~ubuntu-branches/debian/sid/pyx3/sid : revision 3

1

{

2

"metadata": {},

3

"nbformat": 3,

4

"nbformat_minor": 0,

5

"worksheets": [

6

{

7

"cells": [

8

{

9

"cell_type": "heading",

10

"level": 1,

11

"metadata": {},

12

"source": [

13

"Using the functionality of existing graph styles"

14

]

15

},

16

{

17

"cell_type": "code",

18

"collapsed": false,

19

"input": [

20

"from pyx import *\n",

21

"\n",

22

"# colors and symbols to use (alternatingly)\n",

23

"colors = [color.rgb.red, color.rgb.green, color.rgb.blue, color.gray.black]\n",

24

"symbols = [graph.style._diamondsymbol, graph.style._trianglesymbol, graph.style._circlesymbol]\n",

25

"\n",

26

"# create the graph styles to be used below\n",

27

"symbol = graph.style.symbol(symbol=attr.changelist(symbols),\n",

28

" symbolattrs=[deco.stroked.clear,\n",

29

" attr.changelist([deco.filled([cc]) for cc in colors])])\n",

30

"line = graph.style.line(lineattrs=[attr.changelist(colors),\n",

31

" attr.changelist([style.linestyle.solid])])\n",

32

"\n",

33

"g = graph.graphxy(width=8, x=graph.axis.linear(min=0, max=1))\n",

34

"g.plot([graph.data.function(\"y(x) = x**%d\" % i, points=8) for i in range(1, 7)],\n",

35

" styles=[line, symbol])\n",

36

"g"

37

],

38

"language": "python",

39

"metadata": {},

40

"outputs": [

41

{

42

"metadata": {},

43

"output_type": "pyout",

44

"png": "iVBORw0KGgoAAAANSUhEUgAAAWgAAADhCAYAAADlLS9xAAAABmJLR0QA/wD/AP+gvaeTAAAACXBI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\njYnxuefGZqcoiqJ08v8BuMgc5vHte6YAAAAASUVORK5CYII=\n"

45

}

46

]

47

},

48

{

49

"cell_type": "markdown",

50

"metadata": {},

51

"source": [

52

"This example demonstrates how linestyles, symboltypes, colors, and other\n",

53

"decorations can be changed in existing graph styles. We make use of the\n",

54

"`changelist` feature as an argument when using a style. Generally, all items in\n",

55

"the attribute lists can be iterable `changelists`. If the end of such a list is\n",

56

"reached, the changelist restarts from its beginning (see e.g. the colors which\n",

57

"are used several times).\n",

58

"\n",

59

"The `attr.stroked.clear' in the symbol deletes the default property of the\n",

60

"symbols, which says to stroke the symbol outline."

61

]

2

"cells": [

3

{

4

"cell_type": "markdown",

5

"metadata": {},

6

"source": [

7

"# Using the functionality of existing graph styles"

8

]

9

},

10

{

11

"cell_type": "code",

12

"execution_count": 1,

13

"metadata": {},

14

"outputs": [

15

{

16

"data": {

17

"image/png": "iVBORw0KGgoAAAANSUhEUgAAAWgAAADhCAYAAADlLS9xAAAABmJLR0QA/wD/AP+gvaeTAAAACXBI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\n",

18

"image/svg+xml": [

19

"<?xml version=\"1.0\" encoding=\"utf-8\"?>\n",

20

"<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"259.295pt\" viewBox=\"-27.2154 -146.428 259.295 162.353\" stroke-miterlimit=\"10.000000\" version=\"1.1\" fill=\"none\" x=\"-27.2154pt\" y=\"-146.428pt\" stroke-width=\"0.566929\" height=\"162.353pt\">\n",

