Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit335-01-20020829_150400_20020829_194900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/29 |
Start Time | | 2002/08/29 15:04 |
End Time | | 2002/08/29 19:47 |
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 | | -20.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit335-01-20020829_150400_20020829_194900-constBx0 |
Minimum Dst Value | | -24 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
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JVRkZDV1CVVXVm2++SYUpU6bs3btXnr5nzx6aUp/1PvdVYyJKPfkSp38AAICB0jVUFQcHKxUKejw3x9I8g1VSUmJvb9+1a1d6evfu3S5duri5uVHZ1dWVyvfu3XvueuvzqjExhnqWl5d/8sknmm326NGjefPmmZiYtGnTxsHBgZ7qn95Q4vQPAAAwULqGqkKViiVY5XFxz12CJho609PT2UtXr15t3749jaQUqVyf9dbnVWNiDPWcNm3aypUrNdtsx44dX3/99UUJFVxcXPRPbyhx+gcAABgoXUPVowcPKMcqDg5u0BLKysocHR2trKzkKb/88gvNsH79+nqutz6vGhODr2dGRsZnn312+/ZtzTYzMzPz9vZmZSqYm5vrn95Q4vQPAAAwUBwvcmeqq6vZNVgkJSXl448/Pn369N///vfc3Nz6r1ecAdTg69mrV68jR448frbNWrduXV5ezsqUdJuYmOif3lDi9A8AADBQfBOsioqKRYsWmZqaUvnGjRsdOnQICwujsqen51dffXXr1q16rlecAdSw6+nv769QKNilVJpt1qJFC/mCOyq0bNlS/3StXtOrUeoDAADACcffwSJvv/1237598/LyaPqYMWN27dolz7Zhw4Zx48bVc73iDKCGXU/KoCMiIlgZZ7AAAABk+CX3pmXY9dR1YgnXYAEAgOCQYDUt46mnZps5Oztr/bagrumPG9jk4vQPAAAwUEiwmpbx1LPW72DNnTvXRGJvb6/5O1hapz9GggUAAMYFCVbTEqWefInTPwAAwEAhwWpaotSTL3H6BwAAGCgkWE1LlHryJU7/AAAAA4UEq2mJUk++xOkfAABgoJBgNS1R6smXOP0DAAAMFMcfGn399dc/+OCDYcOGFRYWvuR6xRlARaknX+L0DwAAMFAcb5Xz8OHDoqKi2bNnW1hYvOR6xRlARaknX+L0DwAAMFB6hqqKisSqqoyGLqGqqord7Llz587Hjh2Tp1+6dOnDDz+kV5+73ue+akxEqSdf4vQPAAAwULqGquLiYKVSQY/n5liaZ7BKSkrs7e27du1KT319ff/xj3/QRPbqhAkTVq9e/dz11udVYyJKPfkSp38AAICB0jVUFRaqWIJVXh733CVoatOmTXp6Onvp//7v/44cOUKFnJycjz/++ObNm89db31eNSai1JMvcfoHAAAYKF1D1aNHDyjHKi4ObtASysrKHB0drays2FN3d/cvvvjiwYMHw4cP37JlS33WW59XjYko9eRLnP4BAAAGiuNF7kx1dTW7BuuxdOu5Dh06zJ07t127dnfv3q3/esUZQEWpJ1/i9A8AADBQfBOsioqKRYsWmZqaylNcXV1pht27dzdoveIMoKLUky9x+gcAABgojr+DRd5+++2+ffvm5eXJr544ceLzzz+/f/9+g9YrzgAqSj1fXq1r/Zp6cwAAAPRp7KGqT58+R48ebeh6xRlARaknX+L0DwAAMFCNN1Q9fPhw586dHTp0kH+pof7rFWcAFaWefInTPwAAwEA13lBFS27Xrl18fPwLrFecAVSUevIlTv8AAAADhZs9Ny1R6smXOP0DAAAMFBKspiVKPfkSp38AAICBQoLVtESpJ1/i9A8AADBQSLCalij15Euc/gEAAAYKCVbTEqWefInTPwAAwEBx/KHR119//YMPPhg2bFhhYeFLrlecAVSUevIlTv8AAAADxfFWOQ8fPiwqKpo9e7aFhcVLrlecAVSUevIlTv8AAAADpWeoSqxIzKjKaOgSqqqq5Js967m7CRIsRpR68iVO/wAAAAOla6gKLg5WKBX0eG6OpXkGq6SkxN7evmvXrrXm2bVrV+/eveuz3vq8akxEqSdf4vQPAAAwULqGKlWhiiVYceVxz12CpjZt2qSnp2vOEBAQ8NVXX1VXV9dnvfV51ZiIUk++xOkfAABgoHQNVQ8ePaAcK7g4uEFLKCsrc3R0tLKykqecP3/+888/LygoqOd66/OqMTHsevr4+FBjt2rV6sMPP5wwYUJFRQWb/ujRo3nz5pmYmFC67eDgQE/1T28ocfoHAAAYKI4XuTPV1dXyNVilpaVffPFFZGRkQ9crzgBq2PW0trb29vauqamhlp48ebKdnR2bvmPHjq+//vqihAouLi76pzeUOP0DAAAMFN8Eq6KiYtGiRaampuwpFfbv3/8C6xVnADWeelJm/dZbb7GymZkZJV6sTAVzc3P90xtKnP4BAAAGiuPvYJG33367b9++eXl5dV/Ctwi1Mp56uru7W1pasnLr1q3Ly8tZuayszMTERP/0hhKnfwAAgIHCL7k3LSOpZ1JSUvv27bOzs9nTFi1a3Lt3j5Wp0LJlS/3TtXpNr0arCgAAAAdIsJqWMdQzJCSkbdu2sbGx8hScwQIAAMEhwWpaBl9PV1fXjz76KCEhQXMirsECAADBIcFqWoZdTycnp7Zt22ZmZtaa7uzsrPXbgrqmP25gk4vTPwAAwEA1yVBVXl7+//7f/9MzgzgDqGHXs+6lUTU1NY+l37uaO3euicTe3l7zd7C0Tn+MBAsAAIwLJTp1T0A0tlmzZn377bd6ZhBnABWlnnyJ0z8AAMBAfffdd6NGjWLnHV6BysrKJUuWvPvuu2lpaXpmE2cAFaWefInTPwAAwECVl5dbWlrq/0Y8R2+88YaFhUVycrL+rRJnABWlnnyJ0z8AAAA4EmcAFaWefInTPwAAADgSZwAVpZ58idM/AAAAOBJnABWlnnyJ0z8AAAA4EmcAFaWefInTPwAAADgSZwAVpZ58idM/AAAAOBJnABWlnnyJ0z8AAAA4EmcAFaWefInTPwAAADgSZwAVpZ58idM/AAAAOBJnABWlnnyJ0z8AAAA4EmcAFaWefInTPwAAADgSZwAVpZ58idM/AAAAOBJnABWlni+v1l0tm3pzAAAADI84A6go9eRLnP4BAADAkTgDqCj15Euc/gEAAMCROAOoKPXkS5z+AQAAwJE4A6go9eRLnP4BAADAkTgDqCj15Euc/gEAAMDFowcP6CHOACpKPfkSp38AAADIHt69S4+7lZV3Kipq8vOr8/LK4+LKYmIueXgUKpXZLi7Zu3adW706bd26BAeHREfH6MmTY6ZPDx0+PGz4cL+ePQP79hVnABWlnnyJ0z8AAMDQPXrw4PHT3OhedTU9bpeW0oPSo6qMjGspKZQhlUZGFgcHX/H1zT958qKbW96+fec3bz63Zk3C/PlnZ82KHD8+ZMiQoAED/Hr08LG09DI3V5maKhWKF3iIM4CKUk++xOkfAADQHFBuRPFuZSUVavLzKT2qSEysysws8ve/Ghp64fDhC0ePpjs50YNSIvWpo2nToqdODR0xgh6BffoE2Nn59ujh27075UZP0qMXzZB0PVjK5d2li8rMzN/GxsvCghIyWmP4mDEBvXvH/fQTZWnnVq0SZwAVpZ58idM/AABAF3ZmiJIeKtwoLKTUpyoj4151dXlcHCVApZGRNZcuXfHxoTTokofH76mp+SdOlMXE5OzdWxISkrlt2yV399QVKygxonwo28Ul7uefaWL0lCkZmzdTLkKvRk2ceHbGjJDBg8NHjvTr2TOgVy/KWny6dlUnNLzTIy2pkoUFpWIBtra+PXtSkhQ6bFjsrFlnf/zx3Jo1KcuW5R08mLVjR1FAAFWtMj2d6kVVpurfv3XrZnEx7RAqPH6aF2oSZwAVpZ58idM/AAAMHUuDaLynAmU/NOTfqaigpzX5+VS4lpJCheLg4IqkJEqArgQEUK5z6cwZynLyDh+mTCJr+/b4uXMpE6KkhzKMoH79oiZPpnQnbPRoSneCBw1Sn7CxtaWMxK9HD4o+lpbsRI4cvTp3/iOam8tR1amTOpqZyTmNqmNHeYr/N980NDFiZ6d8u3f3s7EJ7N2bti1s5MiIMWMoS6PEKGH+/KRFi86tXk0ZUs7u3Tl79hScOlVw+nRxSEiRv3/Z2bOUEbL/GFKqRPuEdhHtH9ppdZOklyHOANoE9TSCnWsEVQAAaFrsO2XswiAayyn1YZdO3ywuZldP/56WRoM9jfplMTGUAF0NDy9UqS57el44fDh3374sZ+fzGzemLl+esnRp3E8/xc2bFz158tmZMyPHjYuaNEl91mfUqIDevUOGDGHXVvt07Uopi8rCgvIPymB8unWrleIopeTmSaz/Q/NdUpLkJS1NM5GiPExOtnxYlNbub2NDMaBPH4rBAwdSDB0xgmL4mDG0SZQJ0faHDhsWMnRo1JQpMT/8oM7zVq48v3lz1s6d+W5u6twoOJj2D+0l2l03CgtpB7IMkuWUzZM4AygSrBdBVZgdN3t+4vx16eu2ZGxxveh69OLR4/nHT+af9LzsKUe3i2778va5ZLtszdy6M2vntsxtNOXwhcP+Rf6nC06HXw1XFariy+ODi4PTK9PjyuMyqjJiymIohpWEpV5LZdMjSyPzqvPo1eKbxYkViaW3SylW3Kmg2SrvVmZfz66+V51fk3/r/i2KVKaZaTq9SvOkXEuhMkWaTnPSYYxepTmprBlpuhxpStrvaaxMB7/CG4VUX1opRVqUHGnhFGmTaB5aL0U2P4u0dloCrffWg1u05RRpmynSkimy6RRpHpqTvYuWphlpmbXWS1WotXY2j645qSIUaRVyBIAXxk7/sBM/t0tLaRRnp3+qMjKoUJGYWJmeXhIWVnb27CUPjyve3jl79+bs2ZPu5EQ5UPKSJfSInTmTHhFjx4aPHh08aFDQwIH+trb0YBcGUcLh3bnzy1w6/VIPjfNG3tJ5Jm/p33DsjJS/nR29RIkOpWiU6KgvJ5ozJ3T4cKpU1MSJVEfK6qiyKcuWXXJ3T9+w4Yqvb7aLC6WDlAheS07OP3Hi93PnaLfUXLhQ5O9/s6SEUqK7VVW00ygTup6tPuJRbvRY+lcj29VyNEpGkAPUExKsF0FVeJV//aZKU3VU/RHNVGYUzb3NKXbx7kLR0sdSLrNo7qV+tbN3Z4pdvbvK82jGbj7d5NjdrztFK18rij39elKkgx/F3oG9KfYL6kfx2+BvKfYP6i9PsQuwk+dk8Rv/b+Ql9PDtoV6yr3rJ1n7W8nQWbfxsKPYK6CUvp3eAel19A/vKaxkUPIjisLBhchwaMpTiwKCB8jb0DeorTxkcMpjiiLARtItGh4+28LIYHzGe4qToSSx29ek6OXoybcC06Gm0wT/G/kgLoXR5YPDAOfFzhoQMsY+3p8jK8+LnUfw57ufhocPtE+wnRk1cnrrcIcFhe+b21edWH847TEnzmUtn9ubspWz4RP6J6LJoSp3jK+IpdWbJMeV/LC1miS8lrJT/0VPK+egpRUoEKcXUFWkGPZEe1BtZBEGw5tb85MA+S7DPFdS1aAbWwdjnrshc/5LqKwFxxy4UpvlFH8q7lBIYfeRifkpA8L68tKgY1f6C2LA0j2NFsVHpJw4VBgcm7Pkt96Rr+JpFyZudvH+aEPnTDyeG2XqNHLRnkPnxAd13DTQ91qcLxSO2nXYMUOyz67izv2JfL4VLX8Vha8We3upIT+VIU6hA89AMWwcrtg9SbBn65LFp+JMoP5xGKZxGK9aNUT9Wj1Os+U6xfKJi1XjF0inqshxpyuJpiuVTTRfMVCz5ycJhrtlih25zF3VevLD7nCVdliyxmftrt+Wr+tmvsl619tsFa3ut2zhioVOfjb+NXbRl4OZdkxY5D958YPrCPcM2us1yPDhqg+fceW6j1wUsmOMx3ily6U9+E9fHrfw5aOrmcxvmhM5wPr/dIfJn+pC8KHYBRceEBfRReXHSYhZ3Z++muDd3rxz35+2nuC9337KUZSweyDtAkT5Xs0ivHrtwjEWa4pbvxuKK1BUnC05SZFOoTDG2PHZD+gaXHJfNGZv35OzZkbWDlskiHXko0vRd2bs2ZWzamrHVKd1p4/mNa9PWUqSjE334p0gTN5zfwCI9tmRsqfug6fQWWgiVN2Vs/O385g3p6zenOa0/t3Jz2tq1KUs2pq5amei4IXXl8sT561KWL42ftzZ56ZK4OSsS5jvGTFt6dua8yHGLoib+FDrcMXz0D4EDHEOH/RBg5xgyeIb/N47B/af7WTsG2k31sZwfYDfJq4u9v50R5AD11DQJli6NvepHjx7NmzfPxMSkTZs2Dg4O9PTFlkObSskBZQzSlzHM9adHnVSdKCui2Vhu9MoeHZUda0Vd0zXjk2ROivrnfDK/VCmqo5z2sTJL7zSj5nRW1oxP3uvVSY5mXmbydM20Un9kc3ZUdZTjK9rbqj/2xpO9p/pjf7I6WnhbKKRklzaV8jxK+CgBlaO1rzWLtIsodvHpQpHyXUpYqadRGvok+lrTFOp+LFJK2su/FyWXlIlSLjgmfMx3Ed9R7vjj2R8pa6THoqRFCxMW0oF7ZepKdhilIzVlhKcKTlFGGFQc5F/kn1mVmXIthUZlGpJZLpj2explh4FFgR6XPGgeiq4XXenITkdtGht+y/iNFkhvp8HDq9CLXvIt9KWy6rKKYmhJKGWZtMywkjBaFEVKK2PKYuTITspSLKgpoFh8q5im03pZVJ+svVXM5mF5Ki0t6VoSrS6hIoHWRaMORSrTlORryfQqzUNz5l7PlWNWVRZts2bMrc5Vx+u5bAq963zleRZpOVRfWiYtjYZA2gCKtDG0l0JKQmgk873iS+MczaweBfPVI9/xi8c1I+0TFml0pFGN9gmNfD5XfOhdystKmnL60mn1mHrxmGOiIy12Tuxs5yznHyKmbTq/aWLwd+vOrRsXMHJ50rKR3oPmR87pq7T5KXDyN+7dJnqNsD7TZbznYEt389Gn+1EcebpPZw+zQadsOrl37HeyuxztTnUz9ezY85T6k1W3053kaOEudUIPRa1oxsru0gHqjHpi1xMKszMKSzd1pDJN6XxSHS1O/TFnR88/lvCcP4d6zGPQj/ocP3UdRet+VNaMmkdFO3+7Jq9pYzyQYDXmKptu5+7YsePrr7++KKGCi4vLiy2HqsBOIVTeraQHDUv0oPEg+3p2RlUGPVih+GYxTacZaNhgkaaw2RIrEtk