Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dennis_Gallagher_120610_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | February 13 2001 |
Start Time | | 2001/02/13 00:00 |
End Time | | 2001/02/14 06:10 |
Key Words | | PS Convection Event |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -18.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 138.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Dennis_Gallagher_120610_2 |
Minimum Dst Value | | -50 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxOToyNzoxMyBFU1QgMjAxOLmXrKQAAAGxdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRGVubmlzX0dhbGxhZ2hlcl8xMjA2MTBfMjogQkFUU1JVUyBwbG90IG9mIHJobyBhbG9uZyBJTVAtOCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMS0wMi0xM1QwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMDEtMDItMTRUMDY6MTA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoxLjkyMDgzOTk5OTUsICJtYXgiOjIwLjM5OTk2MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyNDgsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2bUuiFAAAABGdBTUEAAK/INwWK6QAASl1JREFUeJztnXl8FdXd/y8JgYTEkECABEgIq+ybQMOiQghLIcoqjbIYNkEExcoSILJYKtgCRcRCC9SgWBB5bJ6ySDUPtE+sqGGRJ0JEUKCxT5SoqGijxJLn+7vfH+c1znbnzp27zXzef9zX3DPnzJw5Z2bOZ875nu9x1QAAAAAAAEtxBTsDAAAAAAB2AwILAAAAAMBiILAAAAAAACwGAgsAAAAAwGIgsAAAAAAALAYCCwAAAADAYiCwAAAAAAAsBgILAAAAAMBiILAAAAAAACwGAgsAAAAAwGIgsAAAAAAALAYCCwAAAADAYiCwAAAAAAAsBgILAAAAAMBiILAAAAAAACwGAgsAAAAAwGIgsAAAAAAALAYCCwAAAADAYiCwAAAAAAAsBgILAAAAAMBiILAAAAAAACwGAgsAAAAAwGIgsAAAAAAALAYCCwAAAADAYiCwAAAAAAAsBgILAAAAAMBiILAAAAAAACwGAgsAAAAAwGIgsAAAAAAALAYCCwAAAADAYiCwQNjjcrlkG6aPAByLP+6BN998s23bth6P7I9T45YGIOjgIQT+ImCveAgs4Dv+uAcGDBjwyiuvBOXUuKUZlAMIIrj5nIjLTa1ateLj47t377548eIrV64EO1P/n4qKijlz5qSnp0dFRSUmJg4fPvzgwYP6SUJWYLluIg189dVXMzMzo6OjU1JSpk+f/tlnn3H4jRs3Fi1alJCQQFedl5dHf0WSd999d+jQobGxsU2bNt2xY4f+8XWOo0QrMx6viG6eJk2a5OTklJeXSyP86le/ioyMpF9lEikU/uWXX1L22rZtGxMTQ1kdNWpUUVGRLEnDhg1Hjhz5wQcfiHDVLPGGzgGN4I9+Jnq+vvvuO99PbQK/CgvpE9exY0fpPUbbHTp0kEZg6G6ZMmWK1g324YcfZmdnJ7ihDfqrc9IAAFkGLAG3kRMRr49vvvnm5MmTDz/8MLXcFy9eDGqm/h8ff/xxixYtHnvssbNnz/7rX/+i1/H+/fuHDRumnypkBZbqwYcMGXLo0KFr1659+umns2bNIgHB4Vu3bu3Zs+dHbmhj27ZtHH7u3LnU1NRdu3Z98cUXly9fvvfee/WPr3UcVbQy4/Fa/v3vf//zn/+kmhowYIDYS4EtW7bctGlTq1ataFs/n1StM2fOJPH0/fffk75/6aWX7rzzTllMugEef/zxvn37qh5BFqhzQCP4Q2AZTBLWAqtXr15//vOfxa4//elPFKJ8JOnRvueee+677z7VA1IVL1u27KqbJUuWiBpXPWkAgMACloDbyIkoXx/UjE2aNIm3qWn8xS9+kZ6enpiYOHXqVBJhItWWLVtIAEVHR2dkZJSWlnoM542ioqIePXrQXoqj395PmzaNXq9ae0lqjBs3rkGDBvHx8WPGjKmsrJSdSGxoxfzuu+9mz55N4fQ9/dRTT0kTql6CTlFs2LChefPmtWrV0rkcWa6UfP3117GxsbxNjQppHd6mjf79+/M2KarNmzcbP77WcTwizYxWtmWBX375ZUxMjPh74MABknS00bt3b2W/oywtJaTkqjmRxqRciVPoZ0nngLL4VPWNGzem2+Chhx4iNSY7Dt0kjzzySBM3tMFdULLuNxneJpHdP1q3n+phZXh8KLQOonNS1WdEtcxpY+/evdJ7jA718ssvq37zkIhv2LCh8mhEvXr1qKJ5+6uvvqK/yjPKClNWhh7LQetZrq6uprdfWlpaQkLCunXrVM+lU4YiD7fffvvu3btFhulbKCUlxcgNCWwMBJYTUb406XWQnJzM2+vXrx88ePBHH330xRdfkOr6+c9/LlKNHj364sWL9G5atWqVeKvqhPMGvWj27dtHbyU6y/Tp03UyRjHpRam1t2vXrkeOHPnXv/5Fr625c+fOmDFDdiKxoRUzPz//pz/96T/dDB06VJpQ9RJ0imLUqFF0EJ1rEegIrMLCwoEDB/I2NQyiVbhy5Qq97nmb3unUAFDJUOMxZcoU+sTXP77WcTwizYxWtqXNVUVFxeLFi6W9RCNGjPjDH/5AG8899xxt6+eTKmLChAlvvPEGVZNWzM8//5yqrE+fPkaypHNAWfysrKyP3dDGypUrZceh0qbwcjeDBg1avny5ztnNJZHdP1q3n9ZhpXh8KHTypnpSrWdEln+xQXdC27Zt//73v9Pfo0eP0jaFeCuwxo8fTxmjS6DbmzJAf3VOqlqGHstB61levXo13fYXLlyg8Pnz56ueS6cMRR4OHz7coUMH0XFLL7q1a9eqXixwDhBYTkT50rx+/XpUVBRvt2/f/v333+ftTz75hL5xRSpqU3n722+/lfYraIXzRmpq6qZNm/7xj394zFjt2rWlraNOnwF95tKHo+xEHmO2atWqrKyMt8+cOSNNqHoJOkVx6dIlj5ejkyvi5MmTLVu2FIIyIiKCaoG3aSMyMpK3aYPag0/d5OTk5Obm6h9f6zj6yDKjcy1SEhMT33vvPd714YcfNmrUqKqqirbpl7apMdPJJ9ULtVvdunWLjo6melmwYIH43JeegpSlGLzWb+x1DiiLT1XP25T51q1by45DaUWE0tJSZQQl3iaR3T9at5/WYbVQfSh08qZ1UtVnRJZ/6cbvfve7u+++u8Y9Svv73/9eGYEgFZLjRjXnbBvANU4bqp8uSoGl9QyqloPWs9ymTRvRe6d1Lp0ylOahd+/eL774Im188MEHlAEqVdXsAecAgeVEVHuwqCXjbXrVSls4arBVU2nJGmX4iRMn6FuZPl7p61aMXqmSnJysbOPFcUpKSjIzM6lR54wJ6aA8o1ZManpF9z6JAI+XoFMU+sbjqkeTQt/6aWlpb7/9tgjR6nmicDEFgTRWUlKS/vFN9GApM2PkWujgy5Yto3LmvyRoZPJr4cKFOvkUUEmS0Ln//vuFBRjHpPALFy5IJ+LRN4BsmIwqUVSKzgFl2WAVyMnplpBlj0L0IyjxNons/tG6/bQOK8XjQ2Ewb9L4qs+IamTeoPj09vjjH/9Iv2J4VERgGjduPHHiRHEni3D+m5WVtWTJEmGDRX91Tir+SsvQYzloPcvS8tE6l04ZSvNQWFh46623/vDDD/feey99UiovATgNCCwnonxp0qf/5MmTeZveEaoG76YFFkNvogMHDoiBSFWoUczLy9M6L3047ty58/PPP6dXGP0qT+Qxpk4PluoZDRaFPsrIe/bsadq06fHjx6WBWrZTpDBIV/E2fXl7FFje2mCpZsbgtQgDKe6ykpbVRx99JDq0VNPKoJb1lltuUcbkwWs20OnQocNbb70lTXXs2LH09HSPB5RdguiNoA3jPVg69nYmerCM/DXSg+XxoTCYN4/PiGpksbFmzZratWuLQTGtJ0sLuov0bbBqFOUvO7LHctB6lumrT9mDJTuXwTKkV1yXLl3ou4LuSWHbB5wMBJYTEe+Fb7/99uTJk4888oh0FuHGjRvpC/Ls2bP0jvif//mfn/3sZ7JUsr8ew3Nycuj1REcjgUUn0snYpUuXKIKYRfjFF1/s379fHIca2j/96U/0ifzhhx+OGzdOR2BpxVy2bJmwLxk2bJjHSzBYFPrIIq9fvz4tLU20YYItW7aozv7bsWMHffqLIcKpU6fqH1/rOKpoZUZ5WGUgT/HLyMiocRtdZWdnyyJTURcUFGgd8M4773zppZdIMl6/fp2yOmvWLIqvGnP8+PFbt26ljWeffZYasL/+9a9fuTl69Gjnzp2FSwidA8ouYejQoWyDRRtKeym6SYTBTWZmZn5+PoeTXqQ7QXlAnSQ+Ciytw0rx+FAYzJvHZ0Q1sscLNPik0FcBZYx7sJYuXar6VSArf9mRPZaD1rP8y1/+cuDAgZRKaoMlO5fx+qXPFQrcvn27amkAp4GKdyLcSU5faXFxcd26dVu0aJHoI6lx2y9v2rSpffv2devWpfassLBQpJIdxGD47t276fMxOjq6R48eR44c0c/b5cuXp02bRjKLPogbNmw4ZsyYN998k3cdPHiQjhMVFUWagHKoI7C0YlZVVT3wwAOJiYmNGzd+4oknhNmZ1iUYLAotXD9GNZC4du1ajfvzl7592RXQ4sWLpUMPJAKSkpIo25MnT5YauaseX+c4HnMoMqN1jdKYDRo0uPvuuy9cuEDhvXr1Ug7+/vnPf+7du7c0rXTvf/3Xf1Hl0kXRjdGyZcuHHnro888/V435l7/8hScn0rWQkqNz1XdDGzt37jRyQNkl8CxCivnggw9KZ4TxBt0k8+bN4yljtCE64UiMUpGqFotWEh8FltZhpXh8KAzmzeMzohrZKoH1wQcfDB8+nKuV5B3fVDJk5S87ssdy0HqWSY6TpGvevDld8oYNG1TPZbx+X3755bZt21ZXV6uWBnAaqHjgUE6fPk3NcLBzAQINWjvjhPsz8sMPP9B3WiDPeNddd/3xj38M5BlBKIN3DXAW8+fPr6iouHTp0uDBgx999NFgZwcEGggsj9jmGSkpKRGzBf3Nv//979/97nddunRRutgFjgXvGhAElCNTAWv2Nm7c2Lx588aNG8+cOdOSedRBvBbjhEUmA4NjL9w4lj8jwSIuLu63v/1tYM5F91V6ejpJusCcDoQFeNcAAAAAAFgMBBYAAAAAgMVAYAEAAAAAWAwEFgAAAACAxUBgAQAAAABYDAQWAAAAAIDFOEVgqU5TBwAAAECACbYiCBChcp2vvvpqZmZmdHR0SkrK9OnTP/vsMw6/cePGokWLEhISEhMT8/Ly9Nf90ME5NQoAAACELM5pjkPlOocMGXLo0KFr1659+umns2bNGjlyJIdv3brV+Mq1OjinRgEAAICQxTnNcShe59dffx0bG8vbffv2FYvI0obqKutGcE6NAgAAACGLc5rjULzOwsLCgQMH8nZ8fHxlZSVvX7lyJSEhwdwxnVOjAAAAQMjinOY45K7z5MmTLVu2PHfuHP+NiIi4fv06b9NGZGSkTlpY1QEAAAChjHOa49C6zqNHj6alpb399tsiBD1YAAAAgG1wTnMcQte5Z8+epk2bHj9+XBoIGywAAADANjinOQ6V61y/fn1aWlpZWZksfMuWLVqzCL2qJOORi4uLFy9eXFVVZfzgAAAAADACBFagUZpMXbt2rcbtB2vhwoUJbkj3SP1g+UNgnT9/ns8+btw4by8BAAAAAPpAYNkNgzV68eJFFlidO3f2d5YAAAAApwGBZTcM1mhJSQkLrOTkZH9nCQAAAHAaEFh2w2CN5ufnizHK8+fP+ztXAAAAgKOAwLIbBmu0e/fu3H1FvwUFBf7OFQAAAOAoILDshpEaZQOsuLi4devW0cbs2bMDkDEAAADAOUBg2QFvPblv3LiRok2aNOnYsWOwcwcAAAAsBwLLbhip0aysLIq2a9eu6urq6Oho2r569WoA8gYAAAA4BAgsu+GxRklL1XbD/rcGDhxISQ4cOBCQ3AEAAACOAALLbnis0V27dlGcrKws/puXl0d/6df/WQMAAACcAgSW3fBYozk5ORRn8+bN/PfAgQP0d+DAgf7PGgAAAOAUILDshn6NVlVVxcXFUZzy8nIOuXr1Kv2Njo6urq4OSAYBAAAA+wOBZTf0a3Tnzp0UoW3bttLADh06UODWrVv9nDUAAADAKUBg2Q39Gk1LS6MI9erVq6qqEoEdO3akwKioqMrKSv9nEAAAALA/EFh2Q79G27VrRxFSUlKkgf369eNRQp5XCAAAAAAfgcCyG/o1OmXKFOVo4PLlyylw/vz5fs4aAAAA4BQgsOyGfo2OHj2aIhQWFkoDt2/fToEzZszwc9YAAAAApwCBZQeML5XDbkWPHj0qDSwoKKDA3Nxc/+YSAAAAcAwQWHbDhMDas2cPBY4fP96/OQMAAAAcAwSW3dCv0c6dO1OE0tJSaSDpLfgaBQAAACwEAstu6Ndoeno6Rbh48aI0EAILAAAAsBYILLthQmCVlZVRYPv27f2bMwAAAMAxQGDZDf0ajY6Opggyf1ektyiQtJefswYAAAA4BQgsu6Ffo6rTDMvLyykwOTnZn/kCAAAAHAQElt0wIbB0wgEAAABgAue0qo65Tu0araio0OqpgsACAAAALMQ5rapjrlO7RnVsrZKSkmgXFnsGAAAALAECy26YE1iqswsBAAAAYA4ILDtgcKmc4uJi2jtgwADlLhZY58+f92c2AQAAAKcAgWU3dGpUx6Go6hI6AAAAADAHBJbdgMACAAAAgg4Elt3QqdGCggLaO2nSJOWu0aNH067CwkJ/Zg0AAABwChBYdsOjwMrNzVXuokDaRRH8mTUAAADAKUBg2Q0ILAAAACDoQGDZDZ0aXblyJe2lX+Wu/Px8rV0AAAAA8BYILLthTmDp7AIAAACAt0Bg2Q2dGuVuqtWrVyt3rVu3jnYtWLDAn1kDAAAAnAIElt3QqVEdQysd8ywAAAAAeAsElh0w6MkdAgsAAAAIDBBYdkOnRnNycmjvrl27lLsOHz5Mu7KysvyZNQAAAMApQGDZDZ0a1XHXruPkHQAAAADeAoFlN8wJrGPHjtGujIwMP+YMAAAAcAwQWHZDp0ZJP9Fe0lLKXRcvXqRd6enp/swaAAAA4BQgsOyGTo2SfqK9pKWUuyCwAAAAAAuBwLIb5gTWtWvXaFd0dLQfcwYAAAA4BgisIKDqT8GgqwUjB9falZSURHsrKyt1cmX6vAAAAAAQOKdJDbnrVAosfxxWtktnb+3atWlvdXW1JdkAAAAAnAwEVtAINYGlM4AIAAAAAK+AwAoaSoGVlJRUr169zp07P/300z/88IMlhxVcvXqVdsXFxWklhMACAAAArAICK2ioFv13331XUlLSv3//+fPn66fVQTWJx3mC3bt3pwh0dm8vBAAAAAAyILCChk7RX758OSEhwdrDehRYOm5IAQAAAOAVEFhBQ6foy8vLmzRpYu1hT506Rbu6d++ulRACCwAAALAKCKygISv6nJyc0tLS77///uzZs1lZWfPmzdOK6dVhBR5XG8zNzaUIBQUFxs8FAAAAAFUgsIKAqsnU3r17u3btWrdu3datWy9btqyqqkoa36uDq4ZDYAEAAAABAwLLbmjV6L59+2jX+PHjtRLOnTuXImzcuNFvWQMAAACcAgSW3dCq0YKCAtqVm5urlXDlypUUgX79ljUAAADAKUBg2Q0ILAAAACDoQGDZDa0aXbt2Le1asGCBVsLt27dThBkzZvgtawAAAIBTgMCyG1o16rGDymMXFwAAAAAMAoFlB4x4cvcosPbs2aNvBQ8AAAAAg0Bg2Q2tGp09ezbt2rp1q1ZCj34cAAAAAGAQCCy7oVWjHt1cQWABAAAAVgGBZTdMC6yysjKK0L59e79lDQAAAHAKEFh2Q6tGs7KyaFdRUZFWQo+rQQMAAADAIBBYdkOrRj2u5VxeXk4RkpOT/ZUzAAAAwDFAYNkN0wKr5uZsRL9kCwAAAHASzmlPHXOdGjWanp5Ou86fP6+f1jk3BAAAAOA/nNOeOuY6dQXWxYsXddImJSVRnMrKSr/kDAAAAHAMEFh2wxeBZSQOAAAAADwCgWU3tGrUyPCfkWFEAAAAAHgEAssOGFkqx4jAMmIIDwAAAACPQGDZDdUara6upvDatWvrp4XAAgAAACwBAstuqNaoQSeio0ePpmiFhYX+yRoAAADgFCCw7IYvAsvjcjoAAAAAMAIElt1QrVFeZ7BNmzb6aSGwAAAAAEuAwLIbqjV69OhRCh84cKB+2vz8fIq2cuVK/2QNAAAAcAoQWHbDF4FF0goCCwAAAPAdCCy7oVqjhw8fpvDhw4frp123bh1FW7BggX+yBgAAADgFCCy7oVqjBQUFFJ6bm6uf1mA0AAAAAOgDgWU3ILAAAACAoAOBZTdUa3Tz5s0UPnfuXP20PJKYlZXln6wBAAAATgECyzxVVVX5+fmtW7eOjo6m3+XLl3/33XeWn8UIHpfKMWi9btAWHgAAAAD6QGCZZ968eZmZmaWlpaS06HfQoEGPPPKI5WfxFmWNVlRUNGjQwEgP1rFjxyhaRkaG33IHAAAAOAIILPM0adKkvLxc/KVtCrH8LN6irNF9+/Zxz9aoUaP00xp0+A4AAAAAfSCwzBMuAuvatWupqakU/uyzz+qnhcACAAAALAECyzzz5s3Lyso6c+ZMVVUV/dJ2aA4REgMHDqTwo0eP6qclKUbRoqOj/ZIzAAAAwDFAYJmHdNWyZctatWpFioR+H3/88WAZuUtRrdH09HQKP3/+vJHkzrknAJBx5MiR8ePHl5aWBjsjAICwxzmNqWOuU61GSQJS+LVr1zwmr127NsWsrq72Q9YAMElxcXFZWZm/z1JRUREVFYVRcgCAJUBg2Q1ljV69epUC4+LijCTnvq6LFy9anzMATLFz507uWDXSBWsaUlft27fnEzVr1sx/JwIAOAQILPOUlpb2798/JiZG3wdVgFHmgT79KbBNmzZGkkNggVAjKyuLH64jR4746RRCXTVp0oR+O3Xq5KcTAQCcQyhIgsBg/XVmZGSsWrXq22+/tfzIvqCsUa/ch3bv3p0il5SU+CFrAJghOzubBdaAAQOMDHN7y6VLlxo2bEjHJ43FE2lr165dVVVl+YkAAI4CAss80dHR33zzjeWHNYG+J3deYXDSpElGDmVwviEAAYNFf1xcHGusEydOWHv8zMxMfnD27t1Lfzt37oxvDACA70BgmadFixYhOJSmrNG1a9dS4IIFC4wkh8ACoUZCQgLdk8XFxcnJyayE7r//fguP36dPHzpmZGQkP870KUJ/t2/fbuEpAAAOBALLPL/97W9Hjx5dUVFh+ZF9QVmj8+fPp8B169YZST5lyhSKXFBQ4IesAeA10ikaZWVlERER9DctLc3CU3CXVVFREf+lJ8XIulIAAKAPBJaXR/GEJWfxMYeykJycHArctWuXx7TV1dX169enyJMnT/ZP7gDwjlOnTtENSRqI/z722GP094477rDwFDInJqS0XFiREwDgM6EgCQKDY65TUaPGR/0qKiq4h6Bnz55+yRwAXlJYWEg3ZHZ2Nv9lI/SkpCSrjl9eXk4HTE5OFiH6bk1KS0tFXxcAAOgAgWWeWrVqWX5M31HWqHE37jU3Z2zNmTPHD1kDwGs2btwoG7BjSyyr/I4WFxcr+6uaN29OgcKfe0FBQWJiYmZmJo+2E1u3brXk7AAAGwOBZZ5mzZr97//+r+WH9RFljRp3405s376dIufm5vohawB4jdKCkIe8rTJC5xteNsd29OjRFLhv3z7+27hxY5klgME5uQAAJwOBZZ4NGzaMHTv20qVLN27c8C4ragZbdJBFixYlJCTQt3JeXp63x5QeXPrXKzfuNYoRGQCCi0zr1Nzs07LqGyA/P5+OtnLlSmkg/ZVOvG3UqBH97d27N4V36dKFtimVJWcHANgYCCwfjuibkbss8tatW3v27PmRG9rYtm2b6VxJ/3rlxr3mplfSAQMGmDs7ANai9HzLZu/Gb2l9VKeA8GfG8OHDa25afdGXDy/Q6ZXTEwCAk4HAChqyou/bt++hQ4d4mzb69+9vyWG9cuNec7M5wWK3IERgJ1iVlZXSQHY6aomHlF69etGhjh07Jg1ky3c2pacvH9oeP34872K3vRhDBwB4BAIraMiKPj4+XrQiV65coXbFksN65ca9xvshRQD8h9bdOHz4cNm4oWlIRalqNRZ2pLRIWkmt2nft2kV/c3JyfD81AMDeQGAFDVnRR0REXL9+nbdpIzIyUj+tDtKYJkY0ateuTUl4QASAICJzgiVYvXo1hc+fP9/H4+t8TvAK04WFhay0xJoN3nYJAwAcCwRW0AhMD5ZXbtwZdusQgqsAASdQXl4uxL3WlAtWOd27d/fxXCUlJVrHoW8SPrXM3gtGigAAg0BgBY3A2GAZd+MuULVKAcB/nD9//vDhw6SrVqxYwSaAVVVVNWpOsBjaW9uNQecjWuzbt4+OP3r0aOUuHgpkZs+eLcJhpAgAMAgEVtCQFf2WLVu0ZhH6MjnRxOLNPDhCDZ7xJACYprKykl21NWzYUGga9our0/+akZHBd6nM/t0rdAbQS0tLRWYKCwtFuAmBdfXq1enTpz/zzDOm8wkACEcgsIKAqsnUjRs3Fi5cmOBm8eLFUj9Yvggsr9y4M7m5uS6s9wwCBUkWXqCJSExMpN+YmBgSJTVqTrAEPITXokUL+u3fv7+5rqwZM2a4tN2ys+yT9ZNVV1crLR31GTFiBCfZv3+/iUwCAMIUCCy7IatRr9y4M3l5eZSEPu6tzhoA6vTu3ZtuufXr15N8YVHFnj+VTrAEbJ4l6Nevn4nz6nTWVlVVNWvWTPXI3gqsli1bcpKePXv6OKYJAAgjILDshrRGzflcgCtFYJqLFy8++uijH3/8sVepeHlBnlfBMwcTEhLo7lV1gsXwvS0w53eU1xxU7d9l8yxizJgxqrktLy83cgrOZ7169dgd/IABA6CxAHAIEFh2Q1qj3rpxZ+BKEZiGJVFKSorxJMrPAO7EYgMsrc+DqqqqJk2aCIE1aNAgb7OqP9hHOq927dqRkZFvvPGGbJdX02yFU3h6GFmZtWrV6sKFC97mFgAQdkBg2Q1pjZrz2XP48GFKlZWVZXXWgP2pW7cuq5bVq1cbTHLs2DGK36tXLxHCnVjsj03pBIvZs2ePGBw014Pl8fOjoqJCtZvKq2m2LBN5wJ3OyBfVrFkzb3MLAAg7ILDshrRGvXXjzrBzIGmD5xyqq6uLiop8mZjmZKqqqiIjI9linZSEwYmovBaNrMeUO7Fc2uuOFxcXc4S//e1vvOGta9wDBw64bi446BVezcxlMzKhxtq1a0d/69SpYyS3JDQxnghA+AKBZQdcP0aEm7OmcrKnnwcffJCuPTk5GY7sTcCihyTFypUr2Y7KyPRVVV8M3IlFzJw5UythmRvaaNOmDcXkbeNwJnWOrwV7H5XObXzttdceeOABnvkoRYx+itupoqKCF+chead/Fn54mzdvjlsRgDAFAstuSGvUhBv3GlMT0e0BXTib9fjuwdKZ0J3muukXdOTIkS63GwWPJckLCyoFR1RUFIVnZGR4PC93KWl5W9AiJiaGUvXu3durVKT8OGPisSovL69Vq5ZLbb6hMMCSBrJy0uqZE/To0YOiRUZGoj8VgDDFOc2oY65TUqMm3Lgz9M1NCZVf5PaGuzTMGfSAmpvjeny/CU/opFn1R9OkUwilsN/RadOmeTxvSkqKy+1Dy3hWKyoqWBXdddddxlPV3BzQJMaOHcshU6ZM4RBlBqQGWNJTsxt6/XmIvMg0/XqVPQBA6ACBZTekNWrCjTvjwOUIi4qKuNljz2FeuWYFDEslLjqZnyrSQL///e+VSXQ8iZSVlZFKM9KV+JOf/IQOUrduXeNZzc/PpyQ9evTwtn+IMjxmzBhKW79+fdrevn07nzo+Pp42iouLpZFlBlgCFk/s60sL9veLybwAhC8QWHZDWqMm3LgzppVZmLJkyZLY2Fhu8yZNmuTyZhIcYNh0LykpSYQcOHDg4MGD69at474i+qXilXWLKqcQmkB4zFJ1SaqkqqqKDaFML7jJfXWkk3hWYEFBAbvnnTFjhjRXMgMsAU/U1bev4pFTTOYFIHyBwLIb0ho14cad0VmixE5QyVRUVIwbN457WVq3bk0NHne9dO/ePdi5CzPYb4Lqwsk8dYChe7JPnz5U7LxLdQqhCXgwjn5FyFtvvUWVmJ2dTapuwoQJpFcuXbokPakR6y4thA2+sDljpw8kp3iZ6pqbV00Xq3oE/vjRMXXnjxzchwCELxBYdoO7YUgomHPjzvDwxPbt2y3PXuiwdOnSiIiIyMhI0VI+//zzNe7uDTZBwyihV6jaGwlIy5IoYZ9VLol7dHPzMJSw4klKShJ9QuylXYowrWvfvr3v3w9NmzblbjkhFnn9aTZBKy4u5n67Vq1aqSb3aOrOAis5OdmXTAIAgggElt3gtmTQoEHm3LgzbO6tbyMS7vC6wtx9cuLECanBGUYJTcDuN/WHlcvLy9kTaf/+/TlEawqhCTp37iwOVVlZyXP9UlNTSUlzV67LPdOQ3V+lp6f76P5g1apVdJwOHTqIEO4YGzx4MIknHjokjbVixQrV5KdPn67lRma2JeAuLue8oAGwH855fh1znTfhKYTeunFnNm/eLMY+bMn58+fZJeaaNWuUezFK6C1VVVU8RcDjePS5c+dcbhdZ/FdrCqEJuE+IbnuxPWLECN5