Created
February 3, 2014 03:38
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{ | |
"metadata": { | |
"name": "rootpy" | |
}, | |
"nbformat": 3, | |
"nbformat_minor": 0, | |
"worksheets": [ | |
{ | |
"cells": [ | |
{ | |
"cell_type": "code", | |
"collapsed": false, | |
"input": "from rootpy.interactive import configure_notebook; configure_notebook()\nfrom rootpy.plotting import Hist, F1, F2, Canvas, set_style\nset_style('ATLAS')", | |
"language": "python", | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"output_type": "stream", | |
"stream": "stderr", | |
"text": "INFO:rootpy.plotting.style:using ROOT style 'ATLAS'\n" | |
} | |
], | |
"prompt_number": 1 | |
}, | |
{ | |
"cell_type": "code", | |
"collapsed": false, | |
"input": "hist = Hist(100, -3, 3)\nhist.FillRandom('gaus')\nhist.color = 'forestgreen'\nhist", | |
"language": "python", | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"metadata": {}, | |
"output_type": "pyout", | |
"png": 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A87wgCIIgkH2zohlr1yJgkImG/zbAMAzKNKgUCyAip2z30BJuowQsFRmeNqqB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\nklanLU6ZVTsmGt1XaZYUTD+t6NajJR3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| |
"prompt_number": 2, | |
"text": "Hist('60d5b73e10764f87a54be517360de328')" | |
} | |
], | |
"prompt_number": 2 | |
}, | |
{ | |
"cell_type": "code", | |
"collapsed": false, | |
"input": "import math\nfunc = F1('sin(x)', 0, 2 * math.pi)\nfunc.linecolor = 'red'\nfunc.linestyle = 'longdash'\nfunc.linewidth = 2\nfunc", | |
"language": "python", | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"metadata": {}, | |
"output_type": "pyout", | |
"png": 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| |
"prompt_number": 3, | |
"text": "F1('4154d19fc6264fc4970c6142cac8269a')" | |
} | |
], | |
"prompt_number": 3 | |
} | |
], | |
"metadata": {} | |
} | |
] | |
} |
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