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  • Committer: Package Import Robot
  • Author(s): Stuart Prescott
  • Date: 2015-05-08 00:00:33 UTC
  • mfrom: (1.1.1)
  • Revision ID: package-import@ubuntu.com-20150508000033-fp4theggupemhx24
Tags: 0.14-1
* New upstream release.
  - revert upstream change to sphinx conf.py to permit building with older
    python3-sphinx.
* Bump standards version to 3.9.6 (no changes required).
* Add SVG and PDF to package descriptions.

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{
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 "metadata": {},
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 "nbformat": 3,
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 "nbformat_minor": 0,
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 "worksheets": [
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  {
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   "cells": [
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    {
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     "cell_type": "heading",
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     "level": 1,
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     "metadata": {},
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     "source": [
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      "Plotting more than one data set and adding a graph key"
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     ]
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    },
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    {
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     "cell_type": "code",
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     "collapsed": false,
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     "input": [
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      "from pyx import *\n",
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      "\n",
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      "g = graph.graphxy(width=8,\n",
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      "                  x=graph.axis.linear(min=0, max=2),\n",
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      "                  y=graph.axis.linear(min=0, max=2),\n",
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      "                  key=graph.key.key(pos=\"br\", dist=0.1))\n",
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      "g.plot([graph.data.function(\"x(y)=y**4\", title=r\"$x = y^4$\"),\n",
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      "        graph.data.function(\"x(y)=y**2\", title=r\"$x = y^2$\"),\n",
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      "        graph.data.function(\"x(y)=y\", title=r\"$x = y$\"),\n",
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      "        graph.data.function(\"y(x)=x**2\", title=r\"$y = x^2$\"),\n",
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      "        graph.data.function(\"y(x)=x**4\", title=r\"$y = x^4$\")],\n",
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      "       [graph.style.line([color.gradient.Rainbow])])\n",
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      "g"
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     ],
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     "language": "python",
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     "metadata": {},
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     "outputs": [
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      {
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       "metadata": {},
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       "output_type": "pyout",
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       "png": "iVBORw0KGgoAAAANSUhEUgAAAV8AAADgCAYAAACkXmWVAAAABmJLR0QA/wD/AP+gvaeTAAAACXBI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oGtBEG6lmZowwSn4HgYEBbW6ttHyPNOfArxcSEiA/s6T7ZdVi2AsfTVjHVGts8XyeLaNcGb5pY1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\nRU5ErkJggg==\n"
41
 
      }
42
 
     ]
43
 
    },
44
 
    {
45
 
     "cell_type": "markdown",
46
 
     "metadata": {},
47
 
     "source": [
48
 
      "In this example we demonstrate how to plot more than one data set in a graph.\n",
49
 
      "Furthermore, adding a graph key labelling the data is explained. \n",
50
 
      "\n",
51
 
      "In order to display more than one data set, we pass a list of data sets to the\n",
52
 
      "`plot` method of the graph. In the present case, we contruct this list out of\n",
53
 
      "three lists of `graph.data.function` instances. For each data set we also\n",
54
 
      "set a title using the corresponding keyword argument of the data class.\n",
55
 
      "\n",
56
 
      "For a more colorful output, we pass the `color.gradient.Rainbow` color gradient\n",
57
 
      "to the `graph.style.line` class. PyX then automatically chooses color spanning\n",
58
 
      "the whole range of the rainbow gradient.\n",
59
 
      "\n",
60
 
      "![bend](http://pyx.sourceforge.net/bend.png) If you look at the output, you will notice that not only the colors are\n",
61
 
      "cycled through, but also the line style changes. The reason for this behavior\n",
62
 
      "is that the default line attributes of the `graph.style.line` style contain an\n",
63
 
      "`attr.changelist` comprising a couple of different line styles. When you pass\n",
64
 
      "additional line attributes, these are appended to the default attributes (this\n",
65
 