FeuvJJ5/kAUoWLhs3bvT9jJRtqUq7evVqnTp1xAOYl5enY0EvPNEr1zpkhMAyuOghACDUgMCyG1SjTz31lHjLe+vGneE59txW2RIeA5Wa7EjBKKG3CBejRiLzCN2pU6d8GcVWQkKEJRQdlscHi4qKpBFmz57ND0WtWrX8tBpg27Zt+RSbNm3Sj0mZ5HLQ8nTK0tNl2HIfABBqQGDZDa5RFhDEz372MxMHMbeIYbhAsondMQjrGSUYJfQKqYtRj7DQ2bhxoyVTCKVkZWW53I49XWqLGIr1oSMiIvzULUQPTnp6+j333GMkMndiaXm6Et9IBlccAgCEGhBYdsD1Y2rcNsU8WtGwYUMTBywtLaW09IVtdU5DAv3uKwajhF4hdTHqETHf0KophAJefFOYWykjXLp0acKECYcOHbLqjL6gry/FhdBFBThjAABLgMCyG6JGuc2bOHGiiYNUVFS47DiDqby8vFWrVrVq1apbt65O91WNu7ejXr16VAjvvfeeNPzkyZOPPvqo03zce0TqYtQjfHclJCRYNYVQcPr0aRYlVHfCXULIwuUg9Rwm4MFTxt5zTQCwMRBYdkNao77YDovOMC3KysqmTZtWWlpq+hSBR6xzMnjwYP2YlZWV7MEhNTVVGG4XFRVFRESgZ0uG0sWoR9j8iGWZJVMIGe4TCqPRbZ5sqNSCXKSMjeeaAGBvILDshlU1yo2fjqkKm7OkpKRoRaAvb9IxIbXeDskmnrEvM39WUlFRIVxkDRgw4OrVq3Q53By63JbUPk7ytxM8Qa9BgwbGO42EvbnL6hWZCgoK7rvvvnBZILlNmzZUAvStIguXCiwsRwhAmAKBZTesqlHuY9DpoGrUqBE3q6p7havrIUOGWJIfSygpKXG5lygxErm4uJhEVePGjXnIiX5JYM2ZM4dnqO3Zs0fEvHDhQn5+vmPHDW+77Taua4+yVSCcFFg1hTBMYat8pRm76IoLo944AIAMCCy7YVWNelyOsHXr1i5tR9XsGIki9O3bVzUCiZKMjAzSK4HsCuIlfr0acykrK2OXDcTu3bsphNf3FQutVFRUcK/Yrbfe6pdMhzwDBgzgAjFelWx+5LJ0CmE4orVkAk/jZVdY9BuUvAEAfAQCy25YVaPZ2dl0qNtuu0211aRA8YWtOhzDfuR1mgexakogl5Tu3r27Vx0tzKJFi7j7iu3ixVLBJSUlFMJdfUR8fLx/ch3qmHMWykvNSD2hOxBeMoF0vyycBRY7xyf5HpS8AQB8BALLblhVo926dWPdoLqUB/txYFSNlNkxko4C69OnD+/dv3+/JRn2CNu1xMXFedtnRvH37dsnHS3Ny8tzuReSY3XVqlWriIgII37MgwLVYMOGDTMyMvwxsc60s9BmzZrxDeDYodWam34llN6ARTj3nobmfQUA0AcCy25YVaPsDj4+Pl61VWY3UYzqNHI2LuGxM4qsjCAcVaenpwem/di4caNqY2aC8vJyYQJ/6623VlRU8DCZj+sH+4nevXtzVo8dO2b5wU07C33hhRcaNWrk8ClyWh59WWDl5ubyKCFWFFCFvhz0na0AEFwgsOyGVTVKooflkWr/E3dQsbl3dna2VtoZM2aojoCIbo+MjAxvjaIE1dXVXnV+sOYz6AzTI506dWLV8txzz9Hf1atX8/VacnBr4fmebdu29Ye5m+XOQh0FKSfVYXQuVbqdPJpCOpZf/epXrpsrIwU7LwCoA4FlNyysUTbDUlrgEqyceKRM6QDpwIEDLrfVM3d0kbKRRRDdHmVlZSzFvG1CqqqqWrduHRkZyYbnHqG3sMHViA3y3//93/Hx8aRa+P3u1fzEQCKmcw4fPtwfx7fcWaijELaMsnC2zaJfXrJdOmXV3tBzTS8NI5pJ2BiElCMYAKRAYNkB14+x6rA8XW706NHKXTwiVlRUxObesiEM9nJEzYPw2S1LLu324M6wBg0aeLX+rjCiT05O1tJMpC2EHy9evlop9XxB1iHEg57GPa8eP378scce8/fwKHetEW3atPHH8XnhPwudhToN7gaWqQQhsObOnetyr9sYpNwFmhEjRtD1duvWzWPMzp07842N7j0QskBg2Q0La5TlUXR0tNIMi3UVReBeLpntERuOsMUPtx8y2SHt9iCZUrduXW8VAJ1auP0ktaeUKdu2bXO5p/5x08U9AZs3bzZ+Cm/hKfdr1641Ell4ih82bJj/skTwICzjjyFCc1MIgYArSDaVRDwgrI+Vg+y2hO7P+vXruwxMyJUuJRQwI04AvAUCy25YW6PcUyWzUpdOHOMGQLpwMvctiXHD8ePHuxQL1sq6PViEab1VSd6NHDmyU6dO0n4y9mhF2eMGnjJz9913i70k+GJjY/n9S7qH1BjPxtJxTO877DzToFvIEydOcPY6duzovywJicwlrPQY7iOmpxACAUt/mWkgi/UCNy7HmLhxv52Rfilhe+CLEScA/gYCy25YW6Oqtttsb8Tr8bG5FQkdsZeH/MRkPf4rewPKuj0uXbrElliqs6X4FFLtIjxRHTt2jERDTEwMR7jllltIh/EuFnm8UadOHZf/HYHKzLz+/ve/Dxs2TOmkm+EWlKAM+y9LPMibnZ3tp4E801MIgYANGelBkwYKgUX3j8vqoe3QpKioiB8fVpz6/VLcw7d27VphxBkwby8AGAcCy25YW6Oy7iiG7ZnoPVgj6cMQw0+yyXrFxcWuH6+OrNrtQYJM2cwwJL94iWXST2z9yiZcwpf6zp076SUruqyIqKgo7jM7derU6NGjObBp06ZWFYsWwlmDGOwg8accmCMdSQ1JtBuXP70c8bWTzLLKlIeyumjRonfffZf/Ygqh72zevJnKcPbs2dJAHnknQcxzFEJzcXH6zrFkzUf60GrTpg2P+K9cuZKeF4/9UuwxmI0Q+BOuVq1a69ev9z0zAFgIBJbdsLxGeT1aqY0ID88JuxCOQC1BjZpzBwrhD1NhyKXa7cF9/qoNCbdADPvcYveeSqdTFRUVXbp0oXOtWbNGGt6jRw9XQBbNFR1+YrCjXr16ymjcP0Ff4eyqW9WVq+9QgYuBUfYB5vtICrd8kZGRrHQxhdB3uINWNsdTeGegunO5Z3IEK3ta0LOWkJBQp04d3+9edrjgcrv1568R/cnFso86+iV1RSFpaWk+5gQAa4HAshuW1+iCBQtcbo8MIoTNqsTUce7SZ28O3KVBAkh6BHYZJUSPareHUAPKUUKeLsQjKfRO5/6z9PR0LZNtZYcQHZxUXQAWPeTBU8oka8pbbrnF5V5RRxpHdF9RE+XXOWLcKchr0ai24iYQ7tfZLA9TCH2HF0WQPTJS91dc4H7NAz0a3nrsFAP3Pg5f0nn5Cy02NvbMmTMifO3atdwB/Ne//lWWhD/GpDfz0qVLSWOR7jc+hxeAAACBZTcsr1Ee45NO8eP+eaEbuHdkxowZ9JpOTEx0uW2epCqnY8eOFBgREcE25lrdHqqjhNzdlZSURCKJB7z40zY0J67TtzVnjzvb+EqlMwBqJN1XNTdtpCxxLi+D1wVy3TSi56Fe3z01iHFYNpHBFELfoWJ0KUbMWXPwxwZPUPDr/Ax+or2aY1tZWcmDevXr1zft6lMs5Um/MoV38OBB0W9NNxvdeBMnTuRdwgBLGp8DpcagAAQdCCy7YXmNCnOiv/zlLxzCXU3irSqsrLiTyeV2Gi49wmOPPcbhfAStbg/VUUKWIwsWLKiR+Myk79rQdN/Mc75cboN6KjfOMKlD0Xl24sQJEpokQLk54QidO3e2PCe8Bgvx7LPP1kgcWvrSjcd9LdT280AhC2JMIfSdhIQE14+XTGBHJ6xcZd8zlkO3Its4GvE+JVAO3HvLCy+8EB8fr6quatzfKnSnxbgRJ3rzzTdrfmyAJY3Pct+qpRoA8B0ILLvhjxrlWXj0pqMmVmkUUlVVFenG5fY79cwzzyj9Zj300EMeuz2Uo4SiQ0j4F2jUqBF3hoWmwKLCadasGTUbJKQ4hMc3hZok4eVy2+BzDx/JHX/YudNhuRFavny5COROEV88NfDg7Pjx44WJjAtTCK2ga9euVJKvv/66CJH2WvEHidZ0VEvge0M2TKmPbODe2+eRblHuAOOxcq1oVW5WrFjBryB6P7B1o+qS7Xx/0ouoQ4cOofl+AE4DAssOuH6M5cfnBoDfa7xIjrQrnppbNjLV+ZYVM4P0uz1ko4T8lSz1LPXrX/+a1NXQoUOtuziLqXYj/rIpCc+4JOHIXQXSJbT9YefOI48kZ6VK13d7KenYLk/dIkaNGmVBjp0Ny6mUlBQRIn2QhcsG/2WAP2xchleVVg7ce9uJxa8RYtq0aUbi0xeI8GxCtGvXTjVaWloaR6A3CWmsAJhdAm/x62B3UKCnID8///jx48pdEFh2wx81SjfQ3/72N+kLTjqrvKioiAPFJCBVjHR7yEYJ27Zt61IsxBZeXpu5w48uXLQQJHSk3UiW27mLsRJZufl+IrE+Uo17XIlVtVfjSkAVlgUku8XjIxVYPGnX3DCcEXjBaUbVT4oS5cA93QxTp041eEb+AKCH4uWXX/Yqqxs2bOB8arnzfeedd4T3Ozp+VFRUVlbW8uXLs7Oz6SPHq24tqovDhw8bVJzAIE888YTO+z9MYc9E9Ai8//77sl0QWHbDrzU6a9Ysfnk98MAD0vCnn356zJgxH3/8sX5y0e2RmZmpGoHegDwWQO9uNo2nv8oBx/CCH7+8vDwxeVC613I7dy1rX989Nchs70hP099NmzaZzytw8/jjj1NJTpkyhf/KzN65H9d/zsr37dvncg/zuTT8pNAdO2TIkDvvvPOTTz6pURu4F5rGyMfPsWPHeHDQXJ/ctm3bRo0apT/nUer9Tkq/fv2Mn4j7nvVHMIG3tGzZ0hXCNh7maNGiheg4kD0CEFh2w681KuZmv/HGGyaS88otLm335aw2pMTGxvqW5eAjLN9dihmFNVbbuT/55JN8IqVNtI+eGoSFuwihT3z79fYHBV5kSfhp4xmg6enpqnsth3vI6JNG1U8KPbODBg3im+rWW2+l9kM5cP+b3/yGPt+p1fTY31NcXBwVFUXJH3zwQb9cjIRly5YlJyePHTtWDEcSW7duNZKW7m2eZ+DCJFlLSU1Ndf14NFwGfU6Hna8NfnAaNGjgUiyMC4FlN/xdo/QB6suEJnrZ0VtPTEhUHpw+GekDd86cObm5ub179z548KDpc4UI77//Pr+pqWlRfg17a+dO8XW69Niax6U2q99HTw3Cwt1ccqADmzSJlQlkAosnhLKgoe9+ejSsdTwm1muXWUCePHmS5DgvxM69Dtx+sFs72QA0ixg6lP652rVrx0cL8HNNbfavf/1r7pFil8j6GF8V0a/YqZunRuI7RvULkOFpQEuXLg1w3kwjvjzpBcu2GbGxseLpgMCyG+FeoyRBLFl/I3Rg76MubSc9/E7p2rWr1IKNZBnpy1GjRknlFMmmxo0bJyQkqBpU8rp1JOPo212510dPDXDa7j9kM3P5hhF2KlK9xZNDCQu/8rlVOH/+PFtAdujQ4cyZM1TdbGNHv/SpQ3ejaD9c7gnFMpXPjt1dN030VOH7k4Qa3epBsaScPXu2yz0Y+tprr+lE82pVRP9BStplr3Ws2cU0DxAr+/IZ1vFakxhCEOmXJ3/EutyruvE9E+7NsXEcc52OqdEwoqCgYMKECVrCsVu3bvxYPv/88xxCzRUJKQ6khPwhS4EjRozgwNtuu012EGrweLK9jhm7L54apBbuwHK41WHtK+2yqrlpkhUdHS1moQqfvb5D9yRrjhr3LSSmoQjuuOMOEZnuHPbGQgJLeSg2WurcubOqgjdyf/obygN7ypV5Qpaye/duXoDB4KqI/oO9D3LVBBf6nKNy8H2aBS8BwjJX6h1QIKwp4uPjLey9O3ToEBUmPVD+mFUq+/IkUS76evnJtfyMoUmoX6fsvebLcSzMFQgABw8e5Pc+NW/0kXfp0iV2b80PKodTk8BtMAVyIye1JqGWg725ajVvjC+eGmQW7sBa2OKHbZhkAqvmZuFz+0QMGjTIqvOyZZ7oW+3SpQufIjs7m8Q0iSHZoPYzzzyTlpamaskkJJToQCUVKJYLfOSRRzzenwFg1KhRfIEyW5ka9wfMzJkzeW9qaqrWqoglJSWBscpq2LChyz3eJH3oqEgfeuihAFspsc8zl2EvHqpQeXIfJ5WezDsgQ5fGEfgusnDaLM+XcrnnZhl/g7377rsjR47UsmYRKL88RV8vP03m8x1WhPp1WlUTzqlRO0GNE3/YCUhj0RtHNh8qNzeX3nFs9UzvfR4orKysFH6M9P1pmfbUoLRwB9YiXXyQBx2kE0uFwbW4N6w6L0/sFeM1Z86cueOOO1asWGHuaDt37hT67O6776aPAWoy8/PzxTRDP61rbhxq5unxadKkics9CHvkyJEa99hl7969ef4ys2jRIpGEi4guhEppwoQJHMEXh71GEKtWyKQGe/RQ9bPqP9h8W9UNgUApXOheWrp0KckU/suGhvwOkXoHFLAtIH1F8LWreq8lcdaqVavmzZsrV6jUgl6t9erVE4VJr82UlJQpU6bMmTMnMTGxU6dOWpKLBW5UVJQ0wuuvv06y6YknnhAhql+edHuwWHROcxzq