/BOloTiNc+NVwOu6zGFEaQSNEdFk0HaCpTFNoBhoDaAyj4z4bw85cOkMfp+hTDh39D+cdpuP4obxDFGk2mkJvobHQu9Cb5qFIZZqfjvh09Kd5aCSg6HnJk6ZQpDK9ui5tnXuBu3oUyT/NlkOjwpELR2hU2JW1yyHBgeLPcT/Toihuz9xOU2icpkjzsM9bNPbQKELR/ZI7LY2NMTQ20/bQ9lOZRRqr1OVif1oLlWlOj8se9K7j+dJYJUUa6mgcohrNjZ+7O2c3rZE+pc08O5PWTnFn9k6afiD3AM1Da2dzsnGL5qRXZ8TMoAxgYtRE+jBHcdW5VWPDx9JiKVK2MTx0+OLkxRQXJCxQn7WKm0M5Cr3F1t92esx0ilOjpvb068ni5OjJ9Co74zUhcgJlRYNCBtFxkJ2rY2cB2TnCZ9JBjTOOBvTQPO6//ENzvNGfE7N8mu1GFinRVGjNtjUiy9TZnJ29Oj83ap7cZWthZXZyl0XNV9m7dG3JM58NlNJWsZpqRk8Wpf2gEVmaohkVdac0wqPxltyED80PeJqRfZixkM7xm2tGjY98luy8vhSt/XqYqUx7+llTtPWzUZd9u1PvtZbO6HeX/tJtpDPxLPb0UU+3kWJP6VVraTk9vNRdyFrqPD2kaC11oR4sSp/Ge0gdqYfUkVjsLv0h9NCI1lIc46s+6y9dHaY9mtaJ9OikERv66KhjsabSAuVooRE7SzM8jR0pdpEu1O+iMqXYVWVm+jRaqjpRtPLqhASrMVfZdDvXzMzM29ublalgbm7+YssRp3+AJvYfGcqV2ZVn7Bqy6nvVlCWzEzCFNwqDi4MzqzIpRWYnV0JLQinzo3STEk1KBymt3Ju7lxLKbVnbKHl1Snei1HBV2iqKK1NX/pL0ixztE+wpKZwTP2dh0sJZsbMol60V6SWKlFNSdjjj7IyxEWMnRk4cEjJkaMjQPoF9+gb2tfGzobywh2+P7r7du/l0o7zBXPqK0YulUOxdtChaAmWWlBtpJmTPROUfy6//qdO6H/FZKsNSnCeJlHftVIlFzXmemV/1R7SQxrbOTxIy6VSiSkqwVJ3laKmUoqcUPdTzWJ1Rl7ufkUbHU+olWLupR0frY9IoeNRUiupt7iHF7lLs5qqur6WbQi53O6aQ5lFH68Pq+M1BdbTb19HUQ9FnT8dOZxT9d6njt9s70huHbjOl2UZvNrM5qBi7sVOvfYrxG81771F8v8Fi4M6OU9dbfuvccYaTFcVpG7sN3qYuj9lo5rDGZspai8Vr+kxZ13nJ+v4/b7Z12jZ2pcvYQ0cWbjn8wxnlhi2uM929t2w4Nv2U3+YtHvOOhW1Z4zvXJWq9g++U9ZFLZ/tPWh39i0PwjLXxvy6Kmb0xde3yxEVbz29em7J8T7aL8/nNx/IO787c6pp7cG/mthMXDh3J3u1ZcPJg1q6TF4/sydhMT3elrdl3fuPW5F9cUlf9lrhgR/LibQn2uxIdd8TP3Zu08GCS45HkJYeTFh1OWnggbs7BuDn7Y37YGz1jf/QUl4gJB6Im7YuccCRq0v6Iccciv98X/t3xqIkHwseciPhuf8jgYyGD9wT2dQ0euDug17GggXv8bU8GfbvP39Y9eOABv57ugX0O+Vid9rU+pDI/5dP1kMrslE+XfUrFSW91PO5t7vI0nvTupI4qM5p+RoruKrPDSoWnyuyYFE8oFSopUtlNqfBQdjyiEY9pxMMa8aA6KurGw3+UO9aN+55GT5WpRjTb8zQGBNjREk5Iy3HTiK4qUxZpq45LkaYfk+Z0kyJNPKnqeMKr02nvzrRbPPxslEEDvYMHeYUM8w4dpgoe6Bk8UBnUn/abZ2D/MwF2PiFDPIMHB0dP9o+eGp30S1jigsTzm2LSVp/L2ReXtS0971Bi9q6sC24Usy+epHjxsiol71BxWVR6wamKqszckpCa22VFledv368prSmgA2P5zRKKv9+poMj+Yc3+eV1xp4KiOAOoWAlW69aty8vLWbmsrMzExOTFliNO/wDDxS7Suit9R+vW/Vv0oFxQ80wqZYdpv6dRXsi+dXH0wlGXbBeKB/IOhJWE0cSc6zmJFYnZ17Mpg6QjI8spaSEU6Skth95OOWVCWTwtkCJNSbgam1uVE5TnHVsS7Zq6L7wg8Giss2+y2y6/Xz1Dd205Ncfd97ftx2Z7KDdtPfCDh7vTb/umu7ot27BzwoFDDsu3j9i/Z/avvw097Dx75YbBJ7bO2bBisPuG2VuXDPZeNnPTPDvV/Mkbp3d3nz5iw3edTo4fsGaCqdvYPssnKg6M7Ulx95juS6codo/oSnHvkC6/TlLsHdyZ4p5BFjTFZbA67h5sTnHPIHXcN/BJpPfu79dp9TjFoV5m68YojlmbOo1SHO9uRvFkN9MtQxWnu5juGKDw6GTq0lf9XXp17NRpT2/11dAUfa2sKPrb2u7prwjq33/nKEXAyKHbJykCJ47eMcM0bNb3e+d0jlw45ZBjt+iVM92W94pbN8d9Tb/EHYt8twxNObTEb9eIc+5rQw9NSPfaGOk2KSPMOU71c27SwYQgh4sZx+JD5+XlHIqN+Ckra9fZ8BnpaZsiwsalpCwLDRmRkOBAMT5+HsW4uDmhIcPOnv0xKKhfVNQkf3/bqKjvKUZGjvfz6xkePtrXt3to6FAfn65BQQNYpCnBwYMoBgUNpBgY2MfLy8Lf/xtKL3x8ulH09u4qlZ+JSqXCy6tTrahSmVI08EdHOVJN5cgq6O3dWSN2oUi7iKKfXw+K/v69KNLOpLeEhY2i3RgZ+T3tq+joqbTzWaNQMwUHD0xO/iU8fOy5c2uio6dkZPx29uzMrCznuLifs7J2StFZmqIu5+YeoPYtK4u9cOFwYaFXUZF/RUUiPaqr865fz755s5gKt2+XslhVlXHjRiHFmpp8mkJlmuHOnYp796rp8ejRg0fN7DJNcQZQUerJtGjR4t69e6xMhZYtW+qZWc+1YuL0D3iVHkpnyO7fv0UHRDoyPpTu+EWRldl0KrAjplymyF5lkR7swHrzegk9yrPi6FEYrioIOHXR82juqX2ZB7aluzid27IyecOS5NVLElcujJv3c9TMyeHfjQoZNfTsjBnRUydnbd+u/hVED48n34ff6Zyxdeu51aszt29X32Vs7drE+fOjp04NGTw4ZNgwyi2CBw3y69mTok/37lRQWViwb6F7S99Of/K9sBf7Dryuh+bS2FfA2DfkpW/da343nv34kPob8qbSN+Q7SdFc+rEiK+nb8r0UPj2slAMUvv17Kik9GtNbOUkR9NMA5c+K4CWDvZZ1CnEa4rXFInTnMO89XSOOjvE5ZhVxZrzfaZvogKm+yh5nI6Z5e3WOivxepTQNDR1GYy0NqNLoa0vR19dKGo8t5bGZjdM0DGtEc41kxUxOWTSjZgZg0A+qDj2oyvSg3eLjY0Xpna9vD8pFKF+hDM/PzyYgwI4iZYGUu4SEDAkK6k85YkjIsKioyeHhY2JiplP6yCJlJBTj4uZSHpOcvCQx0fH8+c2pqSsoWTl3bnVOjkt6+oa8vMMsZmRszs93zczcdvmyMitrR2Ghd3a2S3FxACUxV69G5OefKC2NpkhpzaVLHtev55SUhN26VVJWFkPJCiU39MdIkf6yrl1Lob8ySmjoL+6G9D3rO9L3mu9L3zZobtlMMyTOANpk9UxLSzM3N3/zzTdfZdZirGew2OBKf+TsD57+wtkf/EPBfp6AHeBYrE/d2ZxsX9EHQdpvbO+xSJ8C2Z6kSMdWNoUWS4fX27fL6OBbWZleUHD66tXInJy9RUV+dMim4zIdvgsKTtEBnT6DJiUtpqfx8XNTU1fSZ1Y6+kdGjo+N/ZnGjOjoSTQMR0SMCfC3Cw4e4udrExw0yNenR0BAHxqAfX2tVapOPl5dVcpO3qouKqWZj6qrt7KLj8rSx9PST9Wdoq/Sytuzi49nVy9PC29PCy8Pcy8PC5WHqZe7mdK9o8q9o9JdoX54KJSeGlF+sJfOSI9T0tPjCuVphfKIQumqUO6VCgcUyqNSpCm7Fcr9CuUahXKDQmmvUDoolFMVyp8UytEKSkeUQxTKiQrlMKk8QqGc8jQOZeWOFFVjTdXzTzRVzlN4TepE6YvXJAuKPtO6quPUbqpZHX2nWCtnmAZM7aWa1ilgWm/Vj50C5/RTzTULXvqt9/IuoZuG+Wy2Cts52ndXj/CDo333W0e6fud3uGfEiXH+bjYR7uP9jttEqsb7nuke4TvOx8Mq3H807bTwAIrmYYGjaGeGBY2kNCgkYCjFYP9BNN4H+PVVn4Tws1EnQz7dayVDmqmPl5f21EfzhMezJz/MNJZgUedECItd5TU+jVZSWtZDit2lEyQ2UrSjGBjYlxYVGjqcXoqM/J6SkqioiVJkZ60mBQcPjIn5gToYJRw0W2zsrPDwsfHxc6jjJSYuoE5IWYgck5IWUUxIcIiJmZGU9Av1z7S0dSkpyygRoewkO3sHPaVI5YyM31ikl3Jz91FXz8s7RH2bypSj5OUdoBwlP/8k9f+iokD606CkhP5MKAW5fj27piZffrCTK/SgPyj24YEdu+SPCvLpFs0IRqa5DaCNp8nqaWpqunTp0ps3b77KlXK8Bqu8PI4+zdBxhB6//55GDxqJaZDWPGQ8rnOAYGcjaE52lKEDED1oUXQwKi4OLi+PLyryv3Ytlco0eNNxij5F0fKrq/Mo0qt0/Lpw4Qgd9ehoSJ/bIiK+o6NqYGA/OubSQVY6h28pfXRWl9n5fzrC0rE1J2cPHRkrKhJo+TdvXqGlVVVl0tJoFXSspISAjp5UiIv7+dy5NXTIpqcU09Od6Mibk7OLjryXL6tTB9rUwkIVbTkt4d69GtoDVGW2tXSEpYXTttGRl1KK8+e30HrPnVtFR3k6mlMykZBgHxDQOzFxPo0BKSm/hoWNouVLp8q303ozM7fTh1GaQu9KSVlBr7J52PawLaENoDmzs3fTkECRzU/Lj4+f5+PTlWajWtMnXTlGREyg6fRGWm9s7GxaL1WEIs0vjUaTpbGKnXKQRln/b+TxjPahVLZlYxstjY1wbMxjo6ORnVponIeundNRa9SWvug6i/Oy8dmUiKVQLBlSNy77U2KdgbJepfp/QEMoRkSMo25D/Vb64/qJegh1aeqErKNSF6XOSX+k9Bd0+bInPS0qCqL8g/70Ll50raw8Txl5VVUW/RHV1Fyiv5dbt0pKSyPpgEB/ULVOkNAhhSL97dNBg2X/mqdJAAwXEqxG16pVqxs3brzilTo7O+v6FmGDmpxmrjuWsFPf7KS3n5+1n18Pdoo7PHwUHX+Dg78NDOwtXdxgoVKZN8lox0Yp9mFa8z8RupODP0YjL68/3uvjo/5w7+vbTR6H2Jj07AUZbAzTjPU/AcCWUN9TBZrza1uv/tSnPuNxnT35JEpb5SnN4ym95C5twxlpyinpFNEJ6RTRUYXypHQq6Jh0cuiwQuksFbYqlDsUyk0K5XaFcqNUWCs9limUKxTKxQrlUoVy0dPyaqlAs61/GtdJE9cqVCs7qlabqlaaeq/p7L3W0n+zTcAWu9Ddw8L3jzp7elas+08pQUuSgxanxaxNjVyRmbo1PcEp49zW9OT16ec2pCT+StlASvKylJSllCtQcnw25ofoiMnhIaOiQieFBYyIiZweEfJdZMSk4IBBfn42Pt6dWTrybOqj0GiC2vHZ8zrmdWLta3qeRs2zPk8+OSifnsuhRJkWGBIyVL7wJTxcnfrExEyn2SgRp5w+MXFBSMgQyu+lfH0ZxdTUVZTBs8ye5euU/VDaTXkPfTYoLg7KydlLmQ09vXHjCn38ePBA/Z8gdvLysfq6AvVvTeG0CsDLQILV6D799NP8/PxXvNJHjx7NnTvXRGJvb6/5O1gvn2C9mgf7zwWlbjSKREdPk0aOJTROZGRsSUpanJ29WzoXtZ3GDBpXaCwJDx9DH7XZJZma6Qj7/wUbvdhZmcDAPmzEolGKRUoKaQr7+M4u59T2fxNzjeX0UD69ACUsbCS9NzLyyTkk2lr2cZ8ilWkUpOVHRIxlc1KkgZAibS1Nj4qaKMXJXirzyIhxlMeEhUjzBKj/pxPkN0A9vgYOlN47ytur89mYWUG+A1ISl4T6DU9NWh3iPSQ5ZkmwamBc6JwAj95RfpN83a3CvUZ4u3cO8RjsdcYi+PS3Pie7hLkN9z3QPezgcN8dVqHOw72cugRvGKhaax64qo9ytZn/im+Uq0x9l3VXruvo86sVJTFe8y2UyxWqWWbq/45NUP/PSzlIoRylUPaS/hFmpVD2VygtFcq+UqSJ5tLETuqC+uvJndQXJKnMzPxsbPysrdk9wmKmTz/744/JS5akLF2a7uSUtm5d9q5dWTt2XDh69MLhw1d8fa/4+FwNDy8JC7uWklIWE8PuHHI9O5v9fHZ1Xt7N4mJ63KmouFddzX5ru1FvkUG5BbvG68aNwtu3SykXYadXKyvTi4r8q6oyKSlhUyiWlkayC1lY+dat4vLyuDt3Kq5dS2EXtbAzNyzS0ijSYtmJ28JCVXX1RXaOh951714NS3Q0L3lh6U79/yMMAM0BEqxGt3379v79+5eUlDTVBrwM6h/FxcFFRYHFRSFFV4KuXPIuLPDMytqZcf631NSVycnLkpIWxcfPi439kXIgShpCQ0fGxEyLivo+JWV5aurynBwX+vR88aKb+hsiBT4Xs92K8vwvpBwpyvXPjdvH4qW00xnhv+XF7Ev1WZUd5Jx0ZnG2z64U12X5Pu4Zh7Ze9vDI3r2r0Msr28WFhuG8AweoTAPzpTNnMrdtK/T2Vt/k3M8vZ+/e4oAAileCfDOPb80LPZJ4emFu1L5Ez/mXEk6n+a6pvJyeF3rg9u9lhfFeD+/evZadrL51Q0EuxfLUBBoEiyOCKzPP55zedyXcP2nPL1nuLlHbJ6UcW0kZSeJRx5DtQ5KPLgnbMir96KaojVNz3Q7Erp2V7+aWsNyh4OTJ5FXLKJ5bs4qmJDo65uzZI98rnpKJ8HFjU1asCBoyIG7ePJ9eVmdnzqQYPW2al6VF1PffKxWK4MGDlaaKgF691FclW1lRmqK+eYWlFNm1yZYKX2trmtOvZ091lMrqOSlKt7lgt7x4cqWz5h3H2DXXmlde1/vx5Ias0tJ8LC1p4YF9+vjb2kZOmBA+dmzCggVUR8qT6MGSJJYeUSZE+ZD0o2mVjZ0DAQA0Z0iwGn/FhvzVPNrUsNGjw0aN8u/Vy/+bb/xsbPxtbALs7AJ79w4aODCoX7/Q4cNDR46ksTZ+9uw06VtX2bt2ZW7dmrl9e9r69fH29md//JFmoDnVtx19evstzdh4X7N65stW7BakUjpCW6JOU6Sbj7Iym/7kDvCaqYmuJbN7wmtGltZo3jFe877x9YnSe72lL4Vp3p3eWyNt8tJY15N0itVL455i7EttrHbUahSD+veX7y8WOWlSQO/esbNmUcMlLV4cNXFi6vLllPOdd3KKnzuXWo0m5h0+TOlsaUREcXAwO3vEbk/b1J0RAMCQGNBY/5JEqSdf6n8RcsmB6vmom3bUSWW8NFIQVtac/iQR0Zvo6LwnvJSsqL/TrnhyxohSSYqBffuqo3QfeMos5enPRCmVYfeKD2L3ih8+nGLEuHG0AdFTp1ImRxkMJZoJCxaEDBmSvHQppa3n1qyJnjIle+dOSmsuK5WZ27aVx8VddHX9PS2t4PTp61lZFw4fLouJoelFvr5p69YVenmlb9hQFBCQtWPH1fDwvAMHaH71nLm5Rf7+t0tL6SllQlUZGQ/v3qXc6NGDBzTx8dPbqeJ8EgDAK4MEC/Sh/hE6YgSlArEzZ8bNnh1vb09ZQuyPP5794YfoadOipkwJHzMmbORI/169/Gxs/rhFvJmZqlMnSiwCpHvIR37/ffjYsakrV6YsW5Z38GC2i8tFN7ecvXspM1D/y8/XlwrlCQmUIlzPyaEU4WZxcUViIot3Kioo26Asgcosstva362spEjlaykpFOld9CrlIizWFBSUhIXR0q74+FSmp9Pyr0ZE0LqK/PzYvxfPrV594ciR1BUr8k+coJSlJDSUXq08f75QpbpVVsbu/V6dl0d7gDaDIktTqEw5yo3CQoosfWGR5qTI7hVfI11vR5v0+GlaQ4tqugYEAICmgQQL9Kln/2BX21A+QXkP5RaUiNyrrmZJBtILAAAQEBIs0Eec/gEAAMCROAOoKPXkS5z+AQAAwJE4A6go9eRLnP4BAADAkTgDqCj15Euc/gEAAMCROAOoKPXkS5z+AQAAwJE4A6go9eRLnP4BAADAkTgDqCj15Euc/gEAAMCROAOoKPXkS5z+AQAAwJE4A6go9Xx5BnrbRAAAgOZDnAFUlHryJU7/AAAA4EicAVSUevIlTv8AAADgSJwBVJR68iVO/wAAAOBInAFUlHryJU7/AAAA4EicAVSUevIlTv8AAADgSJwBVJR68iVO/wAAAOBInAFUlHryJU7/AAAA4EicAVSUevIlTv8AAADgSJwBVJR68iVO/wAAAOBInAFUlHryJU7/AAAA4EicAVSUevIlTv8AAADgSJwBVJR68iVO/wAAAOBInAFUlHryJU7/AAAA4EicAVSUevIlTv8AAADgSJwB1LDr6ePjY2Vl1apVqw8//HDChAkVFRVs+qNHj+bNm2diYtKmTRsHBwd6qn96Q4nTPwAAADgSZwA17HpaW1t7e3vX1NSUlpZOnjzZzs6OTd+xY8fXX399UUIFFxcX/dMbSpz+AQAAwJE4A6jx1LO6uvqtt95iZTMzM0q8WJkK5ubm+qc3lDj9AwAAgCNxBlDjqae7u7ulpSUrt27dury8nJXLyspMTEz0T28ocfoHAAAAR+IMoEZSz6SkpPbt22dnZ7OnLVq0uHfvHitToWXLlvqna/WaXo1WFQAAAKMlzgBqYPXUmt+EhIS0bds2NjZWnoIzWAAAAM2QOAOowdfT1dX1o48+SkhI0JyIa7AAAACaIXEGUMOup5OTU9u2bTMzM2tNd3Z21vptQV3THzewycXpHwAAAByJM4Aadj3rXhpVU1PzWPq9q7lz55pI7O3tNX8HS+v0x0iwAAAAGp84A6go9eRLnP4BAADAkTgDqCj15Euc/gEAAMCROAOoKPXkS5z+AQAAwJE4A6go9eRLnP4BAADAkTgDqCj15Euc/gEAAMCROAOoKPXkS5z+AQAAwJE4A6go9eRLnP4BAADAkTgDqCj15Euc/gEAAMCROAOoKPXkS5z+AQAAwJE4A6go9eRLnP4BAADAkTgDqCj15Euc/gEAAMCROAOoKPXkS5z+AQAAwJE4A6go9eRLnP4BAADAkTgDqCj1fHmvPaupNwcAAMDwiDOAilJPvsTpHwAAAByJM4CKUk++xOkfAAAAHIkzgIpST77E6R8AAAAciTOAilJPvsTpHwAAAByJM4CKUk++xOkfAAAAHIkzgIpST77E6R8AAAAciTOAilJPvsTpHwAAAByJM4CKUk++xOkfAAAAHIkzgIpST77E6R8AAAAciTOAilJPvsTpHwAAAByJM4CKUk++xOkfAAAAHIkzgIpST77E6R8AAAAciTOAilJPvsTpHwAAAByJM4AaQz3Ly8s/+eQTzTZ79OjRvHnzTExM2rRp4+DgQE/1T28ocfoHAAAAR+IMoMZQz2nTpq1cuVKzzXbs2PH1119flFDBxcVF//SGEqd/AAAAcCTOAGrw9czIyPjss89u376t2WZmZmbe3t6sTAVzc3P90xtKnP4BAADAkTgDqMHXs1evXkeOHHn8bJu1bt26vLyclcvKykxMTPRPbyhx+gcAAABH4gyghl1Pf39/hULBLqXSbLMWLVrcu3ePlanQsmVL/dO1ek2vRqkPAACAURNnADWwetbKbzp06BARESG/JM+GM1gAAADNkDgDqGHXU9eJJVyDBQAA0AyJM4AaTz0128zZ2VnrtwV1TX/cwCYXp38AAABwJM4Aajz1rPU7WHPnzjWR2Nvba/4Oltbpj5FgAQAAND5xBlBR6smXOP0DAACAI3EGUFHqyZc4/QMAAIAjcQZQUerJlzj9AwAAgCNxBlBR6smXOP