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@smassung
Last active February 8, 2017 16:51
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ipynb test
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{
"cells": [
{
"cell_type": "code",
"execution_count": 17,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"import metapy"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"doc = metapy.index.Document()\n",
"doc.content('Hello, world!')"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"import pytoml"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Here is how to use MeTAPY"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"['<s>', 'Hello', ',', 'world', '!', '</s>']"
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tok = metapy.analyzers.ICUTokenizer()\n",
"tok.set_content('Hello, world!')\n",
"[t for t in tok]"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"['<s>', 'hello', ',', 'world', '!', '</s>']"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tok = metapy.analyzers.LowercaseFilter(tok)\n",
"tok.set_content('Hello, world!')\n",
"[t for t in tok]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"See how *hello* has a lowercase H now! Woah!!!!~111"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"testing\r",
"1 \r",
"2 \r",
"3 \r",
"4 \n"
]
}
],
"source": [
"import sys\n",
"print('testing\\r1 \\r2 \\r3 \\r4 ', file=sys.stderr)"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"9 "
]
}
],
"source": [
"import time\n",
"for i in range(10):\n",
" time.sleep(0.5)\n",
" sys.stderr.write(\"\\r{} \".format(i))"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[[1 2]\n",
" [3 4]\n",
" [5 6]]\n"
]
}
],
"source": [
"import numpy\n",
"m = numpy.array([[1,2], [3,4], [5,6]])\n",
"print(m)"
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
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yf8xgdePs9PSy+cBIZnQxjJYtB07S6emNqO60fVlakkNzh4e3D5upaMIRYzD8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\nlCImjCAIgqAUMWEEQRAEpfgMzNZk44fhkJwAAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7ff73c80ff60>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"\n",
"t = np.arange(0.0, 2.0, 0.01)\n",
"s = 1 + np.sin(2*np.pi*t)\n",
"plt.plot(t, s)\n",
"\n",
"plt.xlabel('time (s)')\n",
"plt.ylabel('voltage (mV)')\n",
"plt.title('About as simple as it gets, folks')\n",
"plt.grid(True)\n",
"plt.savefig(\"test.png\")\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.0"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
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