1wmBBVg5udxDMNKeg7y8vEaNGkmbPVZj9Mqjd414fWjNzRSY9tTAC36T1PM2ITCI1JsoD5RIV0Nn+eVyr/jJjYRV5+VeMau8mAobFFVIHFhyFt+hfPKaEASLLea+++4jCUh6SypfhNN5KdSsjhgxYvLkyX4ygV+9erXL3c0mlRr0ccWGcZGRkQEzC5NKPa1JDPfcc4/L7YlGhNDri9c4YheANTfnDbADRal3QI5PUszlHjdkOwqp91oq/+effz4zM5Okv5hy4XIbrVJ9eXSiwZ8rGRkZWs47ZNM1GLYXZERnJ52Lh48JPq/Ol+eaNWs4pucitgWhfp18e1Fj2blz56effvqHH34wfRxrMwYCCX3ud+jQ4T/+4z/0owlrEqZp06Y9evTQ+b5kzHlqEI4os7KyvEoIjCP1JsrOSkhLib09e/akEGpd6LXOvUG+2GBJ1QMPRhuZWGeQLVu2kBwkRf7www/Tq4xuNrqosWPHUgsn1o8KBV5++WXx+LAUSE5O1uoWYucCvXr1Ih3Qt29fYezP1K9fPyUlpWPHjpcuXbIqe2z7RQ+sVGpIXT3TTWLVufRhqUfSSmsSA4UI2Uf5JC0o1vCWChQWi4WFhZyKvQPyVSxZsoRj7ty5k/eyqqN66dKli+ieZ+gvPQLi7de4cWP9/POJxKD2sGHDSC6TOJ4/fz73Wfbr10+mVsVg97333sv6mzJPr0FxUXS9PFqqM7ea7iWeuOp1iYcn4XGd3333XUlJSf/+/bUmWTBKGS4lYLkFQYS+6khXTZ061bhVgTlPDefOneP7it6D3mcTGEIqqvhbXwwM8ee+y+2GquZm02turI1aDtJq1Dhxv4swn3fmkjLPPPPMXXfdtX//frr8Y8eO6fQJ0SNGMkJaSqQhWHVJpwVQ2UpT/fznP7/99tu5pqjAjU+OZn+BdGSqLzFeRu0CeyrmfmjfPefR9ZLc8dgTJqSechIDbdBdyt17oh+dVBEPKbZr127VqlU8WYcECk/MFKfjblrS4vv27RNlKDVuE4Zf4uAkcMW7jkqGJ1/rd+aJrjLpS1JMgBXGUlKDPNrLDyBfqYjDFrGksVjycmeex7nVzmmOw+k6L1++bHryiHNqFHiLOU8N7FgSS+L4FR6S4D5CmcCiyurUqRO930kQ1LinKbnMDuq99dZbfAOwzy1q+10a3tuBR86fP09ah5rw06dPN2rUiHtxRE8JVZbQB9wLQq90mW8LLYd2rLbFeBy36DypkFp0uh/Y3Z2J9b9JZ0ycOJFkX35+PnfS9OnTRye+VOqJfh2+xuPHj/P0Z5JNPOOStCB3tbrcfeo8iCb17tG3b19xZBI0YhIPfzyIOdTMjh07WD+dOHGCIpPCkxUXlTxrXJ3OPO5+kxl7SRHZa9GixXw3cXFxXJXiG+bgwYOcSRKLFW5EZ57HudXOaY7D6Trp1qFn0lxa59QoMEHr1q1dXpro8qekqqUCsAruXGTrdbZ4k30Wi/4PHkykXxNnET7NeZI8S2fpWCQwzYsvvshapKSkRPTrUFMt7eIikURylh6oOXPmTJkyhXZR605VSduDBg165513+FCsqIRu4CO7JJ6K2e5edayf9BNV7h/+8AflLko7ePBg14+JiYnR6QGSST1eValevXrSWRfPPfeciM+SnXj11VdFII+jyTIsTLvq1Kmj9bXgccImG63qdOa1atXKoxKlR09pY9e7d28RQfhHXbt2LYeIzjyPc6ud0xyH+nWSyi4tLf3+++/Pnj1LH7Lz5s0Tu7yqJOfUKDBBYmKiy+1Mcvny5WPHjp01a5b+Uo8894de2eG+ImSII0bran5s8K5Ef/HKl156qUuXLi+88IJWQjoF90NQ48R6i2SWhRfiZMTUE+7XIeVEmoYeHJIgt912G3e36MBdQZSEm21hZldUVMQRhg4dyiHUonMc4a+h3I10UaC2bdvGxsY2bdqUskEKiZScmCZJGw8//PDcuXP5IEqPFQKZ1Ku56QjU5fYfwRsynxGkV2TeHMTUB1KK0vBx48ZRrl555RXTBa7szNu7dy+94nr27EnvN37XNWjQwGOHPftTIDW2dOlSUsCUXLauLkm9AwcOiOOIzjyXJ4sL5zTHoX6ddGd07dq1bt26rVu3XrZsmbQ9g8ACVqH0JHnnnXfqxOfGfsGCBYHKoHNh6/XKykp9gcVessS6OjJ48ELmSJNeJk899ZRYYpmVFh2B/cIH3XWCbRAeAUhjqfpPIg1Eisfl7hMifZOent6rVy8SVVKreVYwPXr0kCbcsWPHxIkTpXXK1j8TJkyoca+6KIQd/VIjonzMXTed8p8+fVpphPSTn/zkzJkzysuRST2CbarovJQZupcMDlOS5KJPNWOl6B3SzjwSQMIhiIDEk8eDkGA1Yo4mZffu3Xx8+ljVieac5tgx1+mYGgUm+M///E96mdKntvDo49JeAZfeO/ym9rfXH1Bzcxkc+lZmh0Ba/mBl6+rISElJ4TqVdkuI2elz5sypcTec3A6x5ArKOjB25Ze//CWpWxJDWhFUl0inGiH9cerUKeHolZWTDidOnOCYUnF2zz33cO8RHXDz5s1paWn00b58+XK6tUi3LVy4UHkc4bGC5Jd0YJHy+eCDDyqlHtv7eyyHgCHtzGPjxcjISJatAwcOpMt/7733/HHeiooKVrT9+/fXieac5tgx1+mYGgU+Qi/KX/ziFy7tFXDZRkfqUhz4D5ZB+/btkzodVUVHGHFjI50bRQfksaGoqCiRJC8vj5tknpkILMSXKZkkj9q0aZOamiobolIidU+VmJjYrl07epZ14usM8W/btk0cqlWrVo0bN6Y8iFmB0rWSQhPuzMvIyOCJigHTf/RkjRkzRt8Rl3OaY8dcp2NqFFgCG45QG8x+AisrK8UXNszbA4nws+9RYLE/HuV6KcLtYVlZGc9cE44ZO3ToIG14qIp5KCo+Pt6ZPhpswG9+85shQ4bs3bvXxxqk5AsXLuzUqZPUtZ7r5mDlhg0brMqwn3jvvfe4M8ll6QI7luCc5tgx1+mYGgWWQJ+2UVFR/Hqi5jYyMpJerFOmTBk3bpzLbcoK8/bAIFatYftZnXXfeE1J4bNRIHV7+PTTT3OdxsTEqJpz8aIrrh87HwJOhp70hx9+mL61MjMz2V+on/zUW4vwup6enh5qXwvOaY4dc52OqVFgFUuWLKlbt67SPpS/YiGwAgPPOSd5xHPgdXSP1pqSUreH1Do2b968fv36WmbIb7/9dp8+fUK/fwIAfegFNWzYsJYtW7755pvBzosc5zTHdr5OWaMY7OyAcKW8vPy+++7r16/f0qVLhw8fTupq1KhRwc6UU2CPGL169eKZ5zqL4XBfl3JNSaXbw1D7oAfAUTinOXbMdTqmRoG/Qd9VIBHTAz1+JhUWFrrUVt716PYQABBInNMcO+Y6HVOjANgMqUdpnWg8g0zmwFpYuPs5jwAAozinOXbMdTqmRgGwGWIFkri4OJ1oUrfvAqmFOwAgFHBOc+yY63RMjQJgM9hBA8+H0o/JMxKkPnikFu4AgFDAOc2xY67TMTUKgM3gRXKMCKyMjAzXj1e5UVq4AwCCi3OaY8dcp2NqFACbkZ+fzwKrV69e+jFzcnIo2q5du0QILNwBCDWc0xw75jodU6MA2AxehtllYHkilmLCbzUs3AEIQZzTHDvmOh1TowDYDOGT2qPAYik2adKkGrezq2nTpsHCHYBQwznNsWOu0zE1CoDNKCsrY4HFykmHo0ePutzLOdP2jh07ONXMmTMDkk0AgCGc0xw75jodU6MA2Az2v0Dk5ubqxxReSWl7yJAhnOr1118PSDYBAIZwTnNs5+vEUjkA2AP2vzBjxgyPMdkr6ebNm+m3Tp06L774YgCyBwAwjnOaY8dcp2NqFAD70alTJ6n1ug7t2rUT31QFBQUByBsAwCuc0xw75jodU6MA2IyKiopatWrRIzx69GiPkWNjY1ldKVd9BgCEAs5pjh1znY6pUQBsBi8yqLqQs5KYmBiKmZiYWF1dHYC8AQC8xTnNsWOu0zE1CoD92Llz5/jx4434C33ttdeGDx/+zjvvBCBXAAATOKc5dsx1OqZGAQAAgJDFOc2xY67TMTUKAAAAhCzOaY4dc52OqVEAAAAgZHFOc+yY63RMjQIAAAAhi3OaY8dcp2NqFAAAAAhZnNMcO+Y6HVOjAAAAQMjinObYzteJpXIAAACAkMI5zbFjrhMAAAAAIUCwFUGAcMp11vismoObPOgZQP6R/yAmD3oGkH+HZwD5D3oGwhEHXTPu7yAmD3oGkH/kP4jJg56BcM9/0DOA/Ac9A+GIg64Z93cQkwc9A8g/8h/E5EHPQLjnP+gZQP6DnoFwxEHXjPs7iMmDngHkH/kPYvKgZyDc8x/0DCD/Qc9AOOKga3ZmBYcOKP/ggvIPLij/4ILyDy7OLH8HXbMzKzh0QPkHF5R/cEH5BxeUf3BxZvk76JqdWcGhA8o/uKD8gwvKP7ig/IOLM8vfQdfszAoOHVD+wQXlH1xQ/sEF5R9cnFn+DrpmZ1Zw6IDyDy4o/+CC8g8uKP/g4szyd+I1AwAAAAD4FQgsAAAAAACLgcACAAAAALAYCCwAAAAAAIuBwAIAAAAAsBgILAAAAAAAi4HAAgAAAACwmHAVWDdu3Fi0aFFCQkJiYmJeXh791Q+3Ki1gdMrq3XffHTp0aGxsbNOmTXfs2GE8LcrfK1w3kQa++uqrmZmZ0dHRKSkp06dP/+yzz5QJUf6WoFr+H374YXZ2doIb2qC/yoQof9/B+z+44P1vkHAVWFu3bu3Zs+dHbmhj27Zt+uFWpQWMVlmdO3cuNTV1165dX3zxxeXLl++9917jaVH+JpA18EOGDDl06NC1a9c+/fTTWbNmjRw5UpkE5W8hsvLv27fvsmXLrrpZsmQJ/VUmQfn7Dt7/wQXvf4OEq8CiNxc1JLxNG/3799cPr5G8Ck2kBTK0yoqeqM2bN6smQfn7Ax3/yF9//TV9RypjovwtRFb+9erVo2Ln7a+++or+KmOi/H0H7//ggve/QcJVYMXHx1dWVvL2lStXEhIS9MNrJBVsIi2QoVVWTZo0efzxx1NSUho0aDBlyhT6jhdJUP7+QEdgFRYWDhw4UBkT5W8hsvIfP3788uXLv/zyS7rz8/Pz6a8yJsrfd/D+Dy54/xskXAVWRETE9evXeZs2IiMj9cOtSgsYrbKijUmTJn3qJicnJzc313halL8JtATWyZMnW7Zsee7cOeUulL+FyMr/448/btGiBdtm0cY///lPZRKUv+/g/R9c8P43SLgKLF9UsKMUtJ/QKUP6y9v0jCUlJXmVFuXvLaoC6+jRo2lpaW+//bZqEpS/hcjKPysra8mSJcIGi/4qk6D8fQfv/+CC979BwlVg+TKO66gxYD+hVVYDBgyg54q3P/nkE9UHDOVvIUqBtWfPnqZNmx4/flwrCcrfQmTlHxMTo2WDJUD5+w7e/8EF73+DhKvA2rJli+qMA63wGsmr0ERaIEOrrHbs2DFx4kTRRTx16lSRBOXvD2QN/Pr169PS0srKynRiovwtRDmLMD8/n3uwli5dqmpkjfL3Hbz/gwve/wYJV4F148aNhQsXsr+ZxYsXS31pqIbXSCrYRFogQ6esli9fTh8uiYmJkydPVjVyRPlbguvHqAYS165dE7t4A+VvCarl/8EHHwwfPry+m5/+9KcXLlyQxucNlL/v4P0fXPD+N0i4CiwAAAAAgJAFAgsAAAAAwGIgsAAAAAAALAYCCwAAAADAYsJVYGktamtiIUnVRVtlaCU3srauzlkOHjx4xx131K1bl5Lff//9n3zyibnSAAAA52CP9z9TWVmZmpqqnwEQpoRrpWotamt6IUn9+1sruZG1dXXOMmjQoFdeeeXq1atff/31qlWr6Fk1XgIAAOBM7PH+Z+bMmfPkk09CYNkSO1SqdFFb007M9O9vIz7QZGvrqqJzFnpKVd0SAgAA0CKs3/9nz55t3bp1VVUVBJYtsUOlShe1Ne2GX//+NuLFX7a2ripaZ/nmm2/WrFnj8QMIAACAlLB+/48YMeLFF1/0mAEQpoR9pcoWtTW9kKT+/e0xuc7auh7PwmPzjRs3Pn/+vH5yAAAAgrB+/7/22mt9+vRhiy4ILFsS3pWqXNTWqi8YmU2ifnJlNrRMGrWeoq+++mrFihW33367hwsGAADgJtzf/126dCkuLlbdBexBGFeq6qK2gR+D97i2rsGzkMbyOIQPAACgxhbvf+XCVkYOAsKIcK1RrUVtTS8kqX9zayXXWVtXFdlZJk+efPbs2evXr//jH/+YO3cubLAAAMAj9nj/G88ACFPCtVKV2p8XtTW3CKjHbwit5FrZ8JhhDty7d2/Xrl3r1KmTmpo6a9aszz//3KryAQAAu2KP978sgi8FAkITVCoAAAAAgMVAYAEAAAAAWAwEFgAAAACAxUBgAQAAAABYDAQWAAAAAIDFQGABAAAAAFgMBBYAAAAAgMVAYAEAAAAAWAwEFgAAAACAxUBgAQAAAABYDAQWAAAAAIDFQGABAAAAAFgMBBYAAAAAgMX8HyT8DEr1Sa7+AAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |