Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit303-10-20020616_053400_20020616_101900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/16 |
Start Time | | 2002/06/16 05:34 |
End Time | | 2002/06/16 10:17 |
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 | | -16.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 141.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit303-10-20020616_053400_20020616_101900-constBx0 |
Minimum Dst Value | | 3 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxOToxOTozMSBFU1QgMjAxOGOJ7DMAAAHPdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMDMtMTAtMjAwMjA2MTZfMDUzNDAwXzIwMDIwNjE2XzEwMTkwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNi0xNlQwNTozNDowMC4wMDBaIiwgIm1heCI6IjIwMDItMDYtMTZUMTA6MTc6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoyLjU1MDc5NDk5OTUsICJtYXgiOjU2LjczOTEwNTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX268VZsAAAABGdBTUEAAK/INwWK6QAAOA9JREFUeJzt3X94FdWd+HFIAkSIeAMphBAwaFhDRQo8UQNEjBhtlNhGRY2KGH/HNm7ZNkDUKNj6g/ZBN3WjpAtYuktrtKxNLSL2Yc32oW1q44q7WUkRNWrsRokaJbZRouH7+eZ8v/Pc3ntnMjeZe2funPfrD57JMHPmnM+ZO+dzZ+bOjDoGAAAAR41yuwIAAAB+Q4IFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA7zZ4I1apQ/2wUAMRWLg+fvf//72bNnD1lyLDbt1ljAGIRjuiVY7PQAYCEWB8nCwsKnnnrKlU2TYDnIl42KKX/GK9qvSs8888zSpUvHjRs3bdq0a6+99t1331XzBwYG1q5dGwgE0tPTa2pq5E/r5SNuSAmeaVZsiGeffXbZsmWpqamylRtuuOH999+3Xt1sfrTliJdffvn888+fMGFCVlbWtm3brJtjsXw4s42O+lvG8tah7u7unjFjRvDy0QZHn8ibFWJRmYjL9/T0rFq1atKkSRkZGevXrx+ynKgiHwsh9TcaNXr06KlTp5aXl3d2dlqsPoz6d3V1feMb38jJyRkzZoysVVJSIrtxxMqEzJSJL3/5y8GbkOk5c+YEL2D8V3t7+yWXXCIdMXbs2Pz8/J///Odq/kcffST1nD179nHHHSdb//rXv753794h6xxemWEvEG7ixImffvrpyDc9DLHOCcx6YXjbdaS2doaneKZKOqdl/mx5tMeIc845R75gychx5MiRe+65RwZFNb+hoWHhwoVvDJKJLVu2WC9vc3NmxYY477zzdu/e3dvb+957791yyy3Lly+3Xt1sfrTlHDx4ULKWHTt2fPjhh2+99daVV15p3Zwhl7fTdrMusw61DGP3339/8LrRBiciX0berJAhIxOyfEVFhSQl7w66/PLLH3vsseEFJ27CEyw18cUXX/z5z3/+zne+U1hYaLF6tPV/5513TjzxRCn2wIEDf/3rXyWr/tWvfvXVr341YmVCZsqEDNJPP/208V+/+MUvZE54gvXqq69Kdrhp0ybpd8ld/vCHP1x66aXqv2RbN910kyzw2WefHT58+Iknnjj77LOt6xyxMsNeYNirJFyCZdELLiZYdoYnEqz4SLCWy078rW99a+ogmTC+FUkXPvTQQ9nZ2fKtVP35/e9/f8qUKfLF4pvf/KYcaIzFjv3tyZLwTchwOH78eDW9aNEiGSDVtEwsWbLEenkzIRuyU2wI+ahMmDDBenU7xdopR8bp+vp6+80ZcvlgZhu18yEMCbUMYCeffHJfX1/wuiMJTkS+ibxZIUNWPmT5yZMnS76opiXHMrKTEUa+v7//rrvumjlzZiAQkBFLzbT4vG/evFnymNTU1IKCgra2NjV/7969CxYskJnyXyoTCv+whzTno48+Ou6442SisrLSSBbFtm3bZI51/SPutNdff/3tt98esY1mqwTX7cknnwzehLTu5z//eXjlr7rqqnvvvTfiJqQ50iizCgRv1OIgecwk+NYHz2hXCT9