      "is generally the case in PyX). Consequently, you get a change of both the\n",
66
 
      "color and the line style. If you only want to change the color, either\n",
67
 
      "pass the desired line style explicitly, i.e., use\n",
68
 
      "    graph.style.line([style.linestyle.solid, color.gradient.Rainbow])\n",
69
 
      "or clear a previous setting of the line style using the `clear` attribute\n",
70
 
      "of the corresponding class:\n",
71
 
      "    graph.style.line([style.linestyle.clear, color.gradient.Rainbow])\n",
72
 
      "\n",
73
 
      "![bend](http://pyx.sourceforge.net/bend.png)![bend](http://pyx.sourceforge.net/bend.png) It is also possible to call the `plot` method several times. Note that the\n",
74
 
      "changing of the styles is also performed when the style instances are used on\n",
75
 
      "several plot commands within the same graph as long as the same set of style\n",
76
 
      "instances are passed at the `plot` method calls.\n",
77
 
      "\n",
78
 
      "Finally, when plotting more than one data set you might want to label them in\n",
79
 
      "your graph. We already have passed titles identifying each data set, so we only\n",
80
 
      "have to add a graph key. This is done by passing a `graph.key.key` instance as\n",
81
 
      "the `key` keyword argument to the graph. Usually, you only need to specify the\n",
82
 
      "position of the key using the `pos` argument of the `graph.key.key`\n",
83
 
      "constructor. The syntax should be self-explaining; here we use `br` to put\n",
84
 
      "the key at the bottom-right position of the graph. In order to save some\n",
85
 
      "space, we furthermore decreases the distance between the key entries a little\n",
86
 
      "bit by passing a value of 0.1 to the `dist` argument."
87
 
     ]
 
2
 "cells": [
 
3
  {
 
4
   "cell_type": "markdown",
 
5
   "metadata": {},
 
6
   "source": [
 
7
    "# Plotting more than one data set and adding a graph key"
 
8
   ]
 
9
  },
 
10
  {
 
11
   "cell_type": "code",
 
12
   "execution_count": 1,
 
13
   "metadata": {},
 
14
   "outputs": [
 
15
    {
 
16
     "data": {
 
17
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAV8AAADgCAYAAACkXmWVAAAABmJLR0QA/wD/AP+gvaeTAAAACXBI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       "    <path d=\"M19.2662 2.49066M23.8192 -1.30511C23.859 -1.44458 23.859 -1.46451 23.859 -1.53425C23.859 -1.71357 23.7195 -1.80324 23.5701 -1.80324C23.4705 -1.80324 23.3111 -1.74346 23.2214 -1.59402C23.2015 -1.54421 23.1218 -1.23537 23.0819 -1.05604C23.0122 -0.797011 22.9425 -0.52802 22.8827 -0.259029L22.4344 1.53425C22.3945 1.68369 21.9661 2.38107 21.3086 2.38107C20.8005 2.38107 20.6909 1.94271 20.6909 1.5741C20.6909 1.11582 20.8603 0.498132 21.199 -0.37858C21.3584 -0.787049 21.3982 -0.896638 21.3982 -1.09589C21.3982 -1.54421 21.0794 -1.91283 20.5813 -1.91283C19.6349 -1.91283 19.2662 -0.468244 19.2662 -0.37858C19.2662 -0.278954 19.3659 -0.278954 19.3858 -0.278954C19.4854 -0.278954 19.4954 -0.298879 19.5452 -0.458281C19.8142 -1.39477 20.2127 -1.69365 20.5514 -1.69365C20.6311 -1.69365 20.8005 -1.69365 20.8005 -1.37484C20.8005 -1.12578 20.7009 -0.86675 20.6311 -0.67746C20.2326 0.37858 20.0533 0.946451 20.0533 1.41469C20.0533 2.30137 20.6809 2.60025 21.2687 2.60025C21.6573 2.60025 21.996 2.43088 22.275 2.15193C22.1454 2.66999 22.0259 3.15816 21.6274 3.68618C21.3684 4.02491 20.9898 4.31382 20.5315 4.31382C20.392 4.31382 19.9437 4.28394 19.7743 3.89539C19.9337 3.89539 20.0633 3.89539 20.2027 3.77584C20.3024 3.68618 20.402 3.55666 20.402 3.36737C20.402 3.05853 20.133 3.01868 20.0334 3.01868C19.8042 3.01868 19.4755 3.17808 19.4755 3.66625C19.4755 4.16438 19.9138 4.533 20.5315 4.533C21.5577 4.533 22.5838 3.6264 22.8628 2.50062ZM22.8628 2.50062\" fill=\"black\"/>\n",
 
