Fixed bug with book building.

This commit is contained in:
Roger Labbe committed 2014-05-26 21:03:56 -07:00
1 parent 9c63574e80
commit 2e5192cd8c
8 files changed
+679 -3717

No files matched your search

+237 -27
View File
@@ -8,6 +8,240 @@
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": [
"#format the book\n",
"%matplotlib inline\n",
"from __future__ import division, print_function\n",
"import matplotlib.pyplot as plt\n",
"import book_format\n",
"book_format.load_style()"
],
"language": "python",
"metadata": {},
"outputs": [
{
"html": [
"<style>\n",
" div.cell{\n",
" width: 850px;\n",
" margin-left: 0% !important;\n",
" margin-right: auto;\n",
" }\n",
" div.text_cell code {\n",
" background: #F6F6F9;\n",
" color: #0000FF;\n",
" }\n",
" h1 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
"\t}\n",
"\t\n",
" div.input_area {\n",
" background: #F6F6F9;\n",
" border: 1px solid #586e75;\n",
" }\n",
"\n",
" .text_cell_render h1 {\n",
" font-weight: 200;\n",
" font-size: 36pt;\n",
" line-height: 100%;\n",
" color:#c76c0c;\n",
" margin-bottom: 0.5em;\n",
" margin-top: 1em;\n",
" display: block;\n",
" white-space: wrap;\n",
" } \n",
" h2 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" }\n",
" .text_cell_render h2 {\n",
" font-weight: 200;\n",
" font-size: 20pt;\n",
" font-style: italic;\n",
" line-height: 100%;\n",
" color:#c76c0c;\n",
" margin-bottom: 1.5em;\n",
" margin-top: 0.5em;\n",
" display: block;\n",
" white-space: nowrap;\n",
" } \n",
" h3 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" }\n",
" .text_cell_render h3 {\n",
" font-weight: 300;\n",
" font-size: 18pt;\n",
" line-height: 100%;\n",
" color:#d77c0c;\n",
" margin-bottom: 0.5em;\n",
" margin-top: 2em;\n",
" display: block;\n",
" white-space: nowrap;\n",
" }\n",
" h4 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" }\n",
" .text_cell_render h4 {\n",
" font-weight: 300;\n",
" font-size: 16pt;\n",
" color:#d77c0c;\n",
" margin-bottom: 0.5em;\n",
" margin-top: 0.5em;\n",
" display: block;\n",
" white-space: nowrap;\n",
" }\n",
" h5 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" }\n",
" .text_cell_render h5 {\n",
" font-weight: 300;\n",
" font-style: normal;\n",
" color: #1d3b84;\n",
" font-size: 16pt;\n",
" margin-bottom: 0em;\n",
" margin-top: 1.5em;\n",
" display: block;\n",
" white-space: nowrap;\n",
" }\n",
" div.text_cell_render{\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" line-height: 135%;\n",
" font-size: 125%;\n",
" width:750px;\n",
" margin-left:auto;\n",
" margin-right:auto;\n",
" text-align:justify;\n",
" text-justify:inter-word;\n",
" }\n",
" div.output_subarea.output_text.output_pyout {\n",
" overflow-x: auto;\n",
" overflow-y: scroll;\n",
" max-height: 300px;\n",
" }\n",
" div.output_subarea.output_stream.output_stdout.output_text {\n",
" overflow-x: auto;\n",
" overflow-y: scroll;\n",
" max-height: 300px;\n",
" }\n",
" code{\n",
" font-size: 70%;\n",
" }\n",
" .rendered_html code{\n",
" background-color: transparent;\n",
" }\n",
" ul{\n",
" margin: 2em;\n",
" }\n",
" ul li{\n",
" padding-left: 0.5em; \n",
" margin-bottom: 0.5em; \n",
" margin-top: 0.5em; \n",
" }\n",
" ul li li{\n",
" padding-left: 0.2em; \n",
" margin-bottom: 0.2em; \n",
" margin-top: 0.2em; \n",
" }\n",
" ol{\n",
" margin: 2em;\n",
" }\n",
" ol li{\n",
" padding-left: 0.5em; \n",
" margin-bottom: 0.5em; \n",
" margin-top: 0.5em; \n",
" }\n",
" ul li{\n",
" padding-left: 0.5em; \n",
" margin-bottom: 0.5em; \n",
" margin-top: 0.2em; \n",
" }\n",
" a:link{\n",
" font-weight: bold;\n",
" color:#447adb;\n",
" }\n",
" a:visited{\n",
" font-weight: bold;\n",
" color: #1d3b84;\n",
" }\n",
" a:hover{\n",
" font-weight: bold;\n",
" color: #1d3b84;\n",
" }\n",
" a:focus{\n",
" font-weight: bold;\n",
" color:#447adb;\n",
" }\n",
" a:active{\n",
" font-weight: bold;\n",
" color:#447adb;\n",
" }\n",
" .rendered_html :link {\n",
" text-decoration: underline; \n",
" }\n",
" .rendered_html :hover {\n",
" text-decoration: none; \n",
" }\n",
" .rendered_html :visited {\n",
" text-decoration: none;\n",
" }\n",
" .rendered_html :focus {\n",
" text-decoration: none;\n",
" }\n",
" .rendered_html :active {\n",
" text-decoration: none;\n",
" }\n",
" .warning{\n",
" color: rgb( 240, 20, 20 )\n",
" } \n",
" hr {\n",
" color: #f3f3f3;\n",
" background-color: #f3f3f3;\n",
" height: 1px;\n",
" }\n",
" blockquote{\n",
" display:block;\n",
" background: #fcfcfc;\n",
" border-left: 5px solid #c76c0c;\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" width:680px;\n",
" padding: 10px 10px 10px 10px;\n",
" text-align:justify;\n",
" text-justify:inter-word;\n",
" }\n",
" blockquote p {\n",
" margin-bottom: 0;\n",
" line-height: 125%;\n",
" font-size: 100%;\n",
" }\n",
"</style>\n",
"<script>\n",
" MathJax.Hub.Config({\n",
" TeX: {\n",
" extensions: [\"AMSmath.js\"]\n",
" },\n",
" tex2jax: {\n",
" inlineMath: [ ['$','$'], [\"\\\\(\",\"\\\\)\"] ],\n",
" displayMath: [ ['$$','$$'], [\"\\\\[\",\"\\\\]\"] ]\n",
" },\n",
" displayAlign: 'center', // Change this to 'center' to center equations.\n",
" \"HTML-CSS\": {\n",
" styles: {'.MathJax_Display': {\"margin\": 4}}\n",
" }\n",
" });\n",
"</script>\n"
],
"metadata": {},
"output_type": "pyout",
"prompt_number": 1,
"text": [
"<IPython.core.display.HTML at 0x1e2f910>"
]
}
],
"prompt_number": 1
},
{
"cell_type": "heading",
"level": 1,
@@ -20,30 +254,13 @@
"cell_type": "markdown",
"metadata": {},
"source": [
"\n",
"$$\n",
"\\begin{table}\n",
"\\begin{tabular}{ l c r}\n",
"1 & 2 & 3 \\\\\n",
"3 & 5 & 6 \\\\\n",
"7 & 8 & 9 \\\\\n",
"\\end{tabular}\n",
"\\end(table}\n",
"$$\n"
"this test\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"$$\n",
"\\begin{tabular}{l c r}\n",
"& 1D & 2D and up\\\\ \\hline\n",
"& state & $\\mu$ & $x$ \\\\ \\hlione\n",
"& uncertainty & $\\sigma^2$ & $\\small\\mathbf{P}$|\n",
"\\end{tabular}\n",
"$$\n"
]
"source": []
},
{
"cell_type": "markdown",
@@ -80,14 +297,7 @@
{
"cell_type": "code",
"collapsed": false,
"input": [
"#format the book\n",
"%matplotlib inline\n",
"from __future__ import division, print_function\n",
"import matplotlib.pyplot as plt\n",
"import book_format\n",
"book_format.load_style()"
],
"input": [],
"language": "python",
"metadata": {},
"outputs": [
+39 -3618
View File
File diff suppressed because it is too large. Load diff
+2
View File
@@ -13,6 +13,8 @@
((* block title *))
\title{Kalman and Bayesian Filters in Python}
\author{Roger R Labbe Jr}
\date{}
((* endblock title *))
% Define block headings
+1
View File
@@ -0,0 +1 @@
ipython nbconvert --to latex --template book --post PDF book.ipynb
+2 -19
View File
@@ -1,22 +1,5 @@
echo "merging book..."
python nbmerge.py Preface.ipynb Signals_and_Noise.ipynb g-h_filter.ipynb discrete_bayes.ipynb Gaussians.ipynb Kalman_Filters.ipynb Multidimensional_Kalman_Filters.ipynb Kalman_Filter_Math.ipynb Designing_Kalman_Filters.ipynb Extended_Kalman_Filters.ipynb Unscented_Kalman_Filter.ipynb > book.ipynb
echo "creating pdf..."
python merge_book.py Preface.ipynb Signals_and_Noise.ipynb g-h_filter.ipynb discrete_bayes.ipynb Gaussians.ipynb Kalman_Filters.ipynb Multidimensional_Kalman_Filters.ipynb Kalman_Filter_Math.ipynb Designing_Kalman_Filters.ipynb Extended_Kalman_Filters.ipynb Unscented_Kalman_Filter.ipynb > book.ipynb
ipython nbconvert --to latex --template book --post PDF book.ipynb
python nbconvert --to latex --template book --post PDF book.ipynb
mkdir output
copy /y *.tex output
copy /y *.pdf output
echo "done."
+41 -53
View File
@@ -1,7 +1,7 @@
{
"metadata": {
"name": "",
"signature": "sha256:1c41d8aae6dda2b175616950de778f3a126060ab72aade94f4566c62d364f0c7"
"signature": "sha256:bfe3bacdc2d7cc23284f14dd3891819fd6c39a8b8ad0a092f81df050553181c4"
},
"nbformat": 3,
"nbformat_minor": 0,
@@ -244,7 +244,7 @@
"output_type": "pyout",
"prompt_number": 1,
"text": [
"<IPython.core.display.HTML at 0x21b4910>"
"<IPython.core.display.HTML at 0x2327950>"
]
}
],
@@ -345,7 +345,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsIAAAFyCAYAAAD/MLwxAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x29ab4d0>"
"<matplotlib.figure.Figure at 0x2a7ef50>"
]
}
],
@@ -378,7 +378,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsIAAAFyCAYAAAD/MLwxAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3aa7dd0>"
"<matplotlib.figure.Figure at 0x341f0d0>"
]
}
],
@@ -412,7 +412,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsIAAAFyCAYAAAD/MLwxAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3a95f50>"
"<matplotlib.figure.Figure at 0x3397090>"
]
}
],
@@ -446,7 +446,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAtQAAAFyCAYAAADVgE2eAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3e12990>"
"<matplotlib.figure.Figure at 0x341fa90>"
]
}
],
@@ -473,7 +473,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsgAAAFyCAYAAADoEiz4AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\nAAALEgAACxIB0t1+/AAAIABJREFUeJzs3Xl4VOX99/HPZJKZrCSQBCNCMKjsYUv4ISFqBX0EBVFB\nQVBM+4AioHXhZ21d8aqtrYViFdAqP1ERgYq41gcVFwha/AmKAQTBkg5SqCbsZJ+Z54+YYbJnkpnc\nmcz7dV1eyTlz5sw9Hwb55s733MfidrvdAgAAACBJCjM9AAAAAKAtoUAGAAAAvFAgAwAAAF4okAEA\nAAAvFMgAAACAFwpkAAAAwEuDBfLcuXOVkpKi9PR0z77NmzdrwIAB6tu3ryZNmuTZb7VaNXjwYA0e\nPFh33HFH4EYMAAAABJCloXWQP/vsM9lsNuXk5CgvL08ul0t9+vTR888/r6ysLBUUFCgpKUmSFBcX\npxMnTrTawAEAAIBAaHAGefjw4UpMTPRsb9myRcnJycrKypIkT3EMAAAAtBc+9SA7HA7Fx8drzJgx\nGjJkiJYsWeJ5rKSkRBkZGcrOztbGjRv9PlAAAACgNYT7cnBJSYk2bdqk7du3Kz4+XpmZmRo9erTS\n0tJ04MABde7cWV988YWuvvpq7d27V3a7PVDjBgAAAALCpwI5JSVFffv2VdeuXSVJGRkZ2rVrl9LS\n0tS5c2dJUmZmprp06aL8/Hz16tWr2vNXrVpFWwYAAAACrqSkRFdccUWznutTgZyZmSmHw6EjR44o\nJiZGeXl5Ouecc3TkyBFFRkYqKipK+fn5OnDggFJTU2s9PykpSUOGDGnWQNFyb731lsaNG2d6GCGL\n/M0he7PI3yzyN4fszdq6dWuzn9tggTx79mytXbtWBQUF6tatmxYvXqyFCxdq5MiRKi8v19SpU9Wz\nZ099+umn+sUvfiG73S6r1aqlS5cqKiqq2YNCYDgcDtNDCGnkbw7Zm0X+ZpG/OWQfvBoskBctWqRF\nixbV2j9x4sRq21lZWdq1a5d/RwYAAAAYwJ30Qsgll1xiegghjfzNIXuzyN8s8jeH7IMXBXIIqXnR\nJFoX+ZtD9maRv1nkbw7ZBy8K5BCSm5tregghjfzNIXuzyN8s8jeH7IMXBTIAAACapaREGjiwgx59\nNLLZ57jxxhiNHx/rx1G1nMXtdrtb68XWr1/PMm8AAACtxOEI04oVNo0dW67+/Z1+P/+CBZF68km7\ntm07pg4dmneOHTusuuiiOL344ildfnm538a2detWjRo1qlnPZQYZAACgnXI4wvT445Havt3q93MX\nF0tPPmnX5MllzS6OJalfP6dGjKjQH//Y/Flof6NADiH0QplF/uaQvVnkbxb5m9OWsg9Ev8Crr9p0\n/LhFkyaVtfhc111Xprw8q7Zs8X8h3xwUyAAAoFGJiQm6665oXXhhnLp3T9DixXYtXmxX9+4JGjas\ng3bsOF3YlJdLCxfadf75HdSlS4J69YrX7bdH6/BhS7VznjwpPfpopC65JE7nnhuvLl0SdP75HbRg\nQaQqKmqPobDQov/+7ygNHFh53t694zVxYqw+/bT6bR1yc8OVmJigV16xVdu/YoVNiYkJtY6XKvto\nr7wyVg5HmG68MUZpafFKTU3Q6NFxOnLk9Lib8t6qsvrlLy9sNCtf8qp6X8uX2/S730WqX794de+e\noEmTYnXwYPVjBw7soMTEBE9v75w50UpMTPD85w9vvGFTUpJbgwa1vHXjkkvKPedsC3y61TSCW3Z2\ntukhhDTyN4fszSJ/s/yZ/5tvRujee0u0cqVNjzwSpf79nXrooSI99liUHnkkSqtWnZTbLd10U4ze\ney9C115bppkzK3ToUJiee86urVutWr/+hOz2yvP9+99hevrpSF15ZZmmTCmV1Spt3hyu3/0uUv/8\nZ5ieeqqo2uv/4hcx+uKLcN1yS4nOOcelggKLPv00Qp99Fq6srNoVtcVSa1e9LBapqMiiceNiNWiQ\nU/fdV6KiIumDDyJ06pTUsaN8em+VWTm1cqWz3qwk385Z5cknI3XmmS7dfXexvvvOqmeftSsnJ1br\n1p3wHPP73xerqEjavduqBQsilZNTpuHD/dff63RKn38erhEj/HPOM85wq1s3lzZtahuladsYBQAA\naPPGji3X9OmlSkhw6ZZbYjRzZokmTixXXl643nsvQpK0Zk2E1q2L0Lx5xZozp9Tz3FGjyjV6dJxW\nrrTpppsqfyXftatLO3Ycrda/etNNZbJYpNWrbXrkkWJ16lTZG3D8eOUM6s03l+rBB0s8x//yl6Vy\n+uHaM7db+vJLq37zmxLdfffp899+e6lcLjXpva1aZdO0aWVNzsrXvKpERrq1du1Jzw8AR49atHKl\nTYcOWZSSUplX1cVuubluLVggDR1aoYkT/Vcgf/99mE6dks4+21XvMSdPSrNmxeiTTyJ0//3FmjGj\nVCtX2tS7t7POWee0NJc+/7xtlKa0WISQttQLFYrI3xyyN4v8zfJn/snJlcVQYqL7p233T9suTzvA\na6/ZFB4uXXVVmQoLLZ7/evRwKSZGys09XRxGR8tTHJeVSUeOVB7bu7dTTqeUn3+6TLHbJZtN+vLL\ncB09Wn1q2OqnttWYGGnOnJJa+8N+Gkbj7+10cZec7FJubm6DWTXtnKfzqjJ+fHm12fHBgyuLzf37\nW6+sKyioHEDHjvU3Nz/xRKSGDavQokWndPCgRTNmxOjIEUu9LRkdO7pVUiKdOhWQIfukbZTpAACg\nzYuIqPtreHhlH60kffedVRUV0sCB8XWeo6qwqrJ0qV1Ll9q1Z0+YZ6a2Smnp6WPtdumRR4p1//1R\n6tUrXgMGOJWRUaGxY8uVnV1Hw3IznH22s1Y7g7fG3tuPP54uUBvKqsxrQtjXvCTpjDOqBxUdXVmk\nlpf70FPSQlUFekMX/82eXaqEhMoDunZ16cMPpVtvLa33+Kpz+dIaEygUyCGEPkCzyN8csjeL/M0y\nkX9iolvPPVf3NGBVwSRJixfb9cADUbrwwgrddluJzjjDpfBw6b33IrRkib1W8TVjRqmuuKJMH3wQ\noc2bw/XqqzY9+6xdDz1UrNtvr7/wqtJYK0ZDs6G+vjepMvumTOD7ck7JfzPmLZGUVDku7wsYa6oa\n+4cfhuvbb626667as/Pejh61KCqq8jcLplEgAwAAv+nRw6kPPohQZmZFo4XOqlU2paa69NprJ6vN\nGm7cWH950qWLW9OmlWnatDKdPCldemkHLVoUWa1AjoioLMyKql/jp4MHW9aC4Mt7M3lOb4GajT3r\nLJdiY6V9+xqu1tesiZDTadHMmY3/ALN3r1W9e/v/ZibNQQ9yCKEP0CzyN4fszSJ/s1or/6rZ3muu\nKZfLJc2fX/umD6Wl0g8/nK7YwsNrz4YeO2bRihX2WoVdcXHtgjc2trLXt7zGtWdnnVXZgrBly+lC\nu6JCWru2ZUuI+fLepKZl7+s5fRUbW/kHc+iQfytlq1UaNqxCW7fWXyCvWGFTdHTlGsdS5WfkkUfq\nvhnIoUMW/fvfFo0Y4Z92mZZiBhkAAPjNxIllev31CC1cGPnTLYQrFBZWudzYu+9G6KGHijV5cmXB\ndOWVZXrkkSjdcEOMLr20XAUFYVq+3KbERJcOHapeeO3da9XYsXG68soy9enjVHS0Wxs2RGjTpsqV\nLbx17Vq5Nu/q1TZFR7t19tkuvfWWTVZry+6W4ct7M3lOb336OJWQ4NZf/xqpTp3c6tKl8oeHSy5p\neSF61VVlWr8+Wlu2WJWRUX3m9623IvTuuxHq1s2lgwctiouT/vY3m3Jy6p5JXrcuwnPOtoACOYTQ\nB2gW+ZtD9maRv1mByr/mDG/VtsUivfjiKT3zjF2rVtn0299GKSLCrbQ0l6ZMKdWFF56e7r3ttlK5\nXBYtX27TRx9FqGtXl26+uVRJSW7NmlW936Br18rnb9wY7rmZRFqaU7//fbGmT69ddL3wwkndcUeM\nVq+2q0