uR+xWs90gmHzZkORG2jJx4sSLL764u7vbTnOsNyo7gBQoy0ugIrbXohfM9jfjTzv7qnwH+N73vpeTk5Oenn7dddd98sknEeNmIeLwFPFDEVzgkME0q1j4pzh8W3YG8bPOOuvxxx83Kiz567Rp0+zs1V6TYAmWdF5xcXHnIMnT7777bjVf+ubrX/+6fB81/pTF3hkkExs2bDDmh0yEkB3lgQceMM40yO5l7FvyXVB2GuvlzYRsbshiwzU1NRUVFVmvbqdYO+XIfi9xlh1aPmCrVq2Sb0LWzRlyeTttlzIzMjLkWDB37twf/vCHn3/+eciK4aG+8MILf/rTn4bUZyTBicg3kTcrZMjKhydYspialkxryCDYjLwMVBKf11577cMPP1y9erWaafF5Lysr6+jokL1CvqMbGYmEYufOnXLIliPyDTfcELH+wYNEV1fXunXr1AkeyTCWLl36xBNPyHRjY6NMHz161Lr+EQ8jUgcZnyK20WyV4OOS1Gr27Nm/+93v5M/m5maZljnhBy7p+tdffz3iJi644ILLL7/8t7/97V//+lezahyzcZC0CL5ZmdGuEn7cjtitZsUGmzdv3vPPPy9NlmG4qqrqxhtvtN+ciButra2VSP550Pnnnx+xCRa9MGSCZWdfffDBB88999w33nhDPhQrV6789re/HTFuZiyGp/BaBRc4ZDDNKhbxUxyyLTuD+J49e+bMmSN7vvovic/GjRutG+tNCZZgnXTSSa+88oqalq8aJ598spqWvnnzzTeNxeRPY7H/+Z//CV4sZCKYyrLlK92hQ4fUnKSkJHWQFTKRnJxsvbyZkM1ZFxvupZdemjVrlnHUNlt9yGJtliMT8pl5b1B5eXlFRYV1c4Zc3n7b5XDT2toqxzjjw2lsMSTUv/71r8844wx1t0pwfYYdnIj8FHmzQoasfMjy11xzzdVXX602Kt/gU1JSrMuxGfnc3Fzj5IHB4vMuuZGa/stf/qJOQYkZM2Y8/PDDb7/9tkX9R/0t+Qouhwj1X++++650U01Njfxr3LkS7Z4jAQnObMJPFYSvEvK/P/rRj772ta8dG7zY98///M/hC6it9PX1RazAxx9/LGPYV77yldTUVAlgdXV1xK/+Qx4kLYJv1vZoVwk/bkfsVrNizUgEsrOz7TfHbKPt7e1qWlaM2ASLXhgywbKzr+bl5f3pT39S07JDnnjiicZiwXEzq4DF8BReK7MCIwbTrGIRP8Uh27I5iJ9++unq+/Orr74qFZCusWyuRyVYgiWHDGOHlgn5U01L34TcnGu2WMhECNmZ1q9ff9ZZZ6k/h/zyHbJ8yME0uD7Bf1qcxQlfXb7Fzpw584UXXhhydevaRlVO8CmKjIyMIZtjvbydtgeTr3RDhvq0007bt29feH0cPIPls8hbFBLVGawPPvhA8irJS+Tr+3333ZeZmTlko+zs7cEfbYPF5z1iDf/zP/+zrKxs8uTJs2fPNq7rmS2s6nPnnXcG36Qi36dlAeMapZ34hJCAhJ/BMjY6ZsyYkCtc0i7J4YIXkwWmTZv2s5/9TP41rrKFlGNx7sQgh0TJnK699lqzcxjWsbUZ/GDRrhJ+3A75X+tig8kXM+lH2S3VTmXkwdE2J3h5o6dC7kMwjOQMlp19VbK94C8DwfvJkD9GORZ2zIxYjYgFDhlMs4pF/BSHbMvmIN7U1HTKKad8/vnnV155pWSi4U1ICAmWYNn8hhT85UwmwhezuHQtO+WQ98qYLW8mpHr27wdqbGzMysp68cUX7axuUWxU5RQWFgbfZDPkMD/k8nY2Gqyzs1OOXOHzg0M9Kox1+dHeg+W/yJsVEu09WMEeeeQRSbasy7EZeRlmojqDZVFDOUzv2rXLyPxCPuwhCx85csQ4afHyyy/Ld+Wnnnpq+vTpxvf+aPccSWhqampCZhobnTNnzh/+8Ifg/2ppacnJyQlZ7IEHHkhJSTEui4SP1hL2+++/37omSk9Pz/HHHx8+f8iDpFnwLQ6ewziDZedPO2ewZOZPfvITyf5lSJZ/wyMW7b5k5wyWRS8EJ2rG2Zeurq6o9lXJMDo6OiwKH5LZ8GT9oRgymGYVi/gpDtmWzY6QyMi36DVr1sinw7hBMOEkWIIlXzeNy7eSYtfW1qr54R+S888/X91eIBPhtwJ86UtfOnDggLH8NddcI38ePXr07bffrqqqMr7wbd68OeIPiMyWNxNSPbNiQzz44IMzZ840PuRDrm42P9pytm3bZlwDKi8vv+6666ybM+TydjYqK8qHTT5IEljp4ttuu03NtxPq4PpEG5yIfBl5s0KGjEzI8rJF+fTJsP3444/PmDHDuFIwwsjfd999RUVFr7/+evDdG/Y/72pCgiDHbtmLZNCSvFbNDPmwB6/7/vvv33XXXQUFBccGb1iRA/pvfvMbmX766acXLFigrvRZ1D/iOPfmm2/Kpo1fEUpzfvWrXxlLSkoqW/mP//iPjwc1NzfPnTv3Bz/4gUWBxyIlWK+++qqMyg899JBE5tNPP33hhReM36+dffbZTzzxhCTc8qmROt9yyy0XXHBBxDKtD5JmwQ+JZzCb/WUWQLM/zYoNJtH4xS9+IaGQXUhCER6xaPclWd64B+urX/1qxCZY9IKxvGTk99xzj+xd0hdf+9rXotpX6+rqpM4yRxb77//+7yuuuMI6noqdY6bFh8JOMM0qFvFTHLIt+zuJfDuVmVu3bg2eaT+59IJEquuxwTOKMvSqHyDIhHGmMfxDon4gk56efuuttwb/TkFNyMgXCASMP5988sl58+aNHTtWBgw5HknOruZLEi0ZdGDQunXrjBOYZsuHi3iWxaxY63VFb2+vxepm86Mt59jghZKMjAyJnnxWg2+djtgci+XDWYd03Lhx8oVGPoFGz9oJdXBNog2OPpE3K8SiMhGXl6xOxoPx48efd955L730klORl/HgjjvuyM7OlrbIiKVm2v+8qwnJ+eS7dWpqqqRHzz//vJoZ8mEPbtGkSZNkzHvttddk/qpVq9QNT4rUQSWs1vGJ2Ja33nrr+uuvlyilpKRMnjz54osv/v3vf29E48c//nF+fv4Jg2TiJz/5yZAFjgob4Y4N/opWSpZayafj9NNPN57A9O///u8yX8IocZg1a9Y3v/lNs0+N9UHSLPgh8Qxms7/M2mv2p1mxwZ555hnp+jFjxshXmocffjg8YtHuS7LAzTffLMGREH33u9+VkiM2wawXjHLke6Nk8OrXgo8++mhU++oXX3whbcnLy5MDo+TlTU1N1vFU7Bwzwz8UUQXTrGIRP8Uh27K/k0gwZ8+e3d/fHzzTuu1ek0h1BQA4IrEGKnf913/9l6SqbtfCZZ9//rnxi5b4uOiii372s5/Fc4uO4zMGANohwRrS6tWru7q63nzzzXPPPfcf/uEf3K6Oy1pbW41fC8baF1988aMf/ei0004zntSQoPiMISbCr4558ICeEJWMli8bBcexVwyprq4uOzt7ypQpN910U4I+JsBBaWlpjz76aHy2JTtnTk6OpHTx2Vzs8BkDAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADhMlwQr4m/XAQBAnLmdEcSJNu3UpkcBAPAsfYZjbdqpTY8CAOBZ+gzHfm6nnuckAQDwLH2GY23aqU2PAgDgWfoMx9q0U5seBQDAs/QZjv3cTi4RAgDgKfoMx9q0c9So/v5+t2sBAIDWSLD8Rnp06tSpjzzySHNzc3t7e3d3t9s1AgBAOyRYfhPxWWc5OTn5+fklJSUVFRXl5eXnnHPOH//4R7drCgCAb5Fg+UFIOjVnzpzLLrusqKgoNzc3EAhETLmSk5MrKysPHTrkdt0BAPAhEiy/Ce/R/v7+jo6OlpaWXbt2bd++PSTlKisr27dvnytVBQDAr0iw/GbIHu3t7ZVk69ChQ5WVlampqSrNKigoaGpq4u54AAAcQYLlB8N+TENXV9eGDRsyMjLUirm5ufX19X19fbGrKgAAOiDB8pth9KhkVJJXSXal0qxJkyYtW7Zs9+7dsageAAA6IMHym2H3aH9/f1NTU0FBgXEXfE9Pj7N1AwBAEyRYfjPyHr3iiitUjrV69WpHqgQAgG5IsPzA2Vfl9Pf319XVpaSkSFENDQ2O1BAAAK2QYPmNUz26Y8cOKUrSrD179jhSIAAA+iDBijezs00DAwNr164NBALp6ek1NTXy57DLd6imxzZs2CClpaWltbW1OVUmAAA6IMGKN7OINzQ0LFy48I1BMrFly5aoynTwEmGwlStXSoHZ2dldXV0OFgsAgL+RYMWbWcQXLVpkPBlBJpYsWeJs+cPT399fWFgoZebn5/f29jpYMgAAPkaCFW8S8YyMjPHjx8+dO/eHP/zh559/ruZPnDixu7tbTR8+fDgQCAy7fGcq+v9JrfLy8tRLdXjUOwAAdpBguePTTz9tbW1dsmSJ8SiEpKSko0ePqmmZSE5Otlg99NXNMbtEqLS3t6unvVdXVztV5nPPPXfmmWd++9vfdqpAAAC8gwTLTW+99ZZxpsqzZ7CUffv2OfLgBmljXV1dfn6+kQ7+8pe/dKqSAAB4BAmWmzo7O6dOnaqmvXkPVrCRPLihr6+vsbGxtLRUZWnqx4mjR4+WCYlAS0tLLCoMAIBbSLDirby8vK2t7bPPPjtw4EBxcfFtt92m5m/evNnsV4RRdVJMe3QYD25obm6+8cYbZRWVV0mCVVZWtnPnTkm53nnnnXPPPVdmpqamSvYWu2oDABBnJFjx9uSTT86bN2/cuHEnn3zynXfeKXmGmj8wMLBmzZrAoHXr1gU/B2vITor1PVjB1IMbpk+ffvDgwfD/7erqktxLkqrvfOc7p5122pQpU4xaFRQU1NfXG5dBlf7+/srKSrVAbW1tTGsOAEDckGD5Tax7VFKi008/XbaSlJS0atWqioqK4uLi+fPnZ2dnR7zjPicnRzKnQ4cOWZTZ0NCgLh2WlZXxMAgAgA+QYPlNHHr0X/7lX8x+wJiRkZGXl1dUVJSVlSV/XnDBBTbL3Lt3byAQkFUkV+vs7Ixp/QEAiDUSLD+I5yXCY4MnsW666abTTz/9jjvu2L59+549e1pbWzs6OkIWi/YFO+3t7eqBW5mZmdz2DgBIaCRYfpPQPdrT01NcXMxt7wCARJfQw3FUtGlngvcot70DAHwg0Ydj+/zczjhfIowD47b3BQsWhPzwEAAA7/PHcGyHNu30S48+/vjjKl+cNGnS/v373a4OAABR8M1wPCRt2umXHu3q6kpOTjYeT1pXV+d2jQAAsMs3w/GQtGmnj3q0tbX1X//1X6uqqlSaVVJSwuVCAEBC8NNwbM3P7fTfPVghdu3alZGRoZ7gsHfvXrerAwDAEHw5HEekTTt92qOdnZ3qCQ6ipqamv7/f7RoBAGDKr8NxOG3a6d8elaRq48aN6teF+fn54Y82BQDAI3w8HIfwczt9f4kwWEtLS05OjjQzLS2tsbHR+i2HAAC4wvfDsUGbdmrQoz09PeXl5UZCuXjxYrdrBADA39BhOFa0aac2Pbp161bjOQ4rVqxobm52u0YAAPw/+gzH2rRTmx4VjY2NM2bMMNKsuXPn1tfX9/b2ul0vAIDu9BmO/dxOre7BCtfV1bVhw4bMzEzV/LS0tKqqqra2NrfrBQDQlz7DsTbt1KZHQ/T39+/cubOoqMhINGVa5vBABwBA/OkzHGvTTm161ExbW1tVVVVaWprxmp3p06d3dXW5XS8AgEb0GY793E7NLxFG1NvbW19fP23aNBWTSy65xO0aAQA0os9wrE07telROzo7O0866SSJyZQpU/r6+tyuDgBAF/oMx9q0U5setW/+/PkSlq1bt7pdEQCALvQZjv3cTi4RWtuxY4eERdIstysCANCFPsOxNu3Upkft6+/vVw9x2Lt3r9t1AQBoQZ/hWJt2atOjUbn33nslMqWlpW5XBACgBX2GY2+1s7u7e8aMGcHRHxgYWLt2bSAQSE9Pr6mpkT+HV7I+PRoVCXhqaqoEh5dDAwDiQJ/h2Fvt/MY3vnH//fcHR7+hoWHhwoVvDJKJLVu22C+Ne7DsqKyslOBUVVW5XREAgP/pMxx7qJ0HDhw4+eST+/r6gqO/aNGi3bt3q2mZWLJkyfAK16dHo9XW1ibBSU1N7enpcbsuAACf02c49lA7L7zwwp/+9KfH/jb6EydO7O7uVtOHDx8OBALDK1yfHh2GkpISic+mTZvcrggAwOf0GY690s5f//rXZ5xxhrrFKjj6SUlJR48eVdMykZycbFHIKEsxrX9C27Nnj8QnOzubFxQCAGJKn+HYK+087bTT9u3bp6Y5gxV/eXl5EqLGxka3KwIA8DN9hmOvtNPshBP3YMVHQ0ODhKigoMDtigAA/Eyf4diL7QyO/ubNm81+RThkJ3GJ0L6+vr6MjAyJUktLi9t1AQD4lj7DsRfbGfIcrDVr1gQGrVu3Lvg5WFF1kj49Omw1NTUSpRUrVrhdEQCAb+kzHGvTTm16dNi6urpSBnV2drpdFwCAP+kzHGvTTm16dCRWrlwpgaqurna7IgAAf9JnOPZzO7kHK1qtra0SqEAg0Nvb63ZdAAA+pM9wrE07tenRESosLJRY1dfXu10RAIAP6TMca9NObXp0hJqamiRWubm5blcEAOBD+gzHfm4nlwiHob+/PycnR8IlmZbbdQEA+I0+w7E27dSmR0eurq5OwlVcXOx2RQAAfqPPcKxNO7Xp0ZHr6ekJBAISsf3797tdFwCAr+gzHGvTTm161BGrV6+WiJWWlrpdEQCAr+gzHPu5ndyDNWyHDh0aPXq0BO22225zuy4AAP/QZzjWpp3a9KhTkpOTJWjz5s1zuyIAAP/QZzjWpp3a9KhTKisrJWiXX3652xUBAPiHPsOxn9vJJcKRaG5ulqDl5+e7XREAgH/oMxxr005tetQpPT09ErS0tDS3KwIA8A99hmNt2qlNjzooMzNT4tbR0eF2RQAAPqHPcOzndnKJcIRKSkokbrt27XK7IgAAn9BnONamndr0qIPU07A2btzodkUAAD6hz3CsTTu16VEHbd26VeJWXl7udkUAAD6hz3CsTTu16VEHtba2Stzmz5/vdkUAAD6hz3Ds53ZyD9YI9fb2StxSU1P7+/vdrgsAwA/0GY61aac2PeqsnJwcCV1bW5vbFQEA+IE+w7Hz7ezr66utrT355JNTU1Pl37vvvvvTTz91fCvR0qdHnVVWViah27lzp9sVAQD4gT7DsfPtvO2225YtW9bW1iaZlvx7zjnnfOtb33J8K3ZwiXDkampqJHQbNmxwuyIAAD/QZzh2vp1Tp07t7Ow0/pRpmeP4VqKlT486q7GxUUK3YsUKtysCAPADfYZjEixY2b9/v4QuLy/P7YoAAPxAn+E4JpcIi4uLX3nllb6+PvlXpu1cInzmmWeWLl06bty4adOmXXvtte+++66aPzAwsHbt2kAgkJ6eXlNTI3/arwmXCEdOOjElJUWiJxNu1wUAkPD0GY5jcpP7nXfeedJJJ6Wmpsq/d911l52b3M8555ynnnqqp6fnyJEj99xzz7Jly9T8hoaGhQsXvjFIJrZs2TK8WunTo46bO3euRG///v1uVwQAkPD0GY692M7e3t7x48er6UWLFu3evVtNy8SSJUuGV6Y+Peq4FStWSPR27NjhdkUAAAlPn+HYc+385JNPHnjggeXLl6s/J06c2N3draYPHz4cCASGV6w+Peq4DRs2SPSqq6vdrggAIOHpMxw73862trYlS5Ycd9xxw7j/SS08ZcqUQ4cOqTlJSUlHjx5V0zKRnJw85OpmRtIonTU1NUn0SktL3a4IACDh6TMcO9/OgoKCe+655y9/+cvwVv/444/Xr19/1llnqT85g+W69vZ2iV5OTo7bFQEAJDx9hmPn25mamvrJJ5+MpATJsSZMmKCmuQfLC6RPJYC9vb1uVwQAkNj0GY6db+eJJ57Y0dER7VrXXHPNgQMHjh49+vbbb1dVVRn3YG3evNnsV4RDdhKXCJ0yf/58CWBLS4vbFQEAJDZ9hmPn2/noo4+WlZV1dXVFtdaTTz45b968sWPHzpgx45Zbbvnggw/U/IGBgTVr1gQGrVu3Lvg5WFF1kj49GgsrV66UADY0NLhdEQBAYtNnOHamndZ3l3shml6oQ+LatGmTBHD16tVuVwQAkNj0GY61aac2PRoLu3btkgAWFxe7XREAQGLTZzh2vp2jR492vMzh8dpZtMTV0dEhAczIyHC7IgCAxKbPcOx8O6dPn/6///u/jhc7Qvr0aIwEAgGJofHIDAAAhkGf4dj5dj700EOXXHLJm2++GdWLmWNNnx6NkYKCAolhc3Oz2xUBACQwfYZj59vpnZvcvVAH36isrJQY1tfXu10RAEAC02c41qad2vRojNTV1UkMJc1yuyIAgASmz3CsTTu16dEY2bt3r8SwoKDA7YoAABKYPsOxn9vJJUIHdXd3SwyH/S5IAACOkWD5jz49GjsZGRkSxs7OTrcrAgBIVPoMx9q0U5sejZ2ioiIJ465du9yuCAAgUekzHGvTTm16NHZWr14tYdy0aZPbFQEAJCp9hmM/t5N7sJzV0NAgYayoqHC7IgCARKXPcKxNO7Xp0dhpaWmRMObn57tdEQBAotJnONamndr0aOz09PRIGFNTU92uCAAgUekzHPu5nVwidFx2drZEsr293e2KAAASkj7DsTbt1KZHY6q0tFQi2dTU5HZFAAAJSZ/hWJt2atOjMVVdXS2RvPfee92uCAAgIekzHPu5nVwidNz27dslkitWrHC7IgCAhKTPcKxNO7Xp0Zjav3+/RHLu3LluVwQAkJD0GY61aac2PRpTfX19EsmUlJT+/n636wIASDz6DMfatFObHo21vLw8CWZbW5vbFQEAJB59hmM/t5N7sGKhrKxMgtnY2Oh2RQAAiUef4VibdmrTo7FWW1srwaypqXG7IgCAxKPPcKxNO7Xp0VjbuXOnBLOsrMztigAAEo8+w7FX2vnss88uW7YsNTV12rRpN9xww/vvv6/mDwwMrF27NhAIpKen19TUyJ/2y+QSYSy0tbVJMHNzc92uCAAg8egzHHulneedd97u3bt7e3vfe++9W265Zfny5Wp+Q0PDwoUL3xgkE1u2bBle+fr0aKz19/enpKRIPKWz3K4LACDB6DMce7GdR44cmTBhgppetGiRJF5qWiaWLFkyvDL16dE4mD9/vsSztbXV7YoAABKMPsOxF9vZ1NRUVFSkpidOnNjd3a2mDx8+HAgEhlemPj0aB+Xl5RLP7du3u10RAECC0Wc49lw7X3rppVmzZh08eFD9mZSUdPToUTUtE8nJyRbrjrIU86prY+PGjRLP6upqtysCAEgw+gzH3mpnc3PzzJkzX3jhBWMOZ7A8qKmpSeJZUlLidkUAAAlGn+HYQ+1sbGzMysp68cUXg2dyD5YHHTp0SOKZmZnpdkUAAAlGn+HYK+188MEHZ86c2d7eHjJ/8+bNZr8iHLKTuEQYO2lpaRLSnp4etysCAEgk+gzHXmln+C1T6ikAAwMDa9asCQxat25d8HOwouokfXo0PvLz8yWk+/btc7siAIBEos9wrE07tenR+KioqJCQ1tfXu10RAEAi0Wc49nM7uUQYO3V1dRLSqqoqtysCAEgk+gzH2rRTmx6Njz179khIjceVAQBghz7DsTbt1KZH46Orq0tCmpGR4XZFAACJRJ/hWJt2atOjcRMIBCSqnZ2dblcEAJAw9BmO/dxO7sGKqZNOOkmimpWV1d/f73Zd4ILe3t7m5mZ6H0BU9BmOtWmnNj0aN7Nnz5aojh492vWTWDLG80Su+MvNzZUd4Nprr3W7IgASiT7DsTbt1KZH4+a5554bM2aMBPbee+91sRqSXUmql5ycfOuttzY3N7e3txvvVjL09fU1NTV1dXW5UkNf2rp1q+TW0vvHH398R0eH29UBkDD0GY793E4uEcbarl27JLApKSl79uxxqw4//vGPI77bOycnJz8/v6SkpKKi4tRTT5U5J554oluV9BNJYYuKilSQx44dq16aJKmt2/UCkBj0GY61aac2PRpnGzZskNgGAoFDhw7FedP9/f2ydUnvpALp6ekXXnihDPy5ubnq7vtwqampfX19ca6kZ0lKpF6WYJ8E/N5775Uwqh+QNjY2SgmSwqoke+vWrTGqKgA/0Wc41qad2vRo/JWWlkp4586dG+2APRJdXV3FxcVqaJc0K+RWa/mzo6OjpaVl165d27dvr66unjBhgiwsE3GroZepB/HPmDHD/ioSTOlilarK6sZNbxLqmpoaNb+yspJ73gFY02c49nM7uUQYH5JX5eXlSYRXrFgRny3u3bs3MzNTXZySaTur7Nu3T53ramhoiHX1PE4iNm7cOPWhOOGEE8rKyurq6vbv32+2vPRvVVWVil5ubm7Eq4E7duxQZ7aKiorC74EDAIM+w7E27dSmR13R3t6elpYWhxvegy8LFhcXR3XfuiQBrt8x5q7gs02Sm86YMSP4G0ggEAhPtnbt2pWdna3iJutaXGNtbW1VWW9OTk5bW1tcGgQg8egzHGvTTm161C1xuOHd+rKgHeqOMckFNcwAOjo68vPzVfQ2btyooichbWxsrKysVOcgg5OtgoKCM888U/0p0xanuAxSmiypItzU1BT7NgFIPPoMx9q0U5sedVFMb3gfxmXBiFauXCmFZGdna/XUBsmi1CnGnJyclpaWiMtETLZSU1Pr6urs57J9fX3qBi8h+8O+ffu0ijOAIekzHPu5ndyDFX+xuOF9JJcFI5ZWWFgoReXn58fzrnwHSYZk/9FT0kYj4ykvL7f5RNbHH39crbJt27Zh1HDTpk2qv8SECRN4DCwAgz7DsTbt1KZH3eX4De+vvPLKrFmzRnJZMFx3d7eqZFlZmdd+9SapSXZ2tuSpG0xccsklKnH54x//OGRp+/fvV89bT0tLi/YxCnsGDbcd/3d141Z644okAOgzHGvTTm161HUO3vAuOYH6bZp49NFHHameIpXMyMgY5bEHN3R0dBgnfuxQd0pVVlbW1dVJQhNybk9mqtLmz58v7Y1/cyQFnDlzpqpqfn7+vn374l8HAF6jz3Ds53ZyidAtI7/hPfhx4aoox2/l8dqDG6TJ6iaz5OTkZcuWmZ3BuuOOOxYvXjxnzhyVIEZMuSR0WVlZas7q1avdfbxqY2Oj+h2iWLlypetvrgTgLn2GY23aqU2PesSwb3gPf1x4W1tbjG6U9s6DGyTbU6f9JDeyf2dYd3d3c3NzfX19VVWVrBiSckkMJdONabVtkgyvtrZW9ak0U/qXR+oD2tJnONamndr0qHeoG96nT5/+4osv2lzF7HHhseOFBzfs3LlTZVcrVqwY4b1KknI999xzkydPduQSrbM6Ojqkgapzc3NzeY4DPEK+v8nBSr4NXn755WZnjmtqasrLy59++mm3K+sH+gzH2rRTmx71jueff944m5KZmbly5crt27ebnYuy87jwGFEPbpAa2rlt3HFbt25VrV69erVTd4L39fXZ/5lhnO3du9fIoYuLi125OQy6Cf5kyadj//79ciyST5zsgREvtVs47bTT5KtL/F+96if6DMd+bmfIB8Pt6minra1NRX7SpEnBHSHja3V19Z49e4zrRPYfFx4LcvCdN2+ebH306NHf+973JLeTUT8+73vZuHGjionXzjbFlAS8vr5evZM7OTl58eLFr7zyituVgm/Jx3natGlTpkwpKyuTg0/470hkV8zKykpLS7M4g3XGGWeoQ4Sx1vz588m0hkef4VibdmrTo54iOZY6FyXHuLq6upKSEnUtTElNTT377LMXLFig/rT5uPBY+Kd/+qeI31ZzcnLy8/Ol2hUVFdddd51M7Nixw6ncS75Aq5zSI3fZx5mE8dJLLzVCXVRUtHXr1gR9Mhk8S76tXXTRRSGfa0mzVqxYIV9v5KudzV9dSDmNjY0vv/xyU1PTypUrg49jRqYlRWn4iohh0Gc49lA7I55qGhgYWLt2rXzDSE9Pr6mpkT+HXbgTdcRIyXFKUi7pSvXaFiU5OTmqx4XHolbr1q0766yzLrvsMhnpc3Nz1fkVM5mZmaWlpdXV1eoe/GhrLsuru5Ekxdy5c2eMGuV9MiBJ10scxowZY+Tc5eXlMuzx3CyMnOxI6jlw6jP7yCOPtLa2OnKCXAoJz7TU+a2HH3545OX7mz7DsefaGRJ6+XK/cOHCNwbJxJYtW6IqKpjTNcVIdXd3q/cNL1iwwO26RCBjfEdHR0tLixymt2/frlKuKVOmBB9SjbRAvsVKzlRQUHD99ddLBrl//36zu6B6e3vVGxWlHB4NJTmWRFhiIhFWYVEyMjJWr14tw2Ec6iAd/dhjj5166ql///d/z4t9/KG9vb2kpETtS3l5eSN5uZY1I9M67rjjgr+AWd9yqjl9hmPPtTMk9IsWLdq9e7ealoklS5Y4Uiw84tChQ3V1dQnxbKSenp49e/aoMytSbTmqbtiwoayszPiKHJGkZTk5OUVFRbLkqlWrFi9erH7iJ4dgriaEkz1h48aNxl3wQlLwU0455bvf/a7jd8VJBizf3yQtDjlbaf34VnicfE6rq6vVjVbSlXE7NS6Z1s0337xw4cLp06cH707ht5xCn+HYc+0MCf3EiRONA+vhw4flA+NIsYCDent7W1pa1FW/8ePHL126VI6qxtM1w0mOxb2x1vbv37969Wr15NXgEwPDuzIrg656xbX0lGTGkjyFpMUZGRmjR4+Ww4vZ41vz8/OzsrIkV37kkUfi+TMIRGXr1q1qn5EE68Ybb3Srj8xuOZW9aNGiRb/5zW9cqZV36DMce66dIaFPSko6evSompaJ5ORk63UtxLDSwCA5sIZ8T5VDvORSMiTv3LlTjrlywJVD/7/927+5VcPEIinU8uXL5cP7pS99yeLKrOQ9X/7yl2trayP+/kvmS9Yry8+cOTP4F2SSNsm6DQ0N6mKu8dA168e3hgj+GcTVV1+9ZMmS2F2NsqOrq0taJHWeM2eOPu/Ylv1EEmjjts7CwsL4XFweUsRbTseOHevWr3k8Qp/h2HPtHMUZLPiXjAT8UC5axhHA/pVZM5JgyegrJch4bP8EmFRAcuLs7Oz09PTS0tIhfwYRt19EWj/SSZI/HZ4jcM899xhPT5A+2rFjh9s1ikz2oq985SvGfihft9yukWv0GY49185R3IMFwAZ1ZbampiYtLW3KlCkyYfYQo6uuumrx4sXbtm1zNukJ+RmEuiisfhc5Kma/iDx48ODKlSsvvvhis0c6FRQUTJo0yajGKF8/sUnyy7Fjx6pm1tbWevzbi+wJL7zwgno+iygpKdHzQrM+w7Hn2hkS+s2bN5v9ijCqTtKnRwHdeOSZDlINGe9j94vInp4eySGSkpKCMyqzRzpFfI6AzzIt4x1TEyZMWL9+vdvViYJ0ljrdmJmZ6e41ZVfoMxx7qJ0hX8XUzIGBgTVr1gQGrVu3Lvg5WEN2UsQCASAOwn8Recopp1x66aVPPfVUtEVJ6lZXVxd8BXDKlCk2H+kUMdOaOnVqVlbWL3/5y2G1zBPUW0RHDb601CMZdlRk9zCy8JqamkRswrDpMxxr005tehSAp4T/IvLUU0+1fyapsbHRuOGsqKhIsqJNmzYN4yyUkWlNmDBBlZaUlFRZWZlwJ7R6e3vLyspGJf6dTJJUSQqurvPm5+d79v2hjtNnONamndr0KAAPktFUvVY8mPU1u+bmZuPXZ3l5eZIeOVITybTOPPPM4Pu3JF9JlGfeShaiTgoGAgF/XFxraWnJyckZNfjkYUmmpYEev5Ns5PQZjv3cTi4RAvAOyWx27Njxu9/9bsi7o9ra2kpLS9V/ZWZmbt261fFLSFKgbK6ysjI1NVVtqKCgQCrm5WtVknGq66SSbibciTcLPT095eXlxs5wwgkn+Pvmd32GY23aqU2PAkgIEe+OkgRCMir1G8BAILBhw4ZYPwG8q6tLtmLc4JWbm1tfX+/Bx443NDSos26SevryHI+k0cYvIm+++WYfP8ZMn+FYm3Zq06MAEkv4++ySkpKqqqri+ZYeqYPkVcbNXieccMLUqVOXL19u8WJNWWXIJCDi+TBpV1tbm5S8ZcsWaeb69eutX98phdx4442qYrW1tV4+xzZC+/btmzVrlmqpSq99mWbpMxz7uZ1cIgSQQGQ0zc7OHjt27GOPPeZKBSR3kVSvoKBgVCTBL9a87LLLUlNTU1JSbr75ZrPHjy1evFjaUlxcXFFRIf/Onz/f4v1REbciK65YsUKtlZaW5tmHiDpLck11F79f0yx9hmNt2qlNjwJIaF64/iWD+pgxY1SiY/1izWHIyMjIy8uTkhcsWKDmSEpnvZXjjz/eI2+/iRsfp1n6DMfatFObHgWAkQu/Ehf8Ys3NmzdLVrRw4cK1a9eancEqKSmZMmXKFVdcsX379j179kiGFHIRsK+vT/4r5AeMwVt5+OGH1W1JP/jBD2LdXm8KT7MOHjw45E8+PXgLXTB9hmNt2qlNjwKAb0i+pfmrkY/9bZqlXrx4/vnnW+S1SUlJhYWF1ne2uUif4djP7Qw5yex2dQAAGCbJliSvGt5l2ZA721atWnX99debpWhi4cKF48aNW7t27QgfGBHxXJo+w7E27dSmRwEAfvWP//iPS5cutbgye9VVV2VmZubn5zt1/5yUVlpaWl1d3djY2NbWZv0rTvUG9NbW1qampmnTpp1wwgmbNm1qb28PXkuf4VibdmrTowAABAu+s+3WW29VmZOkYmZZmiRnkydPzsvLC35Im5Kamjp//vxLLrlE/r3wwgsrKiok/SosLMzJyQlfOFhubu5ZZ501ceJEfYZjP7czpHfdrg4AAC7r7+9vbGyUTMvm8pKZNTU1SdZVVlZmPCnNgmRaknstXbp01qxZWVlZZ599dvhaMW2gd2jTTm16FACAGOnt7W1paVHv9gkEAtu2bZP0q7m5uaOjw+JBEpLVtbe3b9++/aSTTtJnONamndr0KAAAsSYZ1fCeqq/PcKxNO7XpUQAAPEuf4djP7dTzoi8AAJ6lz3CsTTu16VEAADxLn+FYm3Zq06MAAHiWPsOxn9vJJUIAADxFn+FYm3Zq06MAAHiWPsOxNu0EAAAe4HZGECe6tNNZ8dk/2Apb8cdW4rYhtsJWfLMhtuIDmjZ7hPy0U7IVtuKbDbEVtuKbDbEVH9C02SPkp52SrbAV32yIrbAV32yIrfiAps0eIT/tlGyFrfhmQ2yFrfhmQ2zFBzRtdkLQdqf0OPrFs+gab6JfPIuuiSmC613s+t5Ev3gWXeNN9Itn0TUxRXC9i13fm+gXz6JrvIl+8Sy6JqYIrnex63sT/eJZdI030S+eRdfEFMH1LnZ9b6JfPIuu8Sb6xbPompgiuAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwEK04GBgbWrl0bCATS09NramrkT+O/Xn755fPPP3/ChAlZWVnbtm2zv65FmbDJLIaj/tbEiRPtr0u/OMIsjK+//nppaWlgkEzIn/bXpWtGziyGPT09q1atmjRpUkZGxvr166Nal35xinHICp5pJ7x0TSyQYMVJQ0PDwoUL3xgkE1u2bFHzDx48OGPGjB07dnz44YdvvfXWlVdeaX9ds/mwz04MH3rooerqavvr0i+OMAvjokWL7rzzzp5Bt99+u/xpf126ZuTMYlhRUVFeXv7uoMsvv/yxxx6zvy794qyQBMtOeOmaWCDBihMZBnbv3q2mZWLJkiVqWjKq+vr6iKsYHxKzdc3mw74hY/jZZ5/NmjXrnXfeMebQL/FhFsbx48cfOXJETX/88cfyp7EKXRMHZjGcPHnye++9p6YlxyosLDRWoV/iLCTBsggvXRNTJFhxMnHixO7ubjV9+PDhQCCgpqdOnXrXXXdNmzZt0qRJq1atki/lxirGrm+2rtl82DdkDOUb23XXXRc8h36JD7Mwrlix4u677/7oo4/kw1JbWyt/GqvQNXFgFkNJsORPNS2ZVnBs6Zc4C0mwLMJL18QUCVacJCUlHT16VE3LRHJyspqWiZUrV743qLy8vKKiwv66ZvNhn3UMv/jii7/7u787cOBAVOvSL44wC+M777xz4oknqhtNZOLPf/6z/XXpmpEzi+E111xz9dVXq0PZVVddlZKSYn9d+sVZIQmWnfDSNbFAghUnFt8Pgr/2ZWRkRLUu3y1GyDqGjY2NF110UbTr0i+OMAtjcXHx7bffbtyDJX/aX5euGTmzGH7wwQeSV6Wnp0+dOvW+++7LzMy0vy794iz7Z7CGXIauGQkSrDgxu5JdWFgYfONCxASLq+OxYx3D+fPn//a3v412XfrFEWZhPO6448zuwRpyXbpm5OzE8JFHHpFky/669Iuz7N+DNeQydM1IkGDFyebNmyP+FmPbtm3GefXy8vLg232MD4nZumbzYZ9FDJ955pnFixeHr0K/xIdZGOWIX1tbq85g3XHHHRHv2KVrYscshnIc6+zslE55/PHHZ8yY8ac//clYhX6Js5AEyyK8dE1MkWDFycDAwJo1a9TDe9atWxf8NJG77747IyMjPT39mmuuiXiTu9m6FmXCJosYFhYWNjU1ha9Cv8SHWRhfffXVkpKSEwZdcMEFr732mrEKXRMHZjGU74pZWVnjx48/77zzXnrppeBV6Je4CXmAn5ppEV66JqZIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQrTp599tlly5alpqZOmzbthhtueP/999X8aF+xaVZOiJG8W1qJ+NJQ+6sDAKAzEqw4Oe+883bv3t3b2/vee+/dcssty5cvV/OjfcWmWTkhRvJu6WAhCVa0qwMAoCcSLBccOXJkwoQJanokj3cLLifEMN4tHVFIghXt6gAA6IkEywVNTU1FRUVqeiQvKAguJ8Qw3i0dUUiCFe3qAADoiQQr3l566aVZs2YdPHhQ/TnsV2yGlBNiJO+WDhaSYEW7OgAAeiLBiqvm5uaZM2e+8MILxpzhncEKLyfknvRo3y1tdkt7+EtDh3w1NQAAIMGKn8bGxqysrBdffDF45jDuwYpYToiRvFs6WEiCFe3qAADoiQQrTh588MGZM2e2t7eHzI/2FZtm5dgs1uLd0hGFJFjRrg4AgJ5IsOJkVJje3t5j0b9i06ycEMN4t7R1haNdHQAAnZFgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGH/B2oRwKkwz7gVAAAAAElFTkSuQmCC)
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