Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-03-20020201_154300_20020201_202800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/01 |
Start Time | | 2002/02/01 15:43 |
End Time | | 2002/02/01 20:26 |
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 | | 8.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 238.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-03-20020201_154300_20020201_202800-constBx0 |
Minimum Dst Value | | -33 |
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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oF11VcWpqSUZGZddQUlLy8MMPY+Stt95asmSJbfrixYsxxZ3t3vHZ2kSVcsqlTvsgIiIP5ayrOhkbazQY8LhjxtKfwcrPzw8ODg4ICMCfly5datGixZo1azAeGhqK8cuXL99xu+48W5vUhnIWFRU9+eST+jq7fv16UFCQl5dXgwYNxo0bhz9dT68sddoHERF5KGddVa7JJAJWUUrKHdegh64zPT1dPHXq1KmmTZuiJ8UQ4+5s151na5PaUM7hw4d/8skn+jpbsGDBCy+8cMQKIyEhIa6nV5Y67YOIiDyUs67q+tWryFgnY2MrtYbCwsIJEya0bNnSNmXy5MmY4auvvnJzu+48W5t4fDkzMjL++te/Xrx4UV9nPj4+ERERYhwjfn5+rqdXljrtg4iIPJTEm9yF0tJScQ8WpKWlPfHEEz///PNf/vKXQ4cOub9ddTpQjy/nSy+9tHLlyhu311n9+vWLiorEOEK3l5eX6+mVpU77ICIiDyU3YBUXF0+aNMnb2xvj58+ff+655+Lj4zEeHh7+/PPPl5eXu7lddTpQzy5ndHS0wWAQt1Lp66xOnTq2G+4wUrduXdfTHXrApSopDxERkSQSfwcLGjZs2Llz55ycHEzv16/fwoULbbPNmjVr4MCBbm5XnQ7Us8uJBL1t2zYxzjNYRERENvwl9+rl2eV0dmKJ92AREZHiGLCqV+0pp77O5s+f7/Dbgs6m36hklavTPoiIyEMxYFWv2lNOu9/BGjt2rJdVcHCw/newHE6/wYBFRES1CwNW9VKlnHKp0z6IiMhDMWBVL1XKKZc67YOIiDwUA1b1UqWccqnTPoiIyEMxYFUvVcoplzrtg4iIPBQDVvVSpZxyqdM+iIjIQ0n8odEHH3zwscce69mzZ25u7j1uV50OVJVyyqVO+yAiIg8l8V/lXLt2LS8vb8yYMf7+/ve4XXU6UFXKKZc67YOIiDyUi66quDi1pCSjsmsoKSkR/+y5efPmq1evtk0/fvx448aN8ewdt3vHZ2sTVcoplzrtg4iIPJSzrurkyVij0YDHHTOW/gxWfn5+cHBwQEAA/oyMjPz73/+OieLZQYMGffbZZ3fcrjvP1iaqlFMuddoHERF5KGddVW6uSQSsoqKUO65Br0GDBunp6eKp//u//1u5ciVGsrOzn3jiiQsXLtxxu+48W5uoUk651GkfRETkoZx1VdevX0XGOnkytlJrKCwsnDBhQsuWLcWfYWFhzz777NWrV3v16jV37lx3tuvOs7WJKuWUS532QUREHkriTe5CaWmpuAfrhvVfzz333HNjx459+umnL1265P521elAVSmnXOq0DyIi8lByA1ZxcfGkSZO8vb1tU0JDQzHDokWLKrVddTpQVcoplzrtg4iIPJTE38GChg0bdu7cOScnx/bsunXrnnnmmStXrlRqu+p0oKqU897Z3etX3btDRETkSlV3VS+//PKqVasqu111OlBVyimXOu2DiIg8VNV1VdeuXfv++++fe+452y81uL9ddTpQVcoplzrtg4iIPFTVdVVY89NPP71z58672K46Hagq5ZRLnfZBREQeiv/suXqpUk651GkfRETkoRiwqpcq5ZRLnfZBREQeigGreqlSTrnUaR9EROShGLCqlyrllEud9kFERB6KAat6qVJOudRpH0RE5KEk/tDogw8++Nhjj/Xs2TM3N/cet6tOB6pKOeVSp30QEZGHkvivcq5du5aXlzdmzBh/f/973K46Hagq5ZRLnfZBREQeykVXlVqcmlGSUdk1lJSU2P7Zs4v/bsKAJahSTrnUaR9EROShnHVVsSdjDUYDHnfMWPozWPn5+cHBwQEBAXbzLFy4sFOnTu5s151naxNVyimXOu2DiIg8lLOuypRrEgErpSjljmvQa9CgQXp6un6GTZs2Pf/886Wlpe5s151naxNVyimXOu2DiIg8lLOu6ur1q8hYsSdjK7WGwsLCCRMmtGzZ0jblwIEDzzzzzLFjx9zcrjvP1iaeXU6LxYLKrlevXuPGjQcNGlRcXCymX79+PSgoyMvLC3F73Lhx+NP19MpSp30QEZGHkniTu1BaWmq7B6ugoODZZ59NSEio7HbV6UA9u5xt2rSJiIgoKytDTQ8bNqxjx45i+oIFC1544YUjVhgJCQlxPb2y1GkfRETkoeQGrOLi4kmTJnl7e4s/MfLDDz/cxXbV6UBrTzmRrB955BEx7uPjg+AlxjHi5+fnenplqdM+iIjIQ0n8HSxo2LBh586dc3JyKj7FbxE6VHvKGRYWFhgYKMbr169fVFQkxgsLC728vFxPryx12gcREXko/pJ79aol5dy9e3fTpk2zsrLEn3Xq1Ll8+bIYx0jdunVdT3foAZeqrChEREQSMGBVr9pQzri4uCZNmiQnJ9um8AwWEREpjgGrenl8OUNDQx9//PFdu3bpJ/IeLCIiUhwDVvXy7HLOnDmzSZMmBw8etJs+f/58h98WdDb9RiWrXJ32QUREHqpauqqioqJ///d/dzGDOh2oZ5ez4q1RZWVlN6y/dzV27Fgvq+DgYP3vYDmcfoMBi4iIahcEnYonIKra+++//9prr7mYQZ0OVJVyyqVO+yAiIg81YMCAPn36iPMO98HZs2c/+uijRo0a7d+/38Vs6nSgqpRTLnXaBxEReaiioqLAwEDX34iX6KGHHvL399+zZ4/rvVKnA1WlnHKp0z6IiIgkUqcDVaWccqnTPoiIiCRSpwNVpZxyqdM+iIiIJFKnA1WlnHKp0z6IiIgkUqcDVaWccqnTPoiIiCRSpwNVpZxyqdM+iIiIJFKnA1WlnHKp0z6IiIgkUqcDVaWccqnTPoiIiCRSpwNVpZxyqdM+iIiIJFKnA1WlnHKp0z6IiIgkUqcDVaWccqnTPoiIiCRSpwNVpZxyqdM+iIiIJFKnA1WlnPfO7r9aVvfu1CCXrl3KKMnIOpe17ui6Paf3YLireJdtmF+en3Y67a5XfvLCyavXr+4/sx9D25SjZUeXZC85XHoY27VNP3vpbPmV8tiTsRjBPLY1YGbbPPcC6ym/Wh6fH19wscDFbNhWQkHC8bLjplwTjkDokdCUohTsJ/bq3veBiMjTqdOBqlJOudRpH84gRiDEhGSF9N/av+OmjgajoXlEcwz9zH4Y+pv9bcMXLS9iOChh0JsJbyJzWE5YEDUQVrAS5CFn6889n4toMiZlDJbtGK2tv0dcj1aRrfpu7YtxjGAYaAnE8PW417vEdHkr6S2Mv7z5ZQzbRLbBsE98H9v8mKfTpk7zD85H/Cr+tRhZECEJ4S8uP+6zfZ8hD9ltHZExOi/6UOmhZTnLNp/cPGPvjPG7xmM9rSNba1u3tBqcOHj2gdlzMuZEnojEetLPpicVJqF0baPadovtZjsO3iZvDJuZmol9Plhy0EWRq0vp5VI8sP84OFPTpn6w8wMcahzS4F3B43aNK7xYWAP3mYg8lzodqCrllEud9uFMry29EBrEo5mxmS1OiZjVIqKFbSiihphHjLeJaiNCj4/JBxEttTj1WNmxFYdXzEyfiRTy6d5Px+4c+0rMK7b5fcw+2tDkY4ssYlti/WK6fnhzKd38+vGWlpbaMFIb+pp9MQywBNhlCCQq21bEPGL/RVQS69GXXazf1+Rrm37bdo235m8d1XrqnqmLsxd/uf/LNYfXoNTx+fH6TeeU5iAC6qfsP7Nff0IOM+DgD0kYMjRxKALQ8bLj4owdlkIo3HpqK1aYUpTirOIQbY+UHsFhRzocmDCw55aeLSwtRBkdPpCPUSmf7/t8dsbsrw98/cX+L/DA8Uk4lSBOFro+n+caDjv2HNkusSARhwJFQNS767URkUdQpwNVpZxy1b72cenaJXR16Mt/PvZz+tl0ywkLpoirWhjRz4nOe0HmAhEdOm7qiBTyzcFvEBfSTqehgz9x4QSWRRduyjWh78eU7QXb0ZcH7QzCIiLc6CNLC7M1ilnso1JzsxbU3oh/Axli/dH1s9JnzcuYh0yGEIb4hQyBx+7TuzH96/Sv20a1RWoZnTL6p6M/LctZFnkiEkshDWB+pIEpu6dgng7RHbrGdLVtXYShgIgAca4LqUVcRhSn5d5JescW1AIjtPNkr8a8ilSx4fgGrB8zoNRdNnexnUUT6/Qz+SGvYLbQI6HJRck4DgdLDiI9HDh74NuD376f/L6zEJNZkim2joMmQmq7qHbYq3eT3h22fZg4JiJjYYjjoF8WSQ5lwQx2IWnv6b36WkNwQR19uOtDZ/sgHshSbSLbIL0NShiEfRBnH108/CL8sGmUNOtclusGJk4cLsleMjVt6psJb4rq0LKdLpUieWNtfbf27bSpU+/43tiZtxPffjX21Wl7po1IGmH8xYgDi/Xkns+9YT2HKvUVcIedRxZMKEhAhaIIaNVoeOZcM4Z4vXy27zM0UQwxBRWNjIuwGJMXg5aAmYckDsFENMiVh1dOS5u2/pg25+aTm7Hg7qLdaE54QWH+vWf24jDi5YOGjdedrUES1T61rwN1RpVyylWb2sfG4xunp03vtLnTrTMx1q4a/Sv+fC32NYQJvPXb5hfndQYmDERwQZfpfjeAoIauEf0K1oZlvzv4HTpacbFPnIvqHtcdvenAbQMxjl3CbHLPZ6CbRA+N/g89HLoxdJMFFwtQhLkZc0XMwjxIb+L81qrDqxA0MRuWqngXlwidGSUZJZdKMA8SEvpIF+eNxNbRH4tzYyKWieiGo40kh+P/0Z6PhicNdxZlgncFT9o9CTWCmbvFduuztU/76PaIKc7m77CpA/KlOBmGnd9wbINdLMOqesT16Le138dpHyN7xZ6MRYAov1puy9NYquxKGY7V6OTR2KiP0QfJD0th50X0tDuNh+PpsOAIGRNSJ9gtYvcQDc/1Q5wIFIcOzTLAEoDUgviy+shqJH67036uiXblYhEcBHxgQGzqv7X/4ITB2GL7qPa2TwKiLGJ4M6+LhG2dIj4biJdJxdOr4nTszdO9ujn1J2VFrkUARdCcdWAW6kX6DXwIcGi6qDJERrzQEO/wPoDPQmjG+BMNdXHWYhxe1D5eER/v/Rgv2K/2f4VxNEIc83d3vDs4cTA+M2A4YscIpGGE8s4xnfGJqPPmzngpoTHjYxVSPl47OJgMi6RXmzpQ11Qpp1y1pn2cvHDytn5OdzFO/0CP3mtLr7VH1uIDN4IXpuDdU8oOIKPg8/2+M/vwXm+LU/dy1ekujEgaIXq4TSc2oWPAODq2qusScMxF1iy/Uo5MhiipP9Sf7P1kcfZiRM+3tr+F9Nk9tvui7EXBO4P184gkhz3EGlARmAHHcGnOUmTH3cW7EZVEjMPD9Isp+1w2chjSGLp/hBKkSaRMHOFKJRJxKRCbw1Li1GZSYRKqbFHWrX1D27BbCr31hF0T9HseEBGA1jU0cSj6YHTVo1NGhx0Pw/4cLzuOQoVkhaBTH5syFjn7g5QPcBCGbR+GnUdS9Df5+0f428JcxeCFzh6bcxZEkMCwzneS3kEt993aF/uAA4ulBmwbgGOCZbEV7AyG2C5qHzPbvRxsV5MxbBvZVotc0VrkemnTS7ahCGHi6rO4Dv5qzKtYXFxP7xLTRTQtg/VK8a2crRvqr0rrr0Rjqcq+KNDAUFn4PBNzMkac0EU8mpY2DUdefIbRX2EX29JvUeIDzfil6Jew0VEpo7A/aJ9oSHbnxUkptaYDvSNVyilXrWkfeJsT7/j4hIo3X3RyePtLP5uOj7M/5vyId+TP932OTkjfk6FfTC1Ore4dlynrXBbKLi4L4mgkFiTez2/8oSNE/4eYgq4OXZH+pJ2tE0Ka0S6wRrZE/KqYYypCz4p8hnSCRcR5Mjw2HN9QRbero9dckr3kxPkT+guFiM5iu+jIsfMIguI8U6WCnQ0OC4JpfH58+C/hiI9olv239n9z25tIJOIkqAglqEe7Bfef2Y/cZtCdaXNnKC5cIkJhzyenThZBEOs5dO5QQkFC2ZWytNNp4suziLmi1BhiCl5BKCD2Ezsszu+KYy6u8IoLf+IrpaZck7ggWHixEC+6Q6WH1h1dh1eWdo07LxIFmXNgji3qiVsbhyQOcXZ8sBWsE8suO7SsbVTbPlv72EKbj9HV2cGb0cp469sYtiiJY4sjgCHiI4ZYLSZilzDx9djXMcS+ddzUsUdcj84xnXvH9+63td+wxGGDEwcPShiE+UWAc/hAcbA2pHO0nCo9uYUawQMHR1SEGIov2SCwom2Iq7GoLLwMMWdlUywWxDrF2wXGsQasDStH5eLjx5f7v1yesxxvrXj9Wk5Yyq+Wi+9E67/ig6XQYGzfO957Zq/48g1eL+IcPz7yIaDjWGFtmI4XGj7ookEuPbQU7xvGX4xollvyt2B+c675s32foVAVr9eLd5WaE2prTQd6R6qUU67a1D7E2RTX80xInYBuTFy5mJU+6/7s2H2Gdyvxabu63obw5u5i0+LUUaVWiHdq0Z/13doXpavS+8ex8+JciLhQiCw1ftd4ccsdplRdYBXdG2INOmxsC52Q3QwifnWJ6YIZkGL7xPdBOEP6/CbjG3x+QGBF7/Xhrg+RG/CnGHaI7jD3wFz0WLJ+4ONe4MCiTxXnnJBaxB1atqeyz2Wj/56eNh1PiS/z3vYNDNPNb5+galA0DLvGdEXp3t7+NkoX9ksYPkftPr1bXCJEyEM4wJHEasXpVZEeRA7ARm3j7sD8iKFogeuOrUMaGJMyBiGs8+bOFcPW+NTxiAiY2cWhxlMiJ4k4gj3EQ4QkMcSeI1UgnmKLaHsjk0eiol+NebVNZBs8/Mx+7aLatbC0EEORnsWB8ovws53MQ1PBIcKCOFYz02cirIQfD8fBxycT7QzxoaUi2Y9IGvHejvfQorrFdMOxfXnTy+LAYlx8y1j/tR79l3tEE20XrV0BwLLiGr32scrSypahxVXj275Yo/sazc2r0tb910/RTxfv0m8nvo2W/PWBr7VbOXe8iymIvxh+vPfj0COhtjd87adnrD9tc6zsGMIujqTt+zQ44MiFmSWZKPvu4t04tpgiPkW4eCPChwdsd37mfDRL5EVRZdgiGhjeB2zbrU0dqGuqlFOu2tE+8LZVqU4Xb214yVV7l1NFULoVh1fc8WZtD4LKxdsc+on7EBnTTqeJ/nJB1gJ8khbjcw7M0X//sUqhb0D4SD+bjn5CdMMYQdcurmjjINyf3agi6LcQkZELURYkJHT/4iqwiI/6y6YtI1t2j+s+dc9UzIAIhfCETtR2iqW6y3ED/fSu4l3T0qaNShmlj1mIBShX+C/htt9MQaMtuVSCOcckj2kf3R4lRQRBksAD2Uh/TbOKrmzexeNmGLJeWRZfoBFXjUV4Es/ePFlY4XSp/rY8EZJQj5gobhUQ36oW1S2uOYhTm6J5iyvOYtzZd6v133RGyAuwBPSO72347Xq3OM8t1oM0j08d4lmxNnF1Xvz8DbaOvQpKCUIsjj8Vj/fMxIJEjK8+svrNhDdfi31NX1Jb7heREY3zi31fhB0Lqx0dqDtUKadctaB9ICeJH0rQ38BOdNcQaOZkzLH9+BlGKv7AWFUTPZA4SSB6suHbh9eaTwXiJKv+rilxjqprTNcRSSOW5izFAb+7K7DVAh