MHt37+81KdcYZLv/xl3X0MTWlF8OW9Sad7kOvLqjnnrG+c9e232aRly05p3rwo3XtvtEpL\nK48tKDja+BtuxDXXlOnBB6O0erVNGRnFnv0//GDR3r1WvfTSKf3rX2G64YYYHT4cpocfLvYsP1fT\n3/5m08CBTs+KHKZZ3O5A3HywbuvXr9eQIUNa6+UAAAAQQE88YdeCBVHatu1YnRcUNsXXX1t18cVx\nWr78lMaM8d9azVu3btWoUaOa9Vx6kEMIfYBmkb85ZG8W+ZtF/uaEQvYzZ5aqY0eXnnqqgfXxGvH4\n45G64IIKvxbHLUWLBQAAAJrFbpe++up4i87x0ktt4M4gNdBiAQAAgHaHFgsAAADATyiQQ0go9EK1\nZeRvDtmbRf5mkb85ZB+8KJABAAD87PBhKTKyu061vfZaNAE9yAAAAH7gdks7d4bpk08i9D//Y9fJ\nkxZ17+7UrFmlGjKkQt26tVrJBbWsB5lVLAAAAFrI7ZY++ihcN9wQq5KS03ft+OGHMP385xHq2bNC\nL710Sued5zI4SjQVLRYhhF4os8jfHLI3i/zNIv/W8fXXVk2dWr049vbtt+GaMSNGP/zQhFv2wTgK\nZAAAgBZwuaTXX49QaWnDxe/XX4frm2+srTQqtAQFcgjJzs42PYSQRv7mkL1Z5G8W+QfegQMWPfts\nZJOOff31iACPBv5AgQwAANACpaUWFRU1rXXC4aD0Cgb8KYUQ+tDMIn9zyN4s8jeL/AMvMtKt2Nim\nrVCRlsZFesGAAhkAAKAFzjrLrZkzS5p07Pjx5QEeDfyBAjmE0IdmFvmbQ/Zmkb9Z5B94Fos0bly5\noqIankUeOrRcffo4W2lUaIkGC+S5c+cqJSVF6enpnn2bN2/WgAED1LdvX02aNKna8SdOnFLine truncated
"text": [
"<matplotlib.figure.Figure at 0x3aa5c90>"
"<matplotlib.figure.Figure at 0x3434610>"
]
}
],
@@ -509,7 +509,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsgAAAFyCAYAAADoEiz4AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3a99c10>"
"<matplotlib.figure.Figure at 0x3440350>"
]
}
],
@@ -560,7 +560,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsUAAAFyCAYAAAAd7KdIAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3aa93d0>"
"<matplotlib.figure.Figure at 0x3391f50>"
]
}
],
@@ -615,7 +615,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsIAAAFyCAYAAAD/MLwxAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3107dd0>"
"<matplotlib.figure.Figure at 0x34406d0>"
]
}
],
@@ -680,7 +680,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAq0AAAH8CAYAAAD7ZpZkAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3abc410>"
"<matplotlib.figure.Figure at 0x37b7610>"
]
}
],
@@ -788,26 +788,16 @@
"language": "python",
"metadata": {},
"outputs": [
{
"ename": "NameError",
"evalue": "name 'weights' is not defined",
"output_type": "pyerr",
"traceback": [
"\u001b[1;31m---------------------------------------------------------------------------\u001b[0m\n\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)",
"\u001b[1;32m<ipython-input-2-6154b8dfda65>\u001b[0m in \u001b[0;36m<module>\u001b[1;34m()\u001b[0m\n\u001b[0;32m 42\u001b[0m \u001b[0mplt\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mxlim\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 43\u001b[0m \u001b[0mplt\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;36m9\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m160\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;36m170\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;34m'g'\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 44\u001b[1;33m \u001b[0mdata\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mg_h_filter\u001b[0m \u001b[1;33m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mweights\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mx0\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m160\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mdx\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mg\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m6.\u001b[0m\u001b[1;33m/\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mh\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;36m2.\u001b[0m\u001b[1;33m/\u001b[0m\u001b[1;36m3\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mdt\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m1.\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 45\u001b[0m \u001b[0mplot_g_h_results\u001b[0m \u001b[1;33m(\u001b[0m\u001b[0mweights\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mdata\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
"\u001b[1;31mNameError\u001b[0m: name 'weights' is not defined"
]
},
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsUAAAFyCAYAAAAd7KdIAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\nAAALEgAACxIB0t1+/AAAIABJREFUeJzt3X9sVfd9//EXCYUkFK6pcWI6TAluTGdmAtfEAtuqVzxX\nRjaVK7vBKcilKpEVkGBNkOdNa1RHWxJvYmNSgCSeFpkftpoKzNJYa5TYZq1x4rjcNjMY0rjFeGlz\nk5gRyG5r2Vzf7x+Z/eXHB+Nrzr3nnHueD6lSz/HF51Pppds3H97v85kRiUQiAgAAADzsDrsXAAAA\nANiNohgAAACeR1EMAAAAz6MoBgAAgOdRFAMAAMDzKIoBAADgeZMWxbt27VJqaqqysrIkSa+99ppW\nrVo18Z/Zs2frv/7rvyRJL7/8sjIyMrRs2TK9+uqrsV85AAAAYJEZk72n+M0339SsWbO0ZcsW9fb2\nXvOzYDCor371q/r1r3+tkZERfeUrX1F3d7eGh4f1ta99Tf39/TFfPAAAAGCFSXeK165dq+TkZOPP\nmpub9a1vfUuS1N3dreXLlyslJUVpaWlKS0vTO++8Y/1qAQAAgBiYOd0/2NTUpH/7t3+TJH344Yda\nuHChXnjhBX3hC19QamqqPvjgAz344IOWLRQAAACIlWkVxe+++67+8Ic/TPQaj6uurpYkHT16VDNm\nzLj91QEAAABxMK2iuKmpSZWVlRPXCxcu1AcffDBxHQwGtXDhwhv+3I9+9CMtWLBgOo8EAAAApmx4\neFglJSVT/vy0iuLm5ma1trZOXD/00EM6ffq0Pv74Yw0PD+v999/XihUrbvhzCxYskN/vn84jkcB+\n8pOfaMOGDXYvAw5DLmBCLmDi1VwEQ0E9/ebT+um5n+qJh57Qd7O+q1l3zrJ7WY4RCASi+vykRfH2\n7dvV0tKioaEhpaWlaf/+/UpJSdHcuXP1wAMPTHxu1qxZevbZZ5WXlydJ2rNnzzSWDq8aHBy0ewlw\nIHIBE3IBE6/lIjQa0nOB5/TiOy9qc+Zm9VT1yDfbZ/eyXG/Sonjv3r3au3fvDfdPnjx5w72HH35Y\nDz/8sHUrAwAAwITwWFhNZ5r07FvPKvdPctVR2aHF8xbbvayEMe23TwBW+Yu/+Au7lwAHIhcwIRcw\n8UIu2s+368nOJzVv9jw1ljRqdepqu5eUcCiKYbtly5bZvQQ4ELmACbmASSLnom+oT092PqmBSwP6\nYf4PVbK0hDd8xcikh3cA8dDZ2Wn3EuBA5AIm5AImiZiLYCioHW/sUFlLmYqWFKlrc5dK00spiGOI\nnWIAAACHYIjOPhTFsF1+fr7dS4ADkQuYkAuYJEIuGKKzH0UxAACAjRiicwZ6imG7ROwFw+0jFzAh\nFzBxay76hvpUcaxCNcdrVLumVq3lrRTENmKnGAAAII44ic6ZKIphu0ToBYP1yAVMyAVM3JILhuic\njaIYAAAghhiicwd6imE7t/aCIbbIBUzIBUycnIv28+0qaC5Q85lmNZY0qqG4gYLYodgpBgAAsBgn\n0bnPjEgkEonXw9ra2uT3++P1OAAAgLhiiM45AoGACgsLp/x5dooBAABuE0N07kdPMWzn5F4w2Idc\nwIRcwMTOXITHwjp4+qByDuSo/2K/Oio7VJdfR0HsQuwUAwAATAMn0SUWeooBAACiwBCdO9BTDAAA\nEAMM0SU2eophO3oEYUIuYEIuYBLrXIRGQ6rvrlfe4TzNv2u+eqp6VL2ymoI4wbBTDAAAYMBJdN5C\nUQzbueXMesQXuYAJuYBJLHLBEJ33UBQDAAD8H4bovIueYtiOHkGYkAuYkAuYWJGLYCioHW/sUFlL\nmYqWFKlrc5dK00spiD2EnWIAAOBZnESHcRTFsB09gjAhFzAhFzCZTi4YosP1KIoBAICnMEQHE3qK\nYTt6BGFCLmBCLmAy1Vz0DfWp4liFao7XqHZNrVrLWymIMYGdYgAAkNA4iQ5TQVEM29EjCBNyARNy\nAZOb5YIhOkSDohgAACQUhugwHfQUw3b0CMKEXMCEXMDk6ly0n29XQXOBms80q7GkUQ3FDRTEmBJ2\nigEAgOtxEh1uF0UxbEePIEzIBUzIBa4XDAX18vDL+mkLQ3S4PRTFAADAdRiig9XoKYbt6BGECbmA\nCblAeCysg6cPKudAjvov9qujskNFKqIgxm1jpxgAALjCzU6iG9SgzStDIpgRiUQi8XpYW1ub/H5/\nvB4HAAASAEN0mI5AIKDCwsIpf56dYgAA4EicRId4oqcYtqNHECbkAibkwhtCoyHVd9cr73Ce5t81\nXz1VPapeWX3TgphcwArsFAMAAEfgJDrYiaIYtuO9ozAhFzAhF4nrZkN0U0EuYAWKYgAAYBuG6OAU\n9BTDdvSCwYRcwIRcJI5gKKgdb+xQWUuZipYUqWtzl0rTS6dVEJMLWIGdYgAAEDecRAenoiiG7egF\ngwm5gAm5cK9YDtGRC1iBohgAAMTU7QzRAfFCTzFsRy8YTMgFTMiFu/QN9aniWIVqjteodk2tWstb\nY1IQkwtYgZ1iAABgKU6igxtRFMN29ILBhFzAhFw4m11DdOQCVqAoBgAAt4WT6JAI6CmG7egFgwm5\ngAm5cJ728+0qaC5Q85lmNZY0qqG4Ie4FMbmAFdgpBgAAUeMkOiSaGZFIJBKvh7W1tcnv98frcQAA\nwGIM0cEtAoGACgsLp/x5dooBAMAtcRIdEh09xbAdvWAwIRcwIRfxFx4L6+Dpg8o5kKP+i/3qqOxQ\nXX6dowpicgErsFMMAACMOIkOXkJPMQAAuAZDdEgE9BQDAIBpYYgOXjZpT/GuXbuUmpqqrKysiXvd\n3d1asWKFMjMztXHjxon7dXV1Wr58uZYvX66nnnoqditGwqEXDCbkAibkIjZCoyHVd9cr73Ce5t81\nXz1VPapeWe2agphcwAqT7hSXl5frkUce0ZYtWyRJY2Njqqqq0ksvvaTc3FxduHBBknTu3DkdPHhQ\nv/71rxUOh/WVr3xF3/nOd/SlL30p5v8DAADA9HASHfD/TVoUr127VgMDAxPXJ0+eVEpKinJzcyVJ\nycnJkqR58+bpc5/7nP74xz8qHA5r1qxZ8vmcM5UKZ+PMepiQC5iQC+sk0hAduYAVouopHhwclM/n\n0/r16/Xhhx/q0Ucf1WOPPabk5GTt3LlTaWlpGhsb0+7du5WUlBSrNQMAgGliiA4wi+o9xcPDwzpx\n4oQaGhr0n//5n9qzZ4/OnTungYEBPf/88zp//rx+85vf6B//8R8VDAZjtWYkGHrBYEIuYEIupi8Y\nCmrHGztU1lKmoiVF6trcpdL00oQoiMkFrBDVTnFqaqoyMzO1aNEiSVJ2drbOnj2rTz/9VA899JDm\nzp0rSVq1apV++ctfav369Tf8jm3btmnx4s/6lXw+n7Kysib+2WM81Fx763qcU9bDtTOue3t7HbUe\nrp1xPc4p63HDdWg0pJpjNXr1o1e15cEt6qnqUW9Pr95+821HrM+Ka74vuB7X2dmpwcFBSdLWrVsV\njVu+p3hgYEAbNmxQb2+vLl26pOXLl6u3t1dz5sxRdna2jhw5osuXL2vr1q16++23FQ6HtXLlSr3y\nyitatmzZNb+L9xQDABAf1w/R/SD3BwzRwVMsfU/x9u3b1dLSoqGhIaWlpWnfvn3as2eP1q1bp9HR\nUW3atEkZGRmSpG9+85tatWqVJOnRRx+9oSAGAADxkUhDdEC8cKIdbNfZ2TnxTyDAOHIBE3IxOa8O\n0ZELmHCiHQAAHsNJdMDtoyiG7fjbPUzIBUzIxbVCoyE9F3hOL77zojZnblZPVY98s713TgC5gBUo\nigEAcBlOogOsF9V7ioFYuP5VS4BELmBGLj4boitoLlDzmWY1ljSqobjB8wUxuYAV2CkGAMAFvDpE\nB8QLb58AAMDBGKIDpoe3TwAAkAAYogPii55i2I5eMJiQC5h4IRfhsbAOnj6onAM56r/Yr47KDtXl\n11EQT8ILuUDssVMMAIBDcBIdYB96igEAsBlDdID16CkGAMAlGKIDnIOeYtiOXjCYkAuYJEouQqMh\n1XfXK+9wnubfNV89VT2qXllNQTxNiZIL2IudYgAA4oST6ADnoiiG7TizHibkAiZuzgVDdLHj5lzA\nOSiKAQCIIYboAHegpxi2oxcMJuQCJm7KRTAU1I43dqispUxFS4rUtblLpemlFMQx4KZcwLnYKQYA\nwEKcRAe4E0UxbEcvGEzIBUycnAuG6Ozj5FzAPSiKAQC4TQzRAe5HTzFsRy8YTMgFTJyWi76hPlUc\nq1DN8RrVrqlVa3krBbENnJYLuBM7xQAARImT6IDEQ1EM29ELBhNyARO7c8EQnTPZnQskBopiAABu\ngSE6IPHRUwzb0QsGE3IBEzty0X6+XQXNBWo+06zGkkY1FDdQEDsM3xewAjvFAAAYcBId4C0zIpFI\nJF4Pa2trk9/vj9fjAACIGkN0QGIIBAIqLCyc8ufZKQYAQAzRAV5HTzFsRy8YTMgFTGKRi/BYWAdP\nH1TOgRz1X+xXR2WH6vLrKIhdhO8LWIGdYgCAZ3ESHYBx9BQDADyHITog8dFTDADATTBEB+Bm6CmG\n7egFgwm5gMl0cxEaDam+u155h/M0/6756qnqUfXKagriBMH3BazATjEAIGFxEh2AqaIohu04sx4m\n5AIm0eSCITrv4PsCVqAoBgAkFIboAEwHPcWwHb1gMCEXMJksF8FQUDve2KGyljIVLSlS1+YulaaX\nUhB7AN8XsAI7xQAAV+MkOgBWoCiG7egFgwm5gMnVuWCIDuP4voAVKIoBAK7DEB0Aq9FTDNvRCwYT\ncgGTQ68fUsWxCtUcr1Htmlq1lrdSEIPvC1iCnWIAgOONn0T3k/d+otrcWk6iA2A5imLYjlLine truncated
"png": "iVBORw0KGgoAAAANSUhEUgAAAsUAAAFyCAYAAAAd7KdIAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x322a910>"
"<matplotlib.figure.Figure at 0x3421490>"
]
}
],
"prompt_number": 2
"prompt_number": 11
},
{
"cell_type": "markdown",
@@ -896,9 +886,9 @@
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsAAAAFyCAYAAAD7xWwMAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"png": "iVBORw0KGgoAAAANSUhEUgAAAsAAAAFyCAYAAAD7xWwMAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3e12150>"
"<matplotlib.figure.Figure at 0x378a550>"
]
}
],
@@ -950,17 +940,15 @@
"metadata": {},
"outputs": [
{
"ename": "NameError",
"evalue": "name 'gen_data' is not defined",
"output_type": "pyerr",
"traceback": [
"\u001b[1;31m---------------------------------------------------------------------------\u001b[0m\n\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)",
"\u001b[1;32m<ipython-input-3-c60d1f9dbeb1>\u001b[0m in \u001b[0;36m<module>\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mzs\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mgen_data\u001b[0m \u001b[1;33m(\u001b[0m\u001b[0mx0\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m5\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mdx\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m2\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mcount\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m100\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mnoise_factor\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[0mdata\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mg_h_filter\u001b[0m \u001b[1;33m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mzs\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mx0\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m100.\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mdx\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m2.\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mdt\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m1.\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mg\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m0.2\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mh\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m0.01\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mplot_g_h_results\u001b[0m \u001b[1;33m(\u001b[0m\u001b[0mmeasurements\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mzs\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mfiltered_data\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
"\u001b[1;31mNameError\u001b[0m: name 'gen_data' is not defined"
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsgAAAFyCAYAAADoEiz4AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3434850>"
]
}
],
"prompt_number": 3
"prompt_number": 15
},
{
"cell_type": "markdown",
@@ -1017,13 +1005,13 @@
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAs4AAAFyCAYAAADlDFy/AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\nAAALEgAACxIB0t1+/AAAIABJREFUeJzsnXl8G/WZ/z/fGUm2fCaO7cQOiZ2Q+05ImtAEmoOwQKCF\nUrILy7ZAOQotLLApd0u7WwqUFy1QWhqWZftrC1vCVUhYCJCygNOSQC5IgCQk5I7j29ZhWdbM/P4Y\njaJjJM2MNJoZ+3m/Xn1RjUajb+RHo88883meh0mSJIEgCIIgCIIgiIxwVi+AIAiCIAiCIJwACWeC\nIAiCIAiC0AAJZ4IgCIIgCILQAAlngiAIgiAIgtAACWeCIAiCIAiC0AAJZ4IgCIIgCILQgGHhzPM8\nZs+ejdmzZ+Pmm28GAKxZswYTJkzAxIkTsW7duti+6bYTBEEQBEEQhFNgRvs4l5eXw+fzxR6Hw2FM\nmjQJmzZtQigUwpIlS/DFF1+k3U4QBEEQBEEQTsKVrwNt2rQJU6dORU1NDQBg1KhR2LFjB3p6elS3\nz5w5M19vTRAEQRAEQRCmY1g4h0IhnHbaafB6vbj//vtx4sQJ1NXVYfXq1aiqqsKIESNw/Phx+P1+\n1e0knAmCIAiCIAgnYdjjfPToUWzZsgWPPPIILrvsMoRCIQDAddddh0suuSRl//jtjDGjb0sQBEEQ\nBEEQlmA441xbWwsAmDt3Lurr69HY2Ijnnnsu9nxzczPq6+vh8/lw/PjxhO11dXUpx3vuuedQXV1t\ndDkEQRAEQRAEoYlQKIQVK1bofp0h4dzZ2Yni4mJ4vV4cOHAAx44dw4wZM7Br1y60trYiFArhyJEj\nmDFjBsLhsOr2ZKqrqzFnzhwjyyEGMGvXrsUFF1xg9TIIm0FxQahBcUGoQXFBqLF161ZDrzMknD//\n/HNceeWVKCoqAs/zeOqpp1BRUYEHHngACxcuBAA88sgjAACPx6O6nSC0cOjQIauXQNgQigtCDYoL\nQg2KCyKfGBLOp59+Oj7//POU7StXrsTKlSs1bycIgiAIgiAIp0CTAwlbc9ZZZ1m9BMKGUFwQalBc\nEGpQXBD5hIQzYWsmTpxo9RIIG0JxQahBcUGoQXFB5BMSzoStaWpqsnoJhA2huCDUoLgg1KC4IPIJ\nCWeCIAiCIAiC0ACTJEmyehEAsGHDBmpHRxAEQRAEQZjO1q1bsWzZMt2vo4wzQRAEQRAEQWiAhDNh\na8ibRqhBcUGoQXFBqEFxQeQTEs4EQRAEQRAEoQHyOBMEQRAEQRCDCvI4EwRBEARBEISJkHAmbA15\n0wg1KC4INSguCDUoLoh8QsKZIAiCIAiCIDRAHmeCIAiCIAhiUEEeZ4IgCIIgCIIwERLOhK0hbxqh\nBsUFoQbFBaEGxQWRT0g4EwRBEARBEIQGyONMEARBEARBDCrI40wQBEEQBEEQJkLCmbA15E0j1KC4\nINSguCDUoLgg8gkJZ4IgCIIgCILQAHmcCYIgCIIgiEEFeZwJgiAIgiAIwkRIOBO2hrxphBoUF4Qa\nFBeEGhQXRD4h4UwQBEEQBEEQGiDhTNiaRYsWWb0EwoZQXBBqUFwQalBc2AfW1QV+xw6rl5ETJJwJ\ngiAIgiAI03Ft2IDi+++3ehk5QcKZsDXkTSPUoLgg1KC4INSguLAPLBAA8/msXkZOkHAmCIIgCIIg\nTIf5/WA9PVYvIydIOBO2hrxphBoUF4QaFBeEGhQX9oEyzgRBEARBEAShARLOBGEy5E0j1KC4INSg\nuCDUoLiwEYpwtsfQakOQcCYIgiAIgiBMhwUCYJEIEApZvRTDkHAmbA150wg1KC4INSguCDUoLuwD\n8/vl/zq4QJCEM0EQBEEQBGE6MeHsYJ8zCWfC1pA3jVCD4oJQg+KCUIPiwj6wQED+LwlngiAIgiAI\ngshAIACxqoqEM0GYBXnTCDUoLgg1KC4INSgu7APz+yGOGEEeZ4IgCIIgCILIBAsEII0YQRlngjAL\n8qYRalBcEGpQXBBqUFzYBxYIQKyrG7zC2efzob6+Hg8//DAAYM2aNZgwYQImTpyIdevWxfZLt50g\nCIIgCIIYBEQiQDgMsbbW0cLZlcuL77vvPsydOxeMMYTDYdxxxx3YtGkTQqEQlixZgvPPPz/tdoLQ\nAnnTCDUoLgg1KC4INSgu7AELBIDSUkgVFeA6OqxejmEMC+fdu3ejtbUVp512GiRJwubNmzF16lTU\n1NQAAEaNGoUdO3agp6dHdfvMmTPz8y8gCIIgCIIg7I3fD6msDFJ5OdjBg1avxjCGrRp33nknfvKT\nn8QeNzc3o66uDqtXr8bzzz+PESNG4Pjx4zhx4oTqdoLQAnnTCDUoLgg1KC4INSgu7AELBCBFM86D\nzqqxdu1aTJgwAaNGjYIkSQnPXXfddQCAl156Ke12xpiRtyUIgiAIgiAciCKcUV4ODDbhvHnzZrz4\n4ot45ZVX0NbWBo7j8P3vfz8hk9zc3Iz6+nr4fL6U7XV1darHveGGGzB69GgAQGVlJaZPnx7zJilX\njPSYHtNjeqxss8t66DE9psf2faxss8t6BuvjxZIEqawMO778EpOOHIlZHgr1/sr/P3ToEADg6quv\nhhGYlJwy1slPf/pTlJeX48Ybb8TEiRNjRYBLly7F3r17EQ6HMWnSpJTtyWzYsAFz5szJZSkEQRAE\nQRCEDXG/8QY8v/89QnffjZIbboDv/fctXc/WrVuxbNky3a/LWx9nt9uNBx54AAsXLsSyZcvwyCOP\nAAA8Ho/qdoLQQvyVIkEoUFwQalBcEGpQXNiEuK4ag87jHM+9994b+/8rV67EypUrU/ZJt50gCIIg\nCIIY+DC/Xy4OLC93tHCmyYGErYn3qBGEAsUFoQbFBaEGxYU9YEo7urIysJ4eIDensGWQcCYIgiAI\ngiBMJdZVw+MB3G6gt9fqJRmChDNha8ibRqhBcUGoQXFBqEFxYQ9YIACprAwAHO1zJuFMEARBEARB\nmEu0OBCAo33OJJwJW0PeNEINigtCDYoLQg2KC3uQkHEuL5d9zg6EhDNBEARBEARhKkpXDYAyzgRh\nGuRNI9SguCDUoLgg1KC4sAcJwpk8zgRBEARBEAShTqyrBijjTBCmQd40Qg2KC0INigtCDYoLe8AC\nAUjl5QDI40wQBEEQBEEQ6fH7qasGQZgNedMINSguCDUoLgg1KC7sQYJVgzzOBEEQBEEQBKEOeZwJ\nogCQN41Qg+KCUIPiglCD4sIG9PcDkQhQXAyAhDNBEARBEARBqBLLNjMmb9BZHMjt3WvSyvRDwpmw\nNeRNI9SguCDUoLgg1KC4sAFxhYGA7HGGjoxzxbJlYEePmrEy3ZBwJgiCIAiCIEwjftw2oNOqEQyC\n+f3gDxwwZ3E6IeFM2BryphFqUFwQalBcEGpQXFhPfGEgoE84s44OAABHwpkgCIIgCIIY6DC/PzXj\nrNHjzLW1yf8l4UwQ2SFvGqEGxQWhBsUFoQbFhfWkzThLUvbXtrcDALiDB01bnx5IOBMEQRAEQRDm\nEQgkFAfC7QY8HqC3N+tLufZ2CKNGkceZILRA3jRCDYoLQg2KC0INigvrYX5/QsYZ0O5zZu3tEE47\njTLOBEEQBEEQxMAn2eMMaPc5s/Z2CJMmgQUCcls7iyHhTNga8qYRalBcEGpQXBBqUFxYT7LHGdCe\nceba2iDW1EAcPRrcoUNmLVEzJJwJgiAIgiAI00ju4wzIQ1A0WTU6OiANGwahsRH8l1+atUTNkHAm\nbA150wg1KC4INSguCDUoLqyHJRcHQofHua0N0rBhEBsabNGSjoQzQRAEQRAEYR45eJy59naIw4ZB\nbGy0RYEgCWfC1pA3jVCD4oJQg+KCUIPiwnpy8Tiz9nZI1dUQGxtt0ZKOhDNBEARBEARhGqrCWYvH\nWRDAurshDR0KoaGBMs4EkQ3yphFqUFwQalBcEGpQXFiP0T7OrLMTUmUlwPMnu2qIoplLzQoJZ4Ig\nCIIgCMI0VLtqaPA4K4WBAICSEkhDh4IdP27WMjVBwpmwNeRNI9SguCDUcGpcuN59F+jrs3oZAxan\nxsWAwu8H1IRzloyzUhioIDY0gLfYrkHCmSAIgiAspOS228Dv3Gn1MgjCNIx6nJXCQAWhsdHylnQk\nnAlbQ940Qg2KC0INp8YF6+wEC4WsXsaAxalxMZBQE84oLwe0COeqqthjO/RyJuFMEARBEFYhSWBd\nXUBvr9UrIQhzCIflgr6iooTNWjzOXHs7xLiMsx16OZNwJmwNedMINSguCDUcGRd+P1gkQhlnE3Fk\nXAwgYtlmxhK2a+qq0daWkHEWbNDLmYQzQRAEQVgE19UFAGCUcSYGKirjtgFtHmcuyeNMGWeCyAJ5\n0wg1KC4INZwYFywqnMmqYR5OjIuBhFoPZwCQyspk4SxJ6V+b1FVDGj5cfk0gYMpatUDCmSAIgiAs\ngnV2yv8l4UwMUFggAKm8PPUJtxvweIBgMP1r29tP9nEGAMbkQSgWZp1JOBO2hrxpMkWrV8P9l79Y\nvQzbQHFBqOHEuIhlnMnjbBpOjIuBRLqMM5Dd58y1tSUUBwLW+5wNCef29nbMmzcPs2bNwsyZM7Fm\nzRoAwJo1azBhwgRMnDgR69ati+2fbjtBENrgP/uM+rwSxACEMs7EQEe1FV2UjD5nSQLr6EgoDgSs\nb0nnMvKiyspKvPvuuygpKUF7ezsmT56Miy66CHfccQc2bdqEUCiEJUuW4Pzzz0c4HFbdThBaIG9a\nlGAQXGur1auwDRQXhBpOjAvW3Q2JMRLOJuLEuBhIsDTFgUCWjLPfD/A8UFKSsFlsbAT35Zf5XqZm\nDAlnl8sFl0t+aVdXF4qKirBp0yZMnToVNTU1AIBRo0Zhx44d6OnpUd0+c+bMPP0TCGLgw4Line truncated