155
       "   </g>\n",
 
156
       "   <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,19.842520,38.644321)\">\n",
 
157
       "    <path d=\"M0.288917 2.49066M4.84184 -1.30511C4.88169 -1.44458 4.88169 -1.46451 4.88169 -1.53425C4.88169 -1.71357 4.74222 -1.80324 4.59278 -1.80324C4.49315 -1.80324 4.33375 -1.74346 4.24408 -1.59402C4.22416 -1.54421 4.14446 -1.23537 4.10461 -1.05604C4.03487 -0.797011 3.96513 -0.52802 3.90535 -0.259029L3.45704 1.53425C3.41719 1.68369 2.98879 2.38107 2.33126 2.38107C1.82316 2.38107 1.71357 1.94271 1.71357 1.5741C1.71357 1.11582 1.88294 0.498132 2.22167 -0.37858C2.38107 -0.787049 2.42092 -0.896638 2.42092 -1.09589C2.42092 -1.54421 2.10212 -1.91283 1.60399 -1.91283C0.657534 -1.91283 0.288917 -0.468244 0.288917 -0.37858C0.288917 -0.278954 0.388543 -0.278954 0.408468 -0.278954C0.508095 -0.278954 0.518057 -0.298879 0.56787 -0.458281C0.836862 -1.39477 1.23537 -1.69365 1.5741 -1.69365C1.6538 -1.69365 1.82316 -1.69365 1.82316 -1.37484C1.82316 -1.12578 1.72354 -0.86675 1.6538 -0.67746C1.25529 0.37858 1.07597 0.946451 1.07597 1.41469C1.07597 2.30137 1.70361 2.60025 2.29141 2.60025C2.67995 2.60025 3.01868 2.43088 3.29763 2.15193C3.16812 2.66999 3.04857 3.15816 2.65006 3.68618C2.39103 4.02491 2.01245 4.31382 1.55417 4.31382C1.41469 4.31382 0.966376 4.28394 0.797011 3.89539C0.956413 3.89539 1.08593 3.89539 1.2254 3.77584C1.32503 3.68618 1.42466 3.55666 1.42466 3.36737C1.42466 3.05853 1.15567 3.01868 1.05604 3.01868C0.826899 3.01868 0.498132 3.17808 0.498132 3.66625C0.498132 4.16438 0.936488 4.533 1.55417 4.533C2.58032 4.533 3.60648 3.6264 3.88543 2.50062ZM3.88543 2.50062\" fill=\"black\"/>\n",
 
158
       "    <path d=\"M8.56718 2.49066M14.8536 -0.767123C15.003 -0.767123 15.1923 -0.767123 15.1923 -0.966376C15.1923 -1.16563 15.003 -1.16563 14.8636 -1.16563L8.89595 -1.16563C8.75647 -1.16563 8.56718 -1.16563 8.56718 -0.966376C8.56718 -0.767123 8.75647 -0.767123 8.90591 -0.767123ZM8.90591 -0.767123M14.8636 1.16563C15.003 1.16563 15.1923 1.16563 15.1923 0.966376C15.1923 0.767123 15.003 0.767123 14.8536 0.767123L8.90591 0.767123C8.75647 0.767123 8.56718 0.767123 8.56718 0.966376C8.56718 1.16563 8.75647 1.16563 8.89595 1.16563ZM8.89595 1.16563\" fill=\"black\"/>\n",
 
159
       "    <path d=\"M18.8143 2.49066M21.8529 -0.518057C21.9126 -0.777086 22.1418 -1.69365 22.8392 -1.69365C22.889 -1.69365 23.1281 -1.69365 23.3373 -1.56413C23.0583 -1.51432 22.8591 -1.26526 22.8591 -1.02615C22.8591 -0.86675 22.9687 -0.67746 23.2377 -0.67746C23.4569 -0.67746 23.7757 -0.856787 23.7757 -1.25529C23.7757 -1.77335 23.1879 -1.91283 22.8491 -1.91283C22.2713 -1.91283 21.9226 -1.38481 21.8031 -1.15567C21.554 -1.8132 21.016 -1.91283 20.7271 -1.91283C19.691 -1.91283 19.1231 -0.627646 19.1231 -0.37858C19.1231 -0.278954 19.2227 -0.278954 19.2427 -0.278954C19.3224 -0.278954 19.3522 -0.298879 19.3722 -0.388543C19.7109 -1.44458 20.3684 -1.69365 20.7072 -1.69365C20.8965 -1.69365 21.2451 -1.60399 21.2451 -1.02615C21.2451 -0.71731 21.0758 -0.0498132 20.7072 1.34496C20.5478 1.96264 20.1991 2.38107 19.7607 2.38107C19.7009 2.38107 19.4718 2.38107 19.2626 2.25156C19.5116 2.20174 19.7308 1.99253 19.7308 1.71357C19.7308 1.44458 19.5116 1.36488 19.3622 1.36488C19.0633 1.36488 18.8143 1.62391 18.8143 1.94271C18.8143 2.401 19.3124 2.60025 19.7508 2.60025C20.4083 2.60025 20.7669 1.90286 20.7968 1.84309C20.9164 2.21171 21.275 2.60025 21.8728 2.60025C22.8989 2.60025 23.4668 1.31507 23.4668 1.066C23.4668 0.966376 23.3772 0.966376 23.3473 0.966376C23.2576 0.966376 23.2377 1.00623 23.2178 1.07597C22.889 2.14197 22.2115 2.38107 21.8927 2.38107C21.5042 2.38107 21.3448 2.06227 21.3448 1.72354C21.3448 1.50436 21.4046 1.28518 21.5141 0.846824ZM21.5141 0.846824\" fill=\"black\"/>\n",
 
160
       "    <path d=\"M24.6586 -1.1247M27.7411 -2.39394L27.5039 -2.39394C27.483 -2.24052 27.4133 -1.82906 27.3226 -1.75932C27.2668 -1.71748 26.7299 -1.71748 26.6322 -1.71748L25.349 -1.71748C26.0813 -2.36605 26.3254 -2.56132 26.7438 -2.88909C27.2599 -3.30054 27.7411 -3.73292 27.7411 -4.39544C27.7411 -5.23927 27.0018 -5.75534 26.1092 -5.75534C25.2444 -5.75534 24.6586 -5.14861 24.6586 -4.50702C24.6586 -4.15135 24.9585 -4.11648 25.0282 -4.11648C25.1956 -4.11648 25.3978 -4.23504 25.3978 -4.4861C25.3978 -4.61163 25.349 -4.85571 24.9864 -4.85571C25.2026 -5.35086 25.6768 -5.50428 26.0046 -5.50428C26.702 -5.50428 27.0646 -4.96032 27.0646 -4.39544C27.0646 -3.78871 26.6322 -3.30752 26.4091 -3.05646L24.7284 -1.39668C24.6586 -1.33392 24.6586 -1.31997 24.6586 -1.1247L27.5318 -1.1247ZM27.5318 -1.1247\" fill=\"black\"/>\n",
 
