTQs3nHjh3LvsZ88MEHUgInsfPwXkfEZqt3yA4dOpSOuuzxpOkFNj3UKvEBFuSBBx5wWolmTR2x/yOaOu+7777bZ/RfouMkzZ4XU1EKh7Tx1Fstwrnh2ePFzVrFz8dm2K3ZV405c+aIi5ZOOPn8CwstLi8vL6CoQ/xVVlay7j158mSzTmi4c/Hb2fhz/7/97W8b5kk2rV69+r777rt27RqfYudEBWu8ZeXFxcVZ/Wdo7Fzo5puGhgb7h4K00SpLzxnh7r33Xvs/ohnGatKkSdLslE/zT9nj36S7Jh3FvKqqSmqG+Ondd9+tWWuHcQoR+/FJgiiFI+RnsNySm5vLLq5ih1Tp5zmpN7OJR44cSWNBbW1truzJt9yMWs7/bSqAP3bu3Dl8+PDS0lLWJ6XMfuLEidQtWTrlW9Kv2blucem+lsDV1NSwvZ5iy//tjP4bnSYs06dPv+uuu0pKSl588UWbDeDz8ke38JyVDqR2UqJTp061trZmEgSNHTt2iCsufaomzbzr8ivS1Dr1R+P00LKampr67H0xkGbkr9mZOY8iGVFRCod0DRa9tT8vNjwAQNjw75PpPXs2mei7MSVnFDT2sCty33330VuzZy4c6MdeUx68d+/eQ4cO0es333xzyZIlzzzzjM3l3nbbbdlf+Oijj9QCGGclUQoHu4uws7PT5l2EUq7tTyMBAAASCOOsJGLhaGhoCNtzsAAAAADjrCTO4cAZLAAAAH9gnJUkJRzY8AAAAN7BOCtJSjiw4QEAALyDcVYS53DgJ0IAAAB/YJyVJCUcjp7tAQAAAE4FPdSHS4LC4em297pjofGBVO51/Wh8XOtH44OqH42Pcf2Rk6BwYMcIpHKv60fjg6o/0o33un40Pqj60fgY1x85CQoHdoxAKve6fjQ+qPoj3Xiv60fjg6ofjY9x/ZGToHBgxwikcq/rR+ODqj/Sjfe6fjQ+qPrR+BjXHzkJCge2fVAQ+aAg8kFB5IOCyAcIwZckKBzY9kFB5IOCyAcFkQ8KIh8gBF+SoHBg2wcFkQ8KIh8URD4oiHyAEHxJgsKBbR8URD4oiHxQEPmgIPIBQvAlCQoHtn1QEPmgIPJBQeSDgsgHCMGXIBwAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALkOCBQAAAOAyJFgAAAAALgs4wTp+/HhNTU1ubm5BQUFdXV1nZyf/qLGxMb9fQ0ODOEvWFwwnMoWFhWZLNKxWmj2N1ra1tc2bNy+VSpWWlh44cMBREAIRj8jbX3p4xCPyFy9eXLx4caofvTh//rzTOPgvHpG/evXqqlWraHpRUdG2bducBiEQkYt8dXU1a+2aNWs+/fRTy9aGWWyCbzlvCAXcVjo0v/HGG729vd3d3Zs2baJ+wKY3NzdXVVV93o/CTW+lGTVR3rVrl1nvN6vW5jYza+3Zs2fHjRt39OhR+oi678aNG+3UFqx4RN7m0kMlHpGvqKh4+umne/o1NTVVVlbaqS1Y8Yg8jTpr1669ceMGTV+3bt3+/fvt1BasaEV+wYIFx44do45NDaalzJgxw2ZrwykewbfTqhAKUVspoDk5Oew1baETJ06w1/Ri9uzZUmGzKFMllOt89tlnhp+aVZvGNhNbW1tbG4mzVmaiG3mbSw+t6EY+Oztb/Ii+cTqtLVjRjTyFmkZK9ppeGH7ZCLNoRb5P6NuWrQ2/6AbfslXhFKK2Hj16lB8sUqkUbUX2ml7QW6mwWZTp+9z69evNFmFWLTvhST2vvLycvo47bS3Nu2/fvpKSEuoNK1asuHr1qp0awiO6kbe59NCKbuSXL19Oc/X227ZtG721U0N4RDfyYoJ148YNtbUhF6HI07y7d+9evHixzdaGX3SDb9mqcApLW9va2qZMmXLx4kX2VgqiesbCLMq08c6ePWu2FMtq29vbFy5cWF9f77S14kn7VatW6WcPlUhH3ubSwynSke/o6Bg7diy7JIJeROvcYaQjv3r1ajrIdPejF2q1YRahyLO+XVxcfO7cOZvVhlykg2/ZqnAKRVtPnjw5YcKE1tZWPiW95Pq3v/2t9E1auizOzleQ69ev5+fnG86uaa34nTJCP5dEPfJmSw+/qEd+3rx59DWUX4MVoR+qoh75q1evrly5kg4yJSUle/bsicSNHUy0Is/m3bFjx6xZs+xXG1pRD76+VaEVfFuPHDlSVlZ25swZcaL0Oy69leYyjHJlZeV7772nWZZltX03b3ubra2uro7iSfsYRN7m0sMmBpGXvphG5dt8DCIvOnDgwJo1azRtCI9oRV5kdtGSYbXhFIPg61sVWgG3lb6BlZaWqucb2Z0InZ2d9m9wOH78uOVVh2bV1tbWslORHR0dy5YtM/uB2ay1dJjjJ+3Xrl0biUNePCJvc+mhEo/I03F227Zt/BqsSNxFGI/Ib9iwgeqksB89enTChAnqbyghFK3I03T22BHKAxoaGniKYNnacIpH8DWtCrOA25ql4B9RcPWP6JDK05Y4duyY5RINq6UEv6KigmobPXp0fX09Px1lv7VNTU1FRUW5ubkrV66MxEXusYm8zaWHRzwiT8dK9nAdQi8iMczHI/L0dY7dTzNv3ry2tjZHEQhKtCLPi9EhXXpwlFlrwyw2wTdrVZhFo5UAAAAAEYIECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXIYECwAAAMBlSLAAAAAAXPb/LDhk/CqVL4kAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |