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@fhoffa
Created September 3, 2013 23:10
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{
"metadata": {
"name": "Untitled4"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": "import bq\nimport datetime\nimport pandas as pd\nclient = bq.Client.Get()",
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 3
},
{
"cell_type": "code",
"collapsed": false,
"input": "query = \"\"\"\nSELECT HOUR(DTimestamp) hour, AVG(Data)\nFROM [io_sensor_data.moscone_io13]\nWHERE SensorType='temperature'\nGROUP BY hour\nORDER BY hour\n\"\"\"\nfields, data = client.ReadSchemaAndRows(client.Query(query)['configuration']['query']['destinationTable'], max_rows = 1000)\ndata[0:3]",
"language": "python",
"metadata": {},
"outputs": [
{
"output_type": "stream",
"stream": "stdout",
"text": "\rWaiting on bqjob_r526e159a8558fe18_00000140e610e6ab_3 ... (0s) Current status: DONE "
},
{
"output_type": "stream",
"stream": "stdout",
"text": "\n"
},
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 6,
"text": "[[u'0', u'112.47283733613693'],\n [u'1', u'109.25338134551203'],\n [u'2', u'112.28235492080853']]"
}
],
"prompt_number": 6
},
{
"cell_type": "code",
"collapsed": false,
"input": "plot(data)",
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 7,
"text": "[<matplotlib.lines.Line2D at 0x4238910>,\n <matplotlib.lines.Line2D at 0x4238a90>]"
},
{
"metadata": {},
"output_type": "display_data",
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M09NT+XrgwIH473//CwDYs2cP/P39YWRkBDs7O9jb2yMuLg6DBg1SuSixW3lyJR6WPMQ3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\nDxWnjDMdIQZnAAAAAElFTkSuQmCC\n",
"text": "<matplotlib.figure.Figure at 0x3628f50>"
}
],
"prompt_number": 7
}
],
"metadata": {}
}
]
}
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