161
       "   </g>\n",
 
162
       "   <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,19.842520,51.525761)\">\n",
 
163
       "    <path d=\"M0.288917 2.49066M4.84184 -1.30511C4.88169 -1.44458 4.88169 -1.46451 4.88169 -1.53425C4.88169 -1.71357 4.74222 -1.80324 4.59278 -1.80324C4.49315 -1.80324 4.33375 -1.74346 4.24408 -1.59402C4.22416 -1.54421 4.14446 -1.23537 4.10461 -1.05604C4.03487 -0.797011 3.96513 -0.52802 3.90535 -0.259029L3.45704 1.53425C3.41719 1.68369 2.98879 2.38107 2.33126 2.38107C1.82316 2.38107 1.71357 1.94271 1.71357 1.5741C1.71357 1.11582 1.88294 0.498132 2.22167 -0.37858C2.38107 -0.787049 2.42092 -0.896638 2.42092 -1.09589C2.42092 -1.54421 2.10212 -1.91283 1.60399 -1.91283C0.657534 -1.91283 0.288917 -0.468244 0.288917 -0.37858C0.288917 -0.278954 0.388543 -0.278954 0.408468 -0.278954C0.508095 -0.278954 0.518057 -0.298879 0.56787 -0.458281C0.836862 -1.39477 1.23537 -1.69365 1.5741 -1.69365C1.6538 -1.69365 1.82316 -1.69365 1.82316 -1.37484C1.82316 -1.12578 1.72354 -0.86675 1.6538 -0.67746C1.25529 0.37858 1.07597 0.946451 1.07597 1.41469C1.07597 2.30137 1.70361 2.60025 2.29141 2.60025C2.67995 2.60025 3.01868 2.43088 3.29763 2.15193C3.16812 2.66999 3.04857 3.15816 2.65006 3.68618C2.39103 4.02491 2.01245 4.31382 1.55417 4.31382C1.41469 4.31382 0.966376 4.28394 0.797011 3.89539C0.956413 3.89539 1.08593 3.89539 1.2254 3.77584C1.32503 3.68618 1.42466 3.55666 1.42466 3.36737C1.42466 3.05853 1.15567 3.01868 1.05604 3.01868C0.826899 3.01868 0.498132 3.17808 0.498132 3.66625C0.498132 4.16438 0.936488 4.533 1.55417 4.533C2.58032 4.533 3.60648 3.6264 3.88543 2.50062ZM3.88543 2.50062\" fill=\"black\"/>\n",
 
164
       "    <path d=\"M8.56718 2.49066M14.8536 -0.767123C15.003 -0.767123 15.1923 -0.767123 15.1923 -0.966376C15.1923 -1.16563 15.003 -1.16563 14.8636 -1.16563L8.89595 -1.16563C8.75647 -1.16563 8.56718 -1.16563 8.56718 -0.966376C8.56718 -0.767123 8.75647 -0.767123 8.90591 -0.767123ZM8.90591 -0.767123M14.8636 1.16563C15.003 1.16563 15.1923 1.16563 15.1923 0.966376C15.1923 0.767123 15.003 0.767123 14.8536 0.767123L8.90591 0.767123C8.75647 0.767123 8.56718 0.767123 8.56718 0.966376C8.56718 1.16563 8.75647 1.16563 8.89595 1.16563ZM8.89595 1.16563\" fill=\"black\"/>\n",
 
165
       "    <path d=\"M18.8143 2.49066M21.8529 -0.518057C21.9126 -0.777086 22.1418 -1.69365 22.8392 -1.69365C22.889 -1.69365 23.1281 -1.69365 23.3373 -1.56413C23.0583 -1.51432 22.8591 -1.26526 22.8591 -1.02615C22.8591 -0.86675 22.9687 -0.67746 23.2377 -0.67746C23.4569 -0.67746 23.7757 -0.856787 23.7757 -1.25529C23.7757 -1.77335 23.1879 -1.91283 22.8491 -1.91283C22.2713 -1.91283 21.9226 -1.38481 21.8031 -1.15567C21.554 -1.8132 21.016 -1.91283 20.7271 -1.91283C19.691 -1.91283 19.1231 -0.627646 19.1231 -0.37858C19.1231 -0.278954 19.2227 -0.278954 19.2427 -0.278954C19.3224 -0.278954 19.3522 -0.298879 19.3722 -0.388543C19.7109 -1.44458 20.3684 -1.69365 20.7072 -1.69365C20.8965 -1.69365 21.2451 -1.60399 21.2451 -1.02615C21.2451 -0.71731 21.0758 -0.0498132 20.7072 1.34496C20.5478 1.96264 20.1991 2.38107 19.7607 2.38107C19.7009 2.38107 19.4718 2.38107 19.2626 2.25156C19.5116 2.20174 19.7308 1.99253 19.7308 1.71357C19.7308 1.44458 19.5116 1.36488 19.3622 1.36488C19.0633 1.36488 18.8143 1.62391 18.8143 1.94271C18.8143 2.401 19.3124 2.60025 19.7508 2.60025C20.4083 2.60025 20.7669 1.90286 20.7968 1.84309C20.9164 2.21171 21.275 2.60025 21.8728 2.60025C22.8989 2.60025 23.4668 1.31507 23.4668 1.066C23.4668 0.966376 23.3772 0.966376 23.3473 0.966376C23.2576 0.966376 23.2377 1.00623 23.2178 1.07597C22.889 2.14197 22.2115 2.38107 21.8927 2.38107C21.5042 2.38107 21.3448 2.06227 21.3448 1.72354C21.3448 1.50436 21.4046 1.28518 21.5141 0.846824ZM21.5141 0.846824\" fill=\"black\"/>\n",
 
166
       "    <path d=\"M24.4912 -1.1247M27.9084 -2.26841L27.9084 -2.51947L27.1343 -2.51947L27.1343 -5.62981C27.1343 -5.77626 27.1343 -5.82508 26.9809 -5.82508C26.8972 -5.82508 26.8693 -5.82508 26.7996 -5.72744L24.4912 -2.51947L24.4912 -2.26841L26.5416 -2.26841L26.5416 -1.69656C26.5416 -1.45945 26.5416 -1.37576 25.9767 -1.37576L25.7884 -1.37576L25.7884 -1.1247C26.1371 -1.13865 26.5834 -1.1526 26.8345 -1.1526C27.0925 -1.1526 27.5388 -1.13865 27.8875 -1.1247L27.8875 -1.37576L27.6992 -1.37576C27.1343 -1.37576 27.1343 -1.45945 27.1343 -1.69656L27.1343 -2.26841ZM27.1343 -2.26841M26.5904 -5.0719L26.5904 -2.51947L24.7493 -2.51947ZM24.7493 -2.51947\" fill=\"black\"/>\n",
 
167
       "   </g>\n",
 
168
       "  </g>\n",
 
169
       " </g>\n",
 
170
       "</svg>\n"
 
171
      ]
 
172
     },
 
173
     "execution_count": 1,
 
174
     "metadata": {},
 
175
     "output_type": "execute_result"
88
176
    }
89
177
   ],
90
 
   "metadata": {}
 
178
   "source": [
 
179
    "from pyx import *\n",
 
180
    "\n",
 
181
    "g = graph.graphxy(width=8,\n",
 
182
    "                  x=graph.axis.linear(min=0, max=2),\n",
 
183
    "                  y=graph.axis.linear(min=0, max=2),\n",
 
184
    "                  key=graph.key.key(pos=\"br\", dist=0.1))\n",
 
185
    "g.plot([graph.data.function(\"x(y)=y**4\", title=r\"$x = y^4$\"),\n",
 
186
    "        graph.data.function(\"x(y)=y**2\", title=r\"$x = y^2$\"),\n",
 
187
    "        graph.data.function(\"x(y)=y\", title=r\"$x = y$\"),\n",
 
188
    "        graph.data.function(\"y(x)=x**2\", title=r\"$y = x^2$\"),\n",
 
189
    "        graph.data.function(\"y(x)=x**4\", title=r\"$y = x^4$\")],\n",
 
190
    "       [graph.style.line([color.gradient.Rainbow])])\n",
 
191
    "g"
 