"png": "iVBORw0KGgoAAAANSUhEUgAAAs4AAAFyCAYAAADlDFy/AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3f8e3d0>"
"<matplotlib.figure.Figure at 0x3421890>"
]
}
],
"prompt_number": 30
"prompt_number": 17
},
{
"cell_type": "markdown",
@@ -1093,11 +1081,11 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsYAAAFyCAYAAAD22xxLAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3aa9b50>"
"<matplotlib.figure.Figure at 0x3449890>"
]
}
],
"prompt_number": 29
"prompt_number": 19
},
{
"cell_type": "markdown",
@@ -1166,25 +1154,25 @@
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAs4AAAF9CAYAAAAUWu5qAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"png": "iVBORw0KGgoAAAANSUhEUgAAAs4AAAF9CAYAAAAUWu5qAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3abb290>"
"<matplotlib.figure.Figure at 0x37b78d0>"
]
},
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAs4AAAF9CAYAAAAUWu5qAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"png": "iVBORw0KGgoAAAANSUhEUgAAAs4AAAF9CAYAAAAUWu5qAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3e39e10>"
"<matplotlib.figure.Figure at 0x3441390>"
]
},
{
"metadata": {},
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAs4AAAF9CAYAAAAUWu5qAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\nAAALEgAACxIB0t1+/AAAIABJREFUeJzs3Xd4VFX+P/D3vXdmMumB9EYaJEBIQpeOFBcLrN9FZV12\nZV3Lorj2Lerq2lYXXXXRtWFZ1q5YfrrYBUF6h0ACpBJC6qSSOply7++PkEDInWRmMpMM4f16nn0e\n59x7zznoZyefHD73HEFRFAVERERERNQjcaAnQERERER0PmDiTERERERkBybORERERER2YOJMRERE\nRGQHJs5ERERERHZg4kxEREREZAcmzkREREREdmDiTEQ0COXm5mLu3Lnw8fFBbGwsnn76aYf7OHDg\nAC655BIMHToUQUFBWLJkCSoqKtwwWyKi8wMTZyKiQcZkMuGyyy6Dt7c3du/ejZUrV+Khhx7CW2+9\nZXcfp06dwmWXXYbw8HDs3LkT69evR3FxMRYvXuzGmRMReTYmzkRELmIymfD73/8eAQEBiI6Oxltv\nvQVRFB1KWF3hm2++wfHjx/HGG29gzJgx+PWvf43f/OY3+Pe//213H9u3b4fBYMCqVauQnJyMiRMn\n4rnnnsPOnTtx4MABN86eiMhzMXEmInKRJ554Ap9//jk+/vhjfPvtt1izZg0AQBAEu54vLi6Gn58f\n/P39Vf+3bds2u/rZs2cPkpKSEBkZ2dk2e/ZsZGZmwmKx2NWH2WwGAOh0us42vV4PANi/f79dfRAR\nDTaagZ4AEdFg8corr+Cee+7BggULAAArV67EtGnT7H4+Ojoahw4dsnk9KirKrn4MBgNCQkLQ2tqK\n0aNHY8mSJZgzZw6sVitqamoQHh7eax8XXXQRfH198eSTT+Lxxx9HU1MTHnvsMUiShKqqKrv/TERE\ngwlXnImIXKC+vh7V1dVIT0/vbBszZoxDfUiShMTERJv/61jxdaS/YcOGITw8HIqiOPRseHg43n33\nXbz77rvw9vZGZGQkxo8fD29vb4gif3QQ0YWJ335ERB7CVaUaYWFhqKqqgk6nw08//YR77rkHVVVV\nkCQJwcHBds/nyiuvRElJCcrLy1FbW4vbbrsNTU1NiImJcfaPSER0XmOpBhGRCwQFBSE0NBQHDx7E\n5ZdfDgA4fPiwQ324qlRj8uTJePLJJ1FWVtb5zKZNmzB27FhoNF2/9k+dOoW6ujpERkbCy8tLtb/Q\n0FAAwGuvvQZRFHHxxRfbNQ8iosGGiTMRkYvceuutWLVqFcaPH4/o6Gg8+OCDDj3fUarRV5dddhkS\nExNx880346mnnkJmZibee+89vP76693u/de//oXHHnsMmzZtwqxZs7pc++STTxAVFYWYmBhs3rwZ\nDz/8MFasWGF3Ak9ENNgwcSYicpEHHngAZWVluOaaaxAYGIiVK1di48aNNldy3UWr1eLrr7/GLbfc\ngkmTJiE4OBiPP/44li1b1u1eQRBs7vpRWlqKO++8E9XV1YiNjcWf//xnPPDAA+6ePhGRxxIUR98Y\nOW3Xrl24+eabYbFYkJ6ejg8//BBr167Fgw8+CEEQ8Oyzz2LhwoUAYLOdiGgwO378OJKSkrBz505M\nnjx5oKdDRER95FTiLMsyRo0ahTVr1mDatGmoqamBv78/Ro4ciV27dsFoNGLOnDnIz8+HyWRSbSci\nGmxyc3Pxww8/YO7cuZBlGQ888AAKCgpw6NAh7kRBRDQIOPVNvm/fPoSGhnbuTxocHIxdu3YhNTUV\noaGhiI2NRWxsLDIzM222ExENNh2nBE6ePBmzZs2CoihYt24dk2YiokHCqRrn4uJiBAYG4rLLLkNl\nZSVuvvlmhIaGIjIyEqtXr8bQoUMRERGB8vJyNDU1qbZnZGS4+s9CRDSghg8fjt27dw/0NIiIyE2c\nSpyNRiO2bduGrKwsBAYGYuLEibjxxhsBAMuXLwcAfPbZZ12eObvd3uNniYiIiIg8hVOJc0REBEaP\nHt25Cf6ECRPQ1taG8vLyznsqKioQFRWFxsbGbu2RkZHd+vzoo48QEhLizHSIiIiIiOxmNBpxxRVX\nOPycU4nzxIkTUVxcjLq6Ovj6+uLw4cO4//77sWbNGlRVVcFoNKKkpATp6ekwmUzIzs7u1n6ukJAQ\njB8/3pnp0CC2bt06LFq0aKCnQR6GcUFqGBekhnFBavbv3+/Uc04lzoGBgVi1ahXmzp0Ls9mMX//6\n10hLS8PKlSsxffp0AMCqVasAADqdTrWdyB7FxcUDPQXyQIwLUsO4IDWMC3Ilpw9Aufrqq3H11Vd3\naVuyZAmWLFnS7V5b7URERERE5wvukUQebf78+QM9BfJAjAtSw7ggNYwLciUmzuTRUlJSBnoK5IEY\nF6SGcUFqGBfkSkycyaNt3bp1oKdAHohxQWoYF6SGcUGuxMSZiIiIiMgOgqIoykBPAgA2bNjA7eiI\niIiIyO3279+PefPmOfwcV5yJiIiIiOzAxJk8GmvTSA3jgtQwLkgN44JciYkzEREREZEdWONMRERE\nRBcU1jgTERER0fnJagU8Yy23R0ycyaOxNo3UMC5IDeOC1DAuzg8+t94K3XvvDfQ0esXEmYiIiIgG\njsUC7fffQ7tx40DPpFdMnMmjzZgxY6CnQB6IcUFqGBekhnHh+aS9ewFfX2i2bfP4cg0mzkREREQ0\nYLQbNqDtl7+EotdDzM0d6On0iIkzeTTWppEaxgWpYVyQGsZFLxoa4HPLLQM6Be2GDWidPR97fWdD\n2rJtQOfSGybORERERBcoqaAAXmvXQigpGZDxBYMBYmEhhGmT8FntHDR9xcSZyGmsTSM1jAtSw7gg\nNYyLnomlpQAA7baBSVi1GzfCPGsWoNXC94pp8N3j2XXOTJyJiIiILlBiaSkUHx9oBqikRbN+PR7b\ntRDl5QKm/DIS9WZfj65zZuJMHo21aaSGcUFqGBekhnHRM7GsDKaFC9t3tOhvVivE9RuxQbsAEREK\nJkywYqs0G/Wfb+//udiJiTMRERHRBUosLUXdpLkQmpr6vc5ZOngQ9V7hSJkfCUEARBFonDgDTV96\nbp0zE2fyaKxNIzWMC1LDuCA1jIuemQrLsORPo2C8aFq/1zlr16/HJu9LMWeOubNt1oOTkFK+2WPr\nnJk4ExEREV2gxNIylCAGJxJm9Xuds7R+A96qvByzZlk628Inx0Lw94WYk9Ovc7EXE2fyaKxNIzWM\nC1LDuCA1jIseWK3Q1VZgxpIQRP1qar/WOQu1tRCP5qBt0hQMGdJ1ddkyffqA7fLRGybORERERBcg\nwWBAi1cQohO1kEeO7Nc6Z83GjZBnTsPaL8zdrllmzhywXT56w8SZPBpr00gN44LUMC5IDePCNrG0\nFC3BMZgwwQIIQvtKbz8lrNoff4Rl/nzVa+bp09tXvz2wzpmJMxEREdEFSCwrw9D0SMyb115jbJkx\nw+6VXs3330OoqnJuYFmGdsMGmOfNU72