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@simgeekiz
Created September 27, 2014 18:37
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{
"metadata": {
"name": "",
"signature": "sha256:cbe87e1e2395efcbfc88e51fdd89a6a89235330aa36eac145a9980114bc0a06d"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": [
"import pandas as pd"
],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 1
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"df = pd.read_csv('dosya/deneme.csv')"
],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 2
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"df['Age'].plot()"
],
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 3,
"text": [
"<matplotlib.axes.AxesSubplot at 0x7f872669b150>"
]
},
{
"metadata": {},
"output_type": "display_data",
"png": 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Zjj2YcpuScc8euYGPGdN//Ze+BE88Ea0jL8WY5ElJdIIGEbk9oeIkrYwbJ5Ut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\ng8FgsPP/Aed4SH05RWqEAAAAAElFTkSuQmCC\n",
"text": [
"<matplotlib.figure.Figure at 0x7f873150bd50>"
]
}
],
"prompt_number": 3
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Shell'den \"ipython notebook --pylab=inline\" ile \u00e7al\u0131\u015ft\u0131rd\u0131\u011f\u0131mda \u00e7al\u0131\u015f\u0131yor.\n",
"grafi\u011fi g\u00f6r\u00fcld\u00fc\u011f\u00fc gibi out \u00e7\u0131kt\u0131s\u0131nda veriyor."
]
}
],
"metadata": {}
}
]
}
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