0DAACAI3EGUFHqyZc4/QMAAIAjcQZQUerJlzj9AwAAgCNxBlBR6smXOP0DAACAI3EGUFHqyZc4/QMAAIAjcQZQUerJlzj9AwAAgCNxBlBR6smXOP0DAACAI3EGUFHqyZc4/QMAAIAjcQZQUerJlzj9AwAAgCNxBlBR6smXOP0DAACAI3EGUFHq+fJee1ZTbw4AAIDhEWcAFaWefL0GAAAAL6Spx/BXRJR6NjevoIdhFc1h+VhFM1k+VtFMlo9VNJPlG80qmjOhK9+EjKNnG8EqjKAKxrEKI6iCcazCCKpgHKswgiq8mlU0Z0JXvgkZR882glUYQRWMYxVGUAXjWIURVME4VmEEVXg1q2jOhK58EzKOnm0EqzCCKhjHKoygCsaxCiOognGswgiq8GpW0ZwJXfkmJHi3az7QEM0EGqKZQEM0E2gII4AmbBr442km0BDNBBqimUBDNBNoCCOAJmwa+ONpJtAQzQQaoplAQzQTaAgjgCZsGvjjaSbQEM0EGqKZQEM0E2gII4AmbBr442km0BDNBBqimUBDNBNoCCOAJgQAAADgDAkWAAAAAGdIsAAAAAA4Q4IFAAAAwBkSLAAAAADOkGABAAAAcIYECwAAAIAzJFgc+Pj4WFlZtWrV6sMPP5wwYUJFRQWb/ujRo3nz5pmYmLRp08bBwYGe1n2vrnnq816oRVdDPJZ+VIbR9V40BEe6GkJPA8nQEBzp2uFeXl5dunT5y1/+QtPHjh179erVuu9FQ3D0MjsTDWG4kGBxYG1t7e3tXVNTU1paOnnyZDs7OzZ9x44dX3/99UUJFVxcXOq+V9c89Xkv1KKrIWR6Eiw0BEe6GuK5DfQYDcGVrh3erVu306dPV1ZWVldXL126lJKwuu9FQ3D0MjsTDWG4kGBxRgest956i5XNzMzo6MbKVDA3N5dnk0d6XfPoeS/Uh2ZDyOomWGiIxqa1IepOR0M0Nl0NQenXX//6V/kpGqIxvMDOREMYASRYnLm7u1taWrJy69aty8vLWbmsrMzExESeTf7j0TWPnvdCfWg2hExPgoWGaCRaG6LudDREY9PaEDdu3Fi1apXmqUQ0RGN4gZ2JhjACSLB4SkpKat++fXZ2NnvaokWLe/fusTIVWrZsWfctuuapz3tBl1oNIdPzL0I0RGPQ1RC6pj9GQzQOrTucXZX4/vvv5+bm1n0LGoKjl9mZaAjDhQSLm5CQkLZt28bGxspT6vMJA59OuKvbEDI9CRYagjtdDaGngR6jIRqBnh1+/fr1xYsXd+7cue5LaAiOXmZnoiEMFxIsPlxdXT/66KOEhATNifX5Hzn+v86X1oaQ6Umw0BB86WoI/Q30GA3B23N3OOVYWq/NQkNw9DI7Ew1huJBgceDk5EQfEDMzM2tNd3Z21vUtD3mk1zWPnveCLroaQqbnGiw0BEe6GkJPA6EhGoOuHT569OiMjIx79+5dvnx5xowZWq/BQkNw9AI7Ew1hBJBgcfBaHTU1NY+l3ymZO3euicTe3l7zd0rkPx5d8+h5L+iiqyHqvqT5FlZAQ3CkqyH0NxAroCE40rXDjx8//q9//evPf/7zJ598Mnny5GvXrmm+hRXQEBy9wM5EQxgBJFgAAAAAnCHBAgAAAOAMCRYAAAAAZ0iwAAAAADhDggUAANCIdN11u6E3cq7P7dL1vP3ChQu9e/dm18VTgZ5qfbuue4Hj9tINhQQLAACgEem663ZDb+Rcn9ul63m7mZmZo6NjpWT+/Pn0VOvbdd0LHLeXbigkWAAAAK+I5l23X+ZHRHXdvVvP2//617/Su1j5+vXrmjf51kXzXuD4adOGQoIFAADwimjedftlboOj6zbqet7+7bff/vLLL1VVVZWVlQsXLqSn+je11r3AcXOehkKCBQAA8CrUuuv2C9/IWc/t0vW8/cqVK59++in7yVkqFBUV6dnUuvcCx+2lGwoJFgAAQKOre9ftFzuDVXc5te5RoevtPXr0mD9/vnwNFj3V+nZZrXuB4wxWQyHBAgAAaFxa77r9AtdgPffu3Xre/uabbzb0GizNe4HjGqyGQoIFAADQiHTddbuhN3J+7v3s9b+dMqSFCxeyM1gLFizQlSHpuhc4bi/dUEiwAAAAGpGuu2439EbOem6XrknX23Nycr755pv/T2Jra5uXl6d1a3XdCxy3l24oJFgAAAAAnCHBAgAAAOAMCRYAAAAAZ0iwAAAAADhDggUAAADAGRIsAAAAAM6QYAEAAABwhgQLAAAAgDMkWAAAAACcIcECAAAA4AwJFgAAAABnSLAAAAAAOEOCBQAAAMAZEiwAAAAAzpBgAQAAAHCGBAsAAACAMyRYAAAAAJwhwQIAAADgDAkWAAAAAGdIsAAAAAA4Q4IFAAAAwBkSLAAAAADOkGABAAAAcIYECwAAAIAzJFgAAAAAnCHBAgAAAODs/wfhMIjc2PqBDAAAAABJRU5ErkJggg==)
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