sxMRA8fVD4y7Pq3Nm4kwejbVppIZxQWoYF6SGcWGbWFoK\nOTq683PnSm9vmpqgv3E5LN9scmpcKSsLSkAA5Ph4m/ccCZ+F9Q/tdqp/d2LiTERERDQA9E88Aa/V\nqwdsfLG0FHJUVOfnXQ2jYapthnjyZI/PGVd/CG3zKRRu6Pk+W7QbNsA8d26P9wRdORXBh7bAYunx\nNpvEI0cgFhQ493BP/bq8RyIXYm0aqWFckBrGBanx5LiQcnKgf/FFOJ0d9tG5K86iJOBH+WJIW3tY\ndZZl6F97HR/olkEoLHJqXM369fjJe0GPf2z/RdMxU9mMnTskp8bQv/giNFu2OPVsT5g4ExEREQ0A\nsaoKaGqC9ssvB2b8srIuifP48Vbs9p6Nhv/ZPvJas2ED/CP08P/DL+FTXuT4oA0NEDMP49aPFkDq\nISdWYmKg+PnjwHv5jo8BQLNjByxTpjj1bE+YOJNHY20aqWFckBrGBanx5LgQqqrQdscd0L/66oCM\nby0qQ1Z97Jn5CEDgldOg3W7735l+9Wq0LV+O4MlxCG067vCY2p9+QnHMFEydq4Eg9Hyvefp0mH/Y\n5vDmGkJZGcw1jciWRzk8v94wcSYiIiIaAKLBgLbf/hZCWRmk/fv7d3CLBVKNAd8eGtalefYtiUBT\nM6yF3euXxdxcSFlZMC1ejJS54QgVqgGj0aFhtevX43up6zHbtvgtnI6FvhvR2OjQENDs2IGtygwY\n21yf5jJxJo/mybVpNHAYF6SGcUFqPDYuWlsBsxnKkCFou/nmfn9JUKioQIMuBDEJXeslEpMUHAya\njYL/dC/X8HrtNbQtWwbo9RA0EuSYGIjFxfYPqijQbNiA14ovx+zZvdd1W6ZPw6TWzQjwk+0fA0Dr\n97uwBTORkWF16Dl7MHEmIiIi6mdidTWUkBBAEGC67jpov/8eQnl5/41fVoYyMQaxsd2Ty9QVFyGj\ndnOXtuaSeug+/RRtN9zQ2SbHxUE8ccL+MY8dQ5ushSVxOEJCeq+/UGJioAQEQDx2zO4xAABbdsA6\nbQpEN2S5TJzJo3lybRoNHMYFqWFckBpPjQvBYIAcFgYAUIKCYLr6anj95z/9Nr5YWorj1ljExXVf\nzfVdOAPa7Wd21mhsBP4z4xOcmvEzKBERne3WhARIRUV2j6nZswfN46biz39ps/sZy/Tp0Nqzt/Rp\nQl0dfKtOIPGqVLufcQQTZyIiIqJ+JlZVQQ4N7fzc9vvfw+utt9pLOPqBtagURZZYhId3X/mVk5Mh\ntLZ2lmG8uEqDWy0vQrp7edf74uIgOpA4S7m58J2cgssv772+uYMjpxkCgLB9F/aIF+HiS3p589BJ\nTJzJo3lsbRoNKMYFqWFckBpPjQuhqgqndKFoO734Ko8YAeu4cdB98kn/TOBkGeJnRKiXMwLine truncated
"png": "iVBORw0KGgoAAAANSUhEUgAAAs4AAAF9CAYAAAAUWu5qAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x4402f10>"
"<matplotlib.figure.Figure at 0x3bb7ed0>"
]
}
],
@@ -1223,7 +1211,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsIAAAF9CAYAAAAOZg7kAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3f8c390>"
"<matplotlib.figure.Figure at 0x37b7250>"
]
},
{
@@ -1231,7 +1219,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsIAAAF9CAYAAAAOZg7kAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3acfe10>"
"<matplotlib.figure.Figure at 0x34273d0>"
]
},
{
@@ -1239,7 +1227,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsIAAAF9CAYAAAAOZg7kAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x43eb110>"
"<matplotlib.figure.Figure at 0x3ba4150>"
]
}
],
@@ -1274,7 +1262,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAr8AAAF9CAYAAAAN0QDMAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3f8eb90>"
"<matplotlib.figure.Figure at 0x392be90>"
]
},
{
@@ -1282,7 +1270,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAr8AAAF9CAYAAAAN0QDMAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3ac4050>"
"<matplotlib.figure.Figure at 0x3902cd0>"
]
}
],
@@ -1330,7 +1318,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsYAAAF9CAYAAAAHja6eAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3abc110>"
"<matplotlib.figure.Figure at 0x341e810>"
]
},
{
@@ -1338,7 +1326,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsAAAAF9CAYAAAAKk97ZAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x3aa0890>"
"<matplotlib.figure.Figure at 0x3445350>"
]
},
{
@@ -1346,7 +1334,7 @@
"output_type": "display_data",
"png": "iVBORw0KGgoAAAANSUhEUgAAAsAAAAF9CAYAAAAKk97ZAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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 truncated
"text": [
"<matplotlib.figure.Figure at 0x43ed110>"
"<matplotlib.figure.Figure at 0x3bae550>"
]
}
],
+35
View File
@@ -0,0 +1,35 @@
import io
from IPython.nbformat import current
import sys
def remove_formatting(nb):
w = nb['worksheets']
node = w[0]
c = node['cells']
for i in range (len(c)):
if 'input' in c[i].keys():
if c[i]['input'][0:16] == '#format the book':
del c[i]
return
def merge_notebooks(filenames):
merged = None
for fname in filenames:
with io.open(fname, 'r', encoding='utf-8') as f:
nb = current.read(f, u'json')
remove_formatting(nb)
if merged is None:
merged = nb
else:
merged.worksheets[0].cells.extend(nb.worksheets[0].cells)
merged.metadata.name += "_merged"
print current.writes(merged, u'json')
if __name__ == '__main__':
#merge_notebooks(sys.argv[1:])
merge_notebooks(['Preface.ipynb', 'Signals_and_Noise.ipynb','g-h_filter.ipynb', 'discrete_bayes.ipynb', 'Gaussians.ipynb', 'Kalman_Filters.ipynb', 'Multidimensional_Kalman_Filters.ipynb', 'Kalman_Filter_Math.ipynb', 'Extended_Kalman_Filters.ipynb', 'Unscented_Kalman_Filter.ipynb'])
# merge_notebooks(['Preface.ipynb', 'Signals_and_Noise.ipynb' g-h_filter.ipynb discrete_bayes.ipynb Gaussians.ipynb Kalman_Filters.ipynb Multidimensional_Kalman_Filters.ipynb Kalman_Filter_Math.ipynb Designing_Kalman_Filters.ipynb Extended_Kalman_Filters.ipynb Unscented_Kalman_Filter.ipynb'])
+322
View File
@@ -0,0 +1,322 @@
{
"metadata": {
"name": "",
"signature": "sha256:5c99106a58fdfec14e71afe805a522f7a3f434845e28ce911f0640049674ed28"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "heading",
"level": 1,
"metadata": {},
"source": [
"Fuck me I am great"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"this test\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": []
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"test\n",
"-\n",
"\n",
"testtwp\n",
"--\n",
"\n",
"\n",
"# One\n",
">this is a big test asdf asdf asd fasd fasd;fj sadf;lkjas df;kasdj f;lasdkfj asd;lkfj asd;lkfj asd;lfkja sdf;ojasd f;lkasdj f;alsdkfj das;lkfjasdf; asdfkj; asf\n",
"\n",
"\n",
"Here is some text.\n",
"\n",
" def this_is_code():\n",