9movOiURz975jg8e6Od4N2BrWJauPiIqOzhzgs3WK7dYnpMjp59Hs73vtk7yeTd0+enjb9g50ffLTnIxzDRVnaPYsbjm9ALFhzZM2CzAWrDq+alT5rYdZCLc+ljOm9pffN687WOCLikTgd22VzFzTswQmDsf5pe6aN3DHym4xvsM6v9n+F8aWHln65/0sEjo3HN4qvzYrfC8QIXh3rj63HBx4kEmTfuRlzkZxmH5iN4cZfNi7LWYbciaUOlx025ZqwLD6xiPN24liJ69GIyKhijItaxprFl1tt16zFaTysX/yCYN+tfbG3wTuD0Ty+PvD1kMQhPeJ6GG7/IRsRfUSwE0N9A9P/7I7+zJn+arL+/Jn49oy43VD/HeTb5jF614IO1E2qlFOuWtA+cs/niqaPV2N17wvVErfOY2UuqJZfrhdXYcQH6NaRrfFeH3ok9P7vRhUpuFiATDBlzxSD9Td1P0z9EJ2xuK2nunft7qFQx8qOTUidIH6RxO4RaAlsG9kWUWl86vgv07/8Yv8XiEHzDs5DJEIoQeViKMYjcyPFRa6c0px73yvxszVYG/IKWjLCje0OrZpzJ5NrDn9kBxEt9mTs2qNre23phUyJwIcP2Mh8e07v0b4Pkad9H2JG2owAS8D0PdPxKk4/m55SlHKw5CA+O2FOxEeEyP5b+w9KGGT47SY/ca6ulaUVwhwWF9vF0dtdvBuRDi1W+9Hmc4ewflSfOI9VCzpQN1VDOWvBwa0FRQC8K+H1IO64JJJC3ARTXVej8LaObuCnYz+hYdfif08k+vvq3gvJxP+YQt21imzV0tIyaGfQtLRpd3HrId0HqCzb9zmQO5MKk8RdendcMOtcVvmV8trRgbqDAetu1IIiEBHVQK5vo6ZaQJ0OlAHrbtSCIhAREd1/6nSg1ROwnKnqTV+/fj0oKMjLy6tBgwbjxo3Dn3e3ntrUPvBxsezo0ereCyIiUkJt6kBdU+sM1oIFC1544YUjVhgJCQm5u/V4evuYsXdG/639N4XOSh0/3jKglfEtQ9KU4YmfD80MmZ8yI2jf559uG97vl40bc9b9eLnU6c0016yn8S9eLLh+/eqF+/VtfCIi8mie3oG6T62A5ePjExERIcYx4ufnd3frQRGQKuQ+bvwWWWQNr1h/FVAM9dOzSw6Kb+gMWWUwrjUYwwxGo8G40Tpcbx2utv75ozbcMqtH6g8TLhbd/IHj61evZm6YHz+rT/Ty9sYNBvPa5pjfvN4fw8g1rUxh3gkrB8V92yN19qTYD7qnTvwwZuCrB77+ete4cacSEvLj469duiQSW9nJ4xg/tXMbhudysh0e5Cvl5aW/HElfO/PY5rDkkPeL03c5nA27dDot7WRMTOKQIYeWLMmYM+f03r3FqalY8/lc7XftSnNyMI+zqvy1WPvCM+Z0MY+Aea6Wl+dFR4vVViMUrXp3gIjorjFgVeUmq+/g1q9fv6ioSIwXFhZ6eXnd3XpQhGHhPgPCvYdt1IZDwr0xHLxRGw4K935zo49tODj85hB/auPW4UBtEW041DrESrRh+M1h/9uHQ2+b4ts/vNnQjb59MX2jGPfrp41rw7fDfbWhdfydjf76YR8xNDZ71zrsEm4INBpmG61xKryZdWgdr/iwBq/IuS2jP3xp86Suxsnexp+a3Xo2XBfO9OM//xbUMPzWYAwxmCb6Gj8zWGa3wMSIxc0xm2mJL541LfJFUNsWMkB/eMtPndy6pJ9xncH0o482jzX2mZb6J696vzBrh2025Izj8WEpY8YYWxvM/f2NswzGj5oZVxpMM72NSw3mL/2xXcvngcY5htip3dI3zDp37JBtWeSqI6GhaV9NMw41RI9sZ/zYsDm4y84vx56IjrSr66KUlPg+fZLeesv4isHyekvjNEPEOy2cRRwEu5LMzLRp07IWL97z6bSshQu3je2PkR1T381ctMB1hkOgvKFdxdbmKSpKKXP07U5ku4KEhMhWrTZ36pQ8atTeGTPumAvv6NLZszgaZ/bvL9q589CKpRkh32ydMiBu/Os7xr+zfeJbIoBS1bl4seDw4RUHD863WAL2efgPohK5gwGrdqpTp87ly5fFOEbq1q3rYmYX94pBZX8Br0Y9hlnjUdRPreNieublRefnxxfkbzt0YGnOoR9Td3yYlRWyMyVob8r0ePMbt53fujnUApblx8CIRf6x33WzzAmIn9fTMiswam5746JmpnXeWhjaqAttbgxNa72Na5vt+vnDyxfKYr/vhshl/LmZdT3WecKsa7NOMf/of+zQ+qzMRVGW9pErW2rz/Gh9VsS+8Arb1e25abnviaNRv5YX5yaYE6YMMH5tMC0U69fNv6xZ3OLu2XGLzp5J/yVmY1Rwm6ixbYwLDMZ5uuC40bBzbdCJ3fZRLGtpiHGIwfy2D4Kd8RuDVooVuvOCawyWTq0Shwy5XFamX0qLiRs35vz4oyUgIGpwOxxA0xrtjKDJ6H3x9v+Mlh8fb+xuML3mjThoHG9ANDT2MZzauvWOzR7RDVux/hvAYuSzU1u2pM+dufeLGfGT+sQFdzNN8DFN8THONmjFXG/dbV22Tvlm9MnYWH2Mw7jIgg4hriEFHl23LnPBAoyI2/vE4g6HpaU5uYfN+7d+mRA+OPvnJWlfT79YcF//1bcsd31acceOkVrDNls/b5h8rnvyj1oRuYMBq8rt37/fz8/v4Ycfvp83uUs8gxUYZmi+sdltw43asMVGQ8BGQ4sw+2FAmKHFb8Obi4RXGG5sFuBo6BtueHHDrWGgbvhimMEv3NDKOl5x2GZDM7tha+vw+x97JK4YXJZ/+I4lPXU8IW3LdHOY9u5v3qgNd8YFH81cd8XRfyXTrgBeLj2RFVlUtDMzc8HRoz/t2jVu165gS0SLzVFdsGxM2Cvmdf5b1/SJWt0mKeydzeteSQofHrmmrckacUzrmmkJZoM1JK3zjlgVsNMclGwZlXckOj3xa8vKAG0effAKv3UGLsLsh+G2rQMiI9okxg6NCGseF97dvNFnc1hn65q1PRfRwbTexxrIbq3BHK4ta9rgax/7rNu6GdGsD5PRGvKsc5p+NpSfLRQFv1xaikgRO/9Vu/ntHz9rJ/PMzf229OpVuH172fHjR0JD90ydqoVeP4NxhMH45W3zb47okrzjffS45aWFyWGjY37oWnGd5mktose0R6ypWB2IUwnvDd729sCIHv6W3i1M7zczfeCjJcX51iD1k/P91D/mGIwfGQ6vX1Fy8OC+zz5LGT06ql07ZMG86Ogz+/dX3KLZ39+W5E0dfZEIN3XvGNmj1ZaePaM6d9jSu0d093bR73WMGNMiYn4L06pmt506/Uk7enFTX905Oegev3iBlIbdy16ypCApKSskpOzw4cKkpLPp6TnLlh0NDd05duyR1avTZ80q3LEDFXf2wAFk3JLMTAzP7Nt3eMWKopQULHUiMhJFzl64ELE4Y86cHSNHHl2zBiOYHzn1SlkZhidjYrC21AkTUPC9H3+MdZZkZJzLysIOYM2FCQn7v/wyPy4OFX3u0CFEVYRO7SrziRNiHFtMThyFsm/a1Ck+vk9W1sKjR9edv9P/Bq0sEYixS0i0OLB4nZ5OS0Nllebk4ClMQQO+cPKkuIKPecSwODUVE1EWzCmm4E/Mjz/FGrD/OKoor5iCpzAPmiIvYZNrDFhVztvbe+rUqRcuXLifG5V4D9avF8rKzhReOF9iG54vKa7Uw7agWJXdsKQ4H8OzBScu/1ru/vCM9d4mjDscFuUdxjsghpUtb1nZ0RMnLFeulJ27h3/V56LbSFk32hzqK2KWcY135KpWWQmL7Oa5cC7/wOY5pqXWGISOebXB8llA3NrXM1JmI8YVFCRcqvCrkuJkADJfSUFminmMeWmLW+errMPE+CG5uaYLF05i386dy05NmhC7ptutM1UiZm30tVgCduwYmZ4+Kz8/HnNuWdnLGsgMWzb0yEiac+pAfMq80drJqqUihPlEWdpsTxyWsGXI/n1fHtg/6/DhFXtTZ2zd1O9mjJhuMA605g8fn5tZBOkq2Fs8a1kRYPmurRa2Zt6MHdGWDpEb2uhDj8nkFxHRQj8lMWxwVtoiHAEE32vXLl0uL8Ehjfv+dS1Tht0pQoV7m8J9ok3tN5k67kwMSk2ckJe3KS9vc07O8qSYd29ucZK3sZeDk6FIh5kLFojeF1kBccTYz2AcbTDOa2Zc9VvWFDsQaj2qaysE0PDfopVtylotCifOHIbOu7IXQFNWBUUtaGuZ2cr4vcH0lbdxucH4rTe2a5qlnVY0j/I1fmAw9m6Gw2vq72MMMpiG+honGMzv+BqnGcxv+RonGswDfI0jDebBvsbJBtNYb+005/Rm2npmNNOudAf5aHMO98OyEUNaYE5jLz9tbW94G8cZjEO8sZR5iD+mRAwOxDzmEX7GL7AeH+NXBtNkX+Nig3mGn/E7g3minzZlqq9xpSFyeqtfDhl/tf7zk507x2o1Ht0BrdHNU1niECHiYARhCC9zBCP8ecJiQbBDKEz98EOEv5iuXVFfUW3aYGgJDMQwokULbWgdF1MsL75o7uC36ZVOpt6+ka+2MrYzGJt7G18yRLTxM/f1tfRsaersbWnfwtTTx/RqgHE4yttMO55DDaYe3hGvtohs2RLh2+znp13Cfvnl+D59dgYHp3388b5PPz04b97R9euRKd0pEWIcPnsgHCPjFmzbhhR7tbz85gV0R+0BE62/nHUzHYqchz/F8MZvJxdFBMTKESvRtIp37841mXKNRmwlY+7c3VOm4EAhSaeMGbO1f//dkyZtf+sthGNEZzxrG+YsX46JR9auRc4+tn49hkjYSM/Fu3ah/RcmJ2M8PzYW6zz20094OWB+rBnzHPv5Z5FHz2VnY86yY8dQLkRekdQRUm9YP6fZ9hb7iUrEERMFca/5OyXuMcVW3F+V1lOkpLg4V30vGLCqXL169c6fP3+fNzp//nxn3yKsVJWr0z7upzTz9IjVgRlbvnExz9HNP8XN7HFg+Td4m6t4BsW1X+LDN3/Reefq4C1rehza8cNlJ782fjI9+vi2DVGz2qcun4j4hURl19Vdunh236YvN6146bZTU9aRQ5lLnWXQ0tKcpKQRWzb3uLnIEIPWgbVDT+9tMvpGRrQWV4jEZUH0kanfjNdC26rb7oc7sGt2Xl40ghRSVFFRSmbad3ZRyWz0tZgCTWF+zuJUtLn9poiXU5PHp+38KDc38uTJWHTtvzr5B3aInhZzoMl4M/yZ5/uYZ/vunDZ6+3tv62NWdPv2kR3aIE8gNLh1VswaqiLXtoxY658wf2j8zL6nkuJyt5qyMkISY4fcjHTLmyEkJUwZvHNy0J5p09Dn7ZkyZduQATk//njw229Pp6XlRUdXPFPi9PSh/nqxuOK8UT/UP3traNKdIr3t6rOYR1xLvXlK1fvW2vTP6q+w69eg3yLm9DakjB59eMWKLet7amsL006yRod3TA0dX5CeeOWidk1ZO5mUnZ08a+TehZ9HTmmVOH3o5h4vJ40YgTSztV8/rRY6dBAhCXnd3Ly5sYU1wfta66ibwdhSu6BsfN2AEKnV1PcGJD9EPePn1kvDqLiV2ulVbZd+0u3bz7pShFcYt3t8bUD61D4bDDZo0RMtvLvB+Ir184PvzaayuXNnVOWZfftQnIrtDc0eOexmu2pjfQRqex7RtoWlXfPNPTtv6tExfnDPLW+9kTRieOKwQVv79o17/fXNHTtGt2unpUNkuzZtLC1aIOdpaa9Du4h2LaO7t7O8ERjdu52lX4Dl5QBjNy0yGntYV97dum9ttOOvjWDYwrqrLXXDdtaJnax/4jBiWXyE6ICYjn1rZuxsMPl6Yw0mb2/tgGMYaB1ibc2aaaWwDrFjWpZFpfw2NIvxgAAMI1u3xjD21VdRX9sGDEAaxrg2vVUrDGNeeQVTEPtQ0uT337cEBCS9/TaGiM6o8Z1BQZs6ddoVHIzhjnfftbQK2PPRR8kTRmYtWoQWJU6sbnnjDawHM2C4fdgwcZL1hjWUI/Yd/eknROHspUsRCsUZTby4sGzCoEHa1rt2xThiIl50iLzYMaRGrCE/Ph4vQP3VfAQyhEUR9PUT8SIVXwzSZzV1OtBqK+dTTz119L7//NL169fHjh3rZRUcHKz/HSwGLKqUHUve0zqhtTd76ChT65SE0Xdc6tixn422G26swcVkuhmGjhxZq7+xHW9eadOmbQvqp50Ym2M4uP7b04f2VFzhmTP794RNcdbn7dgyMiNj9rFjPyGWYeV3ce3pypXyU6fi9eu0WAItloAY06uRG9qbFjfTvm268rf7zH57xMf33rKl1+HDq44cCT1yZM3Bg9/u3ftpSsrojIy5aWnTiot3FRYmOTtDk3lw/rbYAfqzWVoOWG49QYjx+c2QO80jfdCRx/R5xfJ6YMb389KWTI9d2tW0xtu0yvqF1rWtzRt9tkb1jTS1Sk4cFWt5beum/uZwpFjtpj1x8s9ieVGb06JNibJo6dYS0UobmgOt07XxmM3aNdnExKFRkW22b3/bbPaPjXlNe1bMadKuWUeYxdqs64lqZ12DtmazUZuOBbX1bNLWExv9qtnoFxeFCOUdG6VNiYnsZgl/MfqL9lpPjF7ZYDC96KPlkvm6iPNTM4yYlzZHqU2LrDHup9+CDmZYaDBONhj7G4yDrGfmPrOeacNRWmY9Vsu0cVOotbGFW78vYtR9Q0XS447rNG2w1uMy694GWROYtxb+0qZORbeds2xZ9uLFKaNGaT060lgvg3Gxtbptedf22GCdGGZt6mu1mxq1hoGkONUa7N43GMcYjBOs4wutX4JeYw2I+sxd8R5QcdsAXsVhBvM6H+1wrffRvoLzk7e2oEjP4qaFDRWzuPXZddbxlVo13Rwutx7273y0r9p80Rw7aZrmg5ewaZQ39s00XDtpanpHO0VqfFM7pWru463l0QHNtJ0fbtDusBSnBnv4aY2hfzNtqTHam4DpQ2uKndgMmdj0ifZCMM5sphXzK+tJ1rnWHVts3c8F2neMTFO0+zVNQ72Now3mET7GWVjK27jOEPG5v/kT36jh7REWTX18tGYz1rrOSf6mr5tFjAzU7u/s3AyNytzLR0vk2IeRBlNvb+Moa2LuYTAFeotoiKiXMGRIVNu2cd27a1NatoxoHYDazFywIPP77/FsjDUsRrRooUW9Xr2QGhOHDlWnA622cn733XevvPJKfn5+de3AvVCnfZAz+GR2YkvkiV0xW1a8sT/yc/cXPHcuKz19pr4HSkoajgjicOZLZ8/u//JLdEIuVoiPhgdWzNo9d5L2lj3ZembiY0O2OaQoK6VyRXLu5MnYo0dDN23qJJKEw4fZ5IfI+MsvxuLi1Hvf4taoAebwFs629Vv4sA512W7Tsg5lZ4/f+O3qsB3tUnlBQnl5vvUsYElRUcrVq+WnT6ddu3YJlYIhxn/9tRiFvXy5rKRE+5Svv9dQrFPMifVgzvz8+LKyY7m5JqwTkRFrw7PYijgviCmYU4RacY5QrEGs03bWsDg1NWX06G0DBohzgZs6dYof1Rs1aF7oa3R4xuhmH++tyw3Wnt7o7fRwaQ/rPCZfEQejotrGx/eJjGy1ZUtPjG/d2hcjycljEH8PHVp6+PCKEycs6emzcnKWZ2TMOXp0HT4Y5OdvycxccOTIejyLA4haRmTHUSorO44YnZUVgrVFRrZ2K5b9YM1Gfa3nhPpY0+Es6xTZ4a8KHs0qDO9+WZNJpF4fW/WJtGoK97a+oG59DLt5u4JRP6ywJxVOtZpEwwjXrV9/AlWcZN3g+FSuKUx8XenWl5ZMYbphqDW/zrAm2t7WWNzBoMWv8dZgOk87hWl61Xom7yUt8ppGNdNmRrZGcHzToE4HWm3lrJZfcpfFg3aVaiB0seiT8vKi0Ieh65K12nNZWedzc0/GxhYmJclapx7yATLE/v1f7to1cdu2fnFx3RMShmzd2n/nzqAdO0aio3V2qfGuZR78fvvWt3fseC86usOePR9tTxy+I/HdTZYO4ryRURc4zKv8TCt9suPsb93zFMjrqDjbj2JcOHnyYlnBvk2f74/63LL0xbhVPSJ+bp5gHrJ3xycFp7YjuhUVJe/cOTY5eZQ1MGln3cxm7exdXNxrqIsDB2ZiuHfvp4mJQ1BfiO95eZuQk86c2V9ammNLjeKH8WR9bxGrxaoQUhG8sCFEz+PHNyJwp6ZO2LNnakLCwK1bB1hThesgaLC2q4GZmfMPHVqSkTH3wIFZeOzf/1VGxryDB+dlZy/CxN27p6SkjNmypVdMTBeL5UWz2U+s1mIJwHHAhtAsd++ehE0fPrwyO3tJbm4kXmjYn5ycZTgUGMcUJEWkSbwG09O/wsHct++zXbvGiZVnZS2wDhfh6B09qp2C/eUXE/JlQUESli0sTMbBzM01I30eOrQMqRQzYA0ZGd9giL3FwU9Ofh+NNj6+L/YHJUKWwp9G7TRna+uwja3iIiK0U6GRkbdOgopnxalWxFYMY2K0L9Bs2dIbw61b+2Ft27cPQzLGSw9HIDl5NGZDeVHdOEo7Et7bt+/T6Kj28fG9rWtra7Te2IdhYsLQmMium8O1r/5EhGu/YmiJ0PYhNqYbEliM+WVtitF6Ctbc/Na+WW6d+hXT9ZWoj3HG8FtxUJxxjAhrbh8xwxmwyCV12gdRDXThwsn8/Pi8vGh0ikeyQnfFjbf7SQt1nDuXhVyLXl+M1PBfeUD2QgKzBqPbvhKLEICggLCCglS2CNq3Oi6XogGI7Cg95d8j2w8+Yz+xhxgifYqTppcunUVWxp6jMV+6VFJcnIqyYx4UB9ORUHE08Ky4rVPcMyqGDr/E7ZA4Jlg/hvq7TrHO8+dzETFRI+LOBNuJVdGczp49gA+BmKekJOPKlbKTJ2PLsZr8eOw8gmZWVgjqCylWhFpr8PKzxsE2SH4J2960TbHVr/VZ67V4Swt1OlBVyimXOu2DiEg6JAnk47y8zQUFCeKGvBoeDckh66nK48hbxcU7xXXzG9bIiyhWWJiQlDQiJ2cZUpq4Vi6+moN51OlAVSmnXOq0DyIiIonU6UBVKadc6rQPIiIiidTpQFUpp1zqtA8iIiKJ1OlAVSmnXOq0DyIiIonU6UBVKadc6rQPIiIiidTpQFUpp1zqtA8iIiKJ1OlAVSmnXOq0DyIiIonU6UBVKadc6rQPIiIiidTpQFUpp1zqtA8iIiKJ1OlAVSnnvfPQf5tIRERUc6jTgapSTrnUaR9EREQSqdOBqlJOudRpH0RERBKp04GqUk651GkfREREEqnTgapSTrnUaR9EREQSqdOBqlJOudRpH0RERBKp04GqUk651GkfREREEqnTgapSTrnUaR9EREQSqdOBqlJOudRpH0RERBKp04GqUk651GkfREREEqnTgapSTrnUaR9EREQSqdOBqlJOudRpH0RERBKp04GqUk651GkfREREEqnTgapSTrnUaR9EREQSqdOBqlJOudRpH0RERBKp04F6djktFkvLli3r1avXuHHjQYMGFRcXi+nXr18PCgry8vJq0KDBuHHj8Kfr6ZWlTvsgIiKSSJ0O1LPL2aZNm4iIiLKysoKCgmHDhnXs2FFMX7BgwQsvvHDECiMhISGup1eWOu2DiIhIInU60NpTztLS0kceeUSM+/j4IHiJcYz4+fm5nl5Z6rQPIiIiidTpQGtPOcPCwgIDA8V4/fr1i4qKxHhhYaGXl5fr6ZWlTvsgIiKSSJ0OtJaUc/fu3U2bNs3KyhJ/1qlT5/Lly2IcI3Xr1nU93aEHXKqyohAREdVa6nSgHlZOh/kmLi6uSZMmycnJtik8g0VERFQDqdOBenw5Q0NDH3/88V27dukn8h4sIiKiGkidDtSzyzlz5swmTZocPHjQbvr8+fMdflvQ2fQblaxyddoHERGRROp0oJ5dzoq3RpWVld2w/t7V2LFjvayCg4P1v4PlcPoNBiwiIqKqp04Hqko55VKnfRAREUmkTgeqSjnlUqd9EBERSaROB6pKOeVSp30QERFJpE4Hqko55VKnfRAREUmkTgeqSjnlUqd9EBERSaROB6pKOeVSp30QERFJpE4Hqko55VKnfRAREUmkTgeqSjnlUqd9EBERSaROB6pKOeVSp30QERFJpE4Hqko55VKnfRAREUmkTgeqSjnlUqd9EBERSaROB6pKOeVSp30QERFJpE4Hqko55VKnfRAREUmkTgeqSjnv3QO3q+7dISIi8jzqdKCqlFMuddoHERGRROp0oKqUUy512gcREZFE6nSgqpRTLnXaBxERkUTqdKCqlFMuddoHERGRROp0oKqUUy512gcREZFE6nSgqpRTLnXaBxERkUTqdKCqlFMuddoHERGRROp0oKqUUy512gcREZFE6nSgqpRTLnXaBxERkUTqdKCqlFMuddoHERGRROp0oKqUUy512gcREZFE6nSgqpRTLnXaBxERkUTqdKCqlFMuddoHERGRROp0oLWhnEVFRU8++aS+zq5fvx4UFOTl5dWgQYNx48bhT9fTK0ud9kFERCSROh1obSjn8OHDP/nkE32dLViw4IUXXjhihZGQkBDX0ytLnfZBREQkkTodqMeXMyMj469//evFixf1debj4xMRESHGMeLn5+d6emWp0z6IiIgkUqcD9fhyvvTSSytXrrxxe53Vr1+/qKhIjBcWFnp5ebmeXlnqtA8iIiKJ1OlAPbuc0dHRBoNB3Eqlr7M6depcvnxZjGOkbt26rqc79IBLVVIeIiKiWk2dDtTDymmXb5577rlt27bZnrLNxjNYRERENZA6Hahnl9PZiSXeg0VERFQDqdOB1p5y6uts/vz5Dr8t6Gz6jUpWuTrtg4iISCJ1OtDaU06738EaO3asl1VwcLD+d7AcTr/BgEVERFT11OlAVSmnXOq0DyIiIonU6UBVKadc6rQPIiIiidTpQFUpp1zqtA8iIiKJ1OlAVSmnXOq0DyIiIonU6UBVKadc6rQPIiIiidTpQFUpp1zqtA8iIiKJ1OlAVSmnXOq0DyIiIonU6UBVKadc6rQPIiIiidTpQFUpp1zqtA8iIiKJ1OlAVSmnXOq0DyIiIonU6UBVKadc6rQPIiIiidTpQFUpp1zqtA8iIiKJ1OlAVSmnXOq0DyIiIonU6UBVKee9e+B21b07REREnkedDlSVcsr1ABEREd2V6u7D7xNVylml7kNzqepN1IIi1I5N1IIi1I5N1IIi1I5N1IIi1I5NqJOKJOIhk4AvHm7CU9bPTdSQ9XMTNWT93EQNWX+txEMmAV883ISnrJ+bqCHr5yZqyPq5iRqy/lqJh0wCvni4CU9ZPzdRQ9bPTdSQ9XMTNWT9tRIPmWdg464hWBE1BCuihmBF1BCsiBqIVeIZ+OKpIVgRNQQrooZgRdQQrIgaiFXiGfjiqSFYETUEK6KGYEXUEKyIGohV4hn44qkhWBE1BCuihmBF1BCsiBqIVeIZ+OKpIVgRNQQrooZgRdQQrIgaiFVCREREJBkDFhEREZFkDFhEREREkjFgEREREUnGgEVEREQkGQMWERERkWQMWERERESSMWBVjwd+Yzc9LS2tbdu2jzzyyOOPP7548eKKC16/fj0oKMjLy6tBgwbjxo3Dn66nk2sOK+KB29WvX7/igqwIuRxWxOHDhzt16uRlhRH8WXFBVoRcDivi7Nmz/fr1a9iwYaNGjaZMmeJwQVaERBaLpWXLlvXq1WvcuPGgQYOKi4vFdHcOJiui5mDAqk5272JZWVlPPvnkihUrzpw5c/z48V69elVcZMGCBS+88MIRK4yEhIS4nk7ucPEbfbNmzfrggw8qTmdFVAW7ivDx8ZkwYcJZq/Hjx+PPiouwIqqCXUUMGDCgZ8+ep6xef/31JUuWVFyEFSFRmzZtIiIiysrKCgoKhg0b1rFjRzHdnYPJiqg5GLCqk927GBLVvHnzXM+JPgYvPDGOET8/P9fTyR3OAtalS5eaNm164sSJinOyIqqCXUX8/ve/Ly0tFePnzp3DnxXnZEVUBbuKePTRR9HTi3FkLH9//4pzsiKqCF4CjzzyiBh3cTBZETUQA1Z1snsXe+yxxyZNmtS4ceOGDRv269cPn9orzlm/fv2ioiIxXlhY6OXl5Xo6ucNZwMKHvIEDBzqckxVRFewq4rXXXps8eXJJSQleCxMnTsSfFedkRVSFigELx1CMI2npDyYroqqFhYUFBgaKcRcHkxVRAzFgVSe7d7G6dev26dOnwKpnz54DBgyouEidOnUuX74sxjGCRVxPJ3c4DFjXrl37r//6r4yMDIeLsCKqgl1FnDhx4qmnnhK3BGEkLy+v4iKsiKpgVxF9+/bt3bu3eGt64403HnrooYqLsCKqwu7du5s2bZqVlSX+dOdgsiJqDgas6mT3LoZPGPqPiY0aNaq4CD+dVAWHASs0NPTll192tggroirYVUTr1q3Hjx9vuwcLf1ZchBVRFewq4vTp08hVDRo0eOyxx2bMmPHnP/+54iKsCOni4uKaNGmSnJxsm+LOwWRF1BwMWNXJ7l3M399ff6ODw4DF6+tVwWHA+uc//5mQkOBsEVZEVbCriIcfftjZPVg2rIiq4OJrH99++y3CVsXprAi58AHv8ccf37Vrl36iOweTFVFzMGBVJ7t3scWLF9vOw/fs2VN/949tzvnz5zv8Joiz6eSOit2J2Wz29fV1MScroipU/BbhxIkTxRmsDz/80OEtvayIqmBXEXhfys3NRS2sXr36ySefzMzMrDgnK0KimTNnNmnS5ODBg3bTXRxMVkQNxIBVPex+ack2ffLkyY0aNWrQoEHfvn0d3uR+/fr1sWPHil8GCg4O1v/GicPp5JqzivD39w8LC3M4vxhhRcjlsCKys7Pbt2///1l16NAhJydHP78YYUXI5bAi8Nnv8ccf//3vf9+mTZvdu3fbzS9GWBESPVBBWVnZDZcHkxVRAzFgEREREUnGgEVEREQkGQMWERERkWQMWERERESSMWBVg8r+I09n052tx04VLX7D+b+sJiIiUhy7xmpQ2X/k6Wy6s/XYqaLFbRiwiIiI7LBrrGbu/CNPd34gTr8eO1W9OAMWERGRHXaN1cydf+Tpzr840K/HTlUvzoBFRERkh11jdXLzH3ne8Z902q3HTlUvzoBFRERkh11jtXH/H3m6PodUcT12955X6eI3GLCIiIgqYNdYPSr1jzxd3AXlcD12qm5xgQGLiIjIDrvGalDZf+TpbLqz9bi52ntc3IYBi4iIyA67xmpQ2X/k6Wy6s/XYqaLFK65B7lEiIiLyXOwUiYiIiCRjwCIiIiKSjAGLiIiISDIGLCIiIiLJGLCIiIiIJGPAIiIiIpKMAYuIiIhIMgYsIiIiIskYsIiIiIgkY8AiIiIikowBi4iIiEgyBiwiIiIiyRiwiIiIiCRjwCIiIiKSjAGLiIiISDIGLCIiIiLJGLCIiIiIJGPAIiIiIpKMAYuIiIhIMgYsIiIiIskYsIiIiIgkY8AiIiIikowBi4iIiEgyBiwiIiIiyRiwiIiIiCRjwCIiIiKS7P8Hl8BIBJ1v8akAAAAASUVORK5CYII=)
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