{ "metadata": { "name": "", "signature": "sha256:7858ac4450f87ec2d1053a70e17c2a26c825e44f408a347a3b01f996477d6613" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "heading", "level": 1, "metadata": {}, "source": [ "Plotly datetime" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "
" ] }, { "cell_type": "code", "collapsed": false, "input": [ "import plotly.plotly as py\n", "import plotly.tools as tls\n", "from plotly.graph_objs import *" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "timestamp = ['2014-11-10 07:59:15', '2014-11-10 08:59:15', \n", " '2014-11-10 09:59:15', '2014-11-10 10:59:15',\n", " '2014-11-10 11:59:15', '2014-11-10 12:59:15',\n", " '2014-11-10 13:59:16', '2014-11-10 14:59:15',\n", " '2014-11-10 15:59:16', '2014-11-10 16:59:16',\n", " '2014-11-10 17:59:15', '2014-11-10 18:59:15',\n", " '2014-11-10 19:59:15', '2014-11-10 20:59:16']\n", "temp = [16.4, 16.3, 16.1, 16.1, 16.2, 16.2, 16.1, 16.1,\n", " 16.0, 15.9, 15.8, 15.7, 15.6, 15.5]" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 2 }, { "cell_type": "code", "collapsed": false, "input": [ "data = Data([\n", " Scatter(\n", " x=timestamp,\n", " y=temp\n", " )\n", "])\n", "py.iplot(data, filename='python-datetime')" ], "language": "python", "metadata": {}, "outputs": [ { "application/pdf": 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CV3MieHUnVhZY8Hq64QUTvKkXsHVo3TJYd9OFkcOG4P34O2ByRWWwfOOu8BeG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\nBl5yySX22GOPWadORy+EX7t2bfifzZ8/P/wn7jd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" ] }, { "cell_type": "code", "collapsed": false, "input": [ "from IPython.display import display, HTML\n", "import urllib2\n", "url = 'https://raw.githubusercontent.com/plotly/python-user-guide/master/custom.css'\n", "display(HTML(urllib2.urlopen(url).read()))" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "\n", "\n" ], "metadata": {}, "output_type": "display_data", "text": [ "" ] } ], "prompt_number": 4 } ], "metadata": {} } ] }