192
   ]
 
193
  },
 
194
  {
 
195
   "cell_type": "markdown",
 
196
   "metadata": {},
 
197
   "source": [
 
198
    "In this example we demonstrate how to plot more than one data set in a graph.\n",
 
199
    "Furthermore, adding a graph key labelling the data is explained. \n",
 
200
    "\n",
 
201
    "In order to display more than one data set, we pass a list of data sets to the\n",
 
202
    "`plot` method of the graph. In the present case, we contruct this list out of\n",
 
203
    "three lists of `graph.data.function` instances. For each data set we also\n",
 
204
    "set a title using the corresponding keyword argument of the data class.\n",
 
205
    "\n",
 
206
    "For a more colorful output, we pass the `color.gradient.Rainbow` color gradient\n",
 
207
    "to the `graph.style.line` class. PyX then automatically chooses color spanning\n",
 
208
    "the whole range of the rainbow gradient.\n",
 
209
    "\n",
 
210
    "<img src=\"http://pyx.sourceforge.net/bend.png\" align=\"left\"> If you look at the output, you will notice that not only the colors are\n",
 
211
    "cycled through, but also the line style changes. The reason for this behavior\n",
 
212
    "is that the default line attributes of the `graph.style.line` style contain an\n",
 
213
    "`attr.changelist` comprising a couple of different line styles. When you pass\n",
 
214
    "additional line attributes, these are appended to the default attributes (this\n",
 
215
    "is generally the case in PyX). Consequently, you get a change of both the\n",
 
216
    "color and the line style. If you only want to change the color, either\n",
 
217
    "pass the desired line style explicitly, i.e., use\n",
 
218
    "    graph.style.line([style.linestyle.solid, color.gradient.Rainbow])\n",
 
219
    "or clear a previous setting of the line style using the `clear` attribute\n",
 
220
    "of the corresponding class:\n",
 
221
    "    graph.style.line([style.linestyle.clear, color.gradient.Rainbow])\n",
 
222
    "\n",
 
223
    "<img src=\"http://pyx.sourceforge.net/bend.png\" align=\"left\"><img src=\"http://pyx.sourceforge.net/bend.png\" align=\"left\"> It is also possible to call the `plot` method several times. Note that the\n",
 
224
    "changing of the styles is also performed when the style instances are used on\n",
 
225
    "several plot commands within the same graph as long as the same set of style\n",
 
226
    "instances are passed at the `plot` method calls.\n",
 
227
    "\n",
 
228
    "Finally, when plotting more than one data set you might want to label them in\n",
 
229
    "your graph. We already have passed titles identifying each data set, so we only\n",
 
230
    "have to add a graph key. This is done by passing a `graph.key.key` instance as\n",
 
231
    "the `key` keyword argument to the graph. Usually, you only need to specify the\n",
 
232
    "position of the key using the `pos` argument of the `graph.key.key`\n",
 
233
    "constructor. The syntax should be self-explaining; here we use `br` to put\n",
 
234
    "the key at the bottom-right position of the graph. In order to save some\n",
 
235
    "space, we furthermore decreases the distance between the key entries a little\n",
 
236
    "bit by passing a value of 0.1 to the `dist` argument.\n"
 
237
   ]
91
238
  }
92
 
 ]
 
239
 ],
 
240
 "metadata": {
 
241
  "language": "python"
 
242
 },
 
243
 "nbformat": 4,
 
244
 "nbformat_minor": 0
93
245
}
 
 
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