" pass\n",
" </code>\n",
" \n",
" \n",
"*italic*\n",
"**bold**\n",
"\n",
"##Two\n",
"###Three\n",
"####Four\n",
"#####Five\n",
"######Six"
]
},
{
"cell_type": "code",
"collapsed": false,
"input": [],
"language": "python",
"metadata": {},
"outputs": [
{
"html": [
"<style>\n",
" div.cell{\n",
" width: 850px;\n",
" margin-left: 0% !important;\n",
" margin-right: auto;\n",
" }\n",
" div.text_cell code {\n",
" background: #F6F6F9;\n",
" color: #0000FF;\n",
" }\n",
" h1 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
"\t}\n",
"\t\n",
" div.input_area {\n",
" background: #F6F6F9;\n",
" border: 1px solid #586e75;\n",
" }\n",
"\n",
" .text_cell_render h1 {\n",
" font-weight: 200;\n",
" font-size: 36pt;\n",
" line-height: 100%;\n",
" color:#c76c0c;\n",
" margin-bottom: 0.5em;\n",
" margin-top: 1em;\n",
" display: block;\n",
" white-space: wrap;\n",
" } \n",
" h2 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" text-indent:1em;\n",
" }\n",
" .text_cell_render h2 {\n",
" font-weight: 200;\n",
" font-size: 20pt;\n",
" font-style: italic;\n",
" line-height: 100%;\n",
" color:#c76c0c;\n",
" margin-bottom: 1.5em;\n",
" margin-top: 0.5em;\n",
" display: block;\n",
" white-space: nowrap;\n",
" } \n",
" h3 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" }\n",
" .text_cell_render h3 {\n",
" font-weight: 300;\n",
" font-size: 18pt;\n",
" line-height: 100%;\n",
" color:#d77c0c;\n",
" margin-bottom: 0.5em;\n",
" margin-top: 2em;\n",
" display: block;\n",
" white-space: nowrap;\n",
" }\n",
" h4 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" }\n",
" .text_cell_render h4 {\n",
" font-weight: 300;\n",
" font-size: 16pt;\n",
" color:#d77c0c;\n",
" margin-bottom: 0.5em;\n",
" margin-top: 0.5em;\n",
" display: block;\n",
" white-space: nowrap;\n",
" }\n",
" h5 {\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" }\n",
" .text_cell_render h5 {\n",
" font-weight: 300;\n",
" font-style: normal;\n",
" color: #1d3b84;\n",
" font-size: 16pt;\n",
" margin-bottom: 0em;\n",
" margin-top: 1.5em;\n",
" display: block;\n",
" white-space: nowrap;\n",
" }\n",
" div.text_cell_render{\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" line-height: 135%;\n",
" font-size: 125%;\n",
" width:750px;\n",
" margin-left:auto;\n",
" margin-right:auto;\n",
" text-align:justify;\n",
" text-justify:inter-word;\n",
" }\n",
" div.output_subarea.output_text.output_pyout {\n",
" overflow-x: auto;\n",
" overflow-y: scroll;\n",
" max-height: 300px;\n",
" }\n",
" div.output_subarea.output_stream.output_stdout.output_text {\n",
" overflow-x: auto;\n",
" overflow-y: scroll;\n",
" max-height: 300px;\n",
" }\n",
" code{\n",
" font-size: 70%;\n",
" }\n",
" .rendered_html code{\n",
" background-color: transparent;\n",
" }\n",
" ul{\n",
" margin: 2em;\n",
" }\n",
" ul li{\n",
" padding-left: 0.5em; \n",
" margin-bottom: 0.5em; \n",
" margin-top: 0.5em; \n",
" }\n",
" ul li li{\n",
" padding-left: 0.2em; \n",
" margin-bottom: 0.2em; \n",
" margin-top: 0.2em; \n",
" }\n",
" ol{\n",
" margin: 2em;\n",
" }\n",
" ol li{\n",
" padding-left: 0.5em; \n",
" margin-bottom: 0.5em; \n",
" margin-top: 0.5em; \n",
" }\n",
" ul li{\n",
" padding-left: 0.5em; \n",
" margin-bottom: 0.5em; \n",
" margin-top: 0.2em; \n",
" }\n",
" a:link{\n",
" font-weight: bold;\n",
" color:#447adb;\n",
" }\n",
" a:visited{\n",
" font-weight: bold;\n",
" color: #1d3b84;\n",
" }\n",
" a:hover{\n",
" font-weight: bold;\n",
" color: #1d3b84;\n",
" }\n",
" a:focus{\n",
" font-weight: bold;\n",
" color:#447adb;\n",
" }\n",
" a:active{\n",
" font-weight: bold;\n",
" color:#447adb;\n",
" }\n",
" .rendered_html :link {\n",
" text-decoration: underline; \n",
" }\n",
" .rendered_html :hover {\n",
" text-decoration: none; \n",
" }\n",
" .rendered_html :visited {\n",
" text-decoration: none;\n",
" }\n",
" .rendered_html :focus {\n",
" text-decoration: none;\n",
" }\n",
" .rendered_html :active {\n",
" text-decoration: none;\n",
" }\n",
" .warning{\n",
" color: rgb( 240, 20, 20 )\n",
" } \n",
" hr {\n",
" color: #f3f3f3;\n",
" background-color: #f3f3f3;\n",
" height: 1px;\n",
" }\n",
" blockquote{\n",
" display:block;\n",
" background: #fcfcfc;\n",
" border-left: 5px solid #c76c0c;\n",
" font-family: 'Open sans',verdana,arial,sans-serif;\n",
" width:680px;\n",
" padding: 10px 10px 10px 10px;\n",
" text-align:justify;\n",
" text-justify:inter-word;\n",
" }\n",
" blockquote p {\n",
" margin-bottom: 0;\n",
" line-height: 125%;\n",
" font-size: 100%;\n",
" }\n",
"</style>\n",
"<script>\n",
" MathJax.Hub.Config({\n",
" TeX: {\n",
" extensions: [\"AMSmath.js\"]\n",
" },\n",
" tex2jax: {\n",
" inlineMath: [ ['$','$'], [\"\\\\(\",\"\\\\)\"] ],\n",
" displayMath: [ ['$$','$$'], [\"\\\\[\",\"\\\\]\"] ]\n",
" },\n",
" displayAlign: 'center', // Change this to 'center' to center equations.\n",
" \"HTML-CSS\": {\n",
" styles: {'.MathJax_Display': {\"margin\": 4}}\n",
" }\n",
" });\n",
"</script>\n"
],
"metadata": {},
"output_type": "pyout",
"prompt_number": 1,
"text": [
"<IPython.core.display.HTML at 0x3c0d470>"
]
}
],
"prompt_number": 1
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#One\n",
"test\n",
"\n",
"## two\n",
"test\n",
"\n",
"## two again\n",
"\n",
"and more text here\n"
]
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"import sys\n",
"import os\n"
],
"language": "python",
"metadata": {},
"outputs": [],
"prompt_number": 2
}
],
"metadata": {}
}
]
}