21

" <g stroke-linecap=\"square\">\n",

22

" <path stroke=\"black\" d=\"M0 -140.153L226.772 -140.153\"/>\n",

23

" </g>\n",

24

" <g stroke-linecap=\"square\">\n",

25

" <path stroke=\"black\" d=\"M0 -0L226.772 -0\"/>\n",

26

" </g>\n",

27

" <g stroke-linecap=\"square\">\n",

28

" <path stroke=\"black\" d=\"M0 -0L0 -140.153\"/>\n",

29

" </g>\n",

30

" <g stroke-linecap=\"square\">\n",

31

" <path stroke=\"black\" d=\"M226.772 -0L226.772 -140.153\"/>\n",

32

" </g>\n",

33

" <path stroke=\"black\" d=\"M0 -136.751L0 -140.153\"/>\n",

34

" <path stroke=\"black\" d=\"M22.6772 -138.05L22.6772 -140.153\"/>\n",

35

" <path stroke=\"black\" d=\"M45.3543 -136.751L45.3543 -140.153\"/>\n",

36

" <path stroke=\"black\" d=\"M68.0315 -138.05L68.0315 -140.153\"/>\n",

37

" <path stroke=\"black\" d=\"M90.7087 -136.751L90.7087 -140.153\"/>\n",

38

" <path stroke=\"black\" d=\"M113.386 -138.05L113.386 -140.153\"/>\n",

39

" <path stroke=\"black\" d=\"M136.063 -136.751L136.063 -140.153\"/>\n",

40

" <path stroke=\"black\" d=\"M158.74 -138.05L158.74 -140.153\"/>\n",

41

" <path stroke=\"black\" d=\"M181.417 -136.751L181.417 -140.153\"/>\n",

42

" <path stroke=\"black\" d=\"M204.094 -138.05L204.094 -140.153\"/>\n",

43

" <path stroke=\"black\" d=\"M226.772 -136.751L226.772 -140.153\"/>\n",

44

" <path stroke=\"black\" d=\"M0 -3.40157L0 -0\"/>\n",

45

" <path stroke=\"black\" d=\"M22.6772 -2.10229L22.6772 -0\"/>\n",

46

" <path stroke=\"black\" d=\"M45.3543 -3.40157L45.3543 -0\"/>\n",

47

" <path stroke=\"black\" d=\"M68.0315 -2.10229L68.0315 -0\"/>\n",

48

" <path stroke=\"black\" d=\"M90.7087 -3.40157L90.7087 -0\"/>\n",

49

" <path stroke=\"black\" d=\"M113.386 -2.10229L113.386 -0\"/>\n",

50

" <path stroke=\"black\" d=\"M136.063 -3.40157L136.063 -0\"/>\n",

51

" <path stroke=\"black\" d=\"M158.74 -2.10229L158.74 -0\"/>\n",

52

" <path stroke=\"black\" d=\"M181.417 -3.40157L181.417 -0\"/>\n",

53

" <path stroke=\"black\" d=\"M204.094 -2.10229L204.094 -0\"/>\n",

54

" <path stroke=\"black\" d=\"M226.772 -3.40157L226.772 -0\"/>\n",

55

" <path stroke=\"black\" d=\"M3.40157 -0L0 -0\"/>\n",

56

" <path stroke=\"black\" d=\"M2.10229 -17.5191L0 -17.5191\"/>\n",

57

" <path stroke=\"black\" d=\"M3.40157 -35.0381L0 -35.0381\"/>\n",

58

" <path stroke=\"black\" d=\"M2.10229 -52.5572L0 -52.5572\"/>\n",

59

" <path stroke=\"black\" d=\"M3.40157 -70.0763L0 -70.0763\"/>\n",

60

" <path stroke=\"black\" d=\"M2.10229 -87.5954L0 -87.5954\"/>\n",

61

" <path stroke=\"black\" d=\"M3.40157 -105.114L0 -105.114\"/>\n",

62

" <path stroke=\"black\" d=\"M2.10229 -122.634L0 -122.634\"/>\n",

63

" <path stroke=\"black\" d=\"M3.40157 -140.153L0 -140.153\"/>\n",

64

" <path stroke=\"black\" d=\"M223.37 -0L226.772 -0\"/>\n",

65

" <path stroke=\"black\" d=\"M224.669 -17.5191L226.772 -17.5191\"/>\n",

66

" <path stroke=\"black\" d=\"M223.37 -35.0381L226.772 -35.0381\"/>\n",

67

" <path stroke=\"black\" d=\"M224.669 -52.5572L226.772 -52.5572\"/>\n",

68

" <path stroke=\"black\" d=\"M223.37 -70.0763L226.772 -70.0763\"/>\n",

69

" <path stroke=\"black\" d=\"M224.669 -87.5954L226.772 -87.5954\"/>\n",

70

" <path stroke=\"black\" d=\"M223.37 -105.114L226.772 -105.114\"/>\n",

71

" <path stroke=\"black\" d=\"M224.669 -122.634L226.772 -122.634\"/>\n",

72

" <path stroke=\"black\" d=\"M223.37 -140.153L226.772 -140.153\"/>\n",

73

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,0.000000,12.433641)\">\n",

74

" <path d=\"M-2.10212 2.49066M2.09215 -0.697385C2.09215 -1.4944 2.04234 -2.29141 1.69365 -3.02864C1.23537 -3.98506 0.418431 -4.14446 4.44089e-16 -4.14446C-0.597758 -4.14446 -1.32503 -3.88543 -1.7335 -2.9589C-2.0523 -2.27148 -2.10212 -1.4944 -2.10212 -0.697385C-2.10212 0.0498132 -2.06227 0.946451 -1.6538 1.70361C-1.2254 2.51059 -0.498132 2.70984 -0.00996264 2.70984C0.52802 2.70984 1.28518 2.50062 1.72354 1.55417C2.04234 0.86675 2.09215 0.0896638 2.09215 -0.697385ZM2.09215 -0.697385M-0.00996264 2.49066C-0.398506 2.49066 -0.986301 2.24159 -1.16563 1.28518C-1.27522 0.687422 -1.27522 -0.229141 -1.27522 -0.816936C-1.27522 -1.45455 -1.27522 -2.11208 -1.19552 -2.65006C-1.00623 -3.83562 -0.259029 -3.92528 -0.00996264 -3.92528C0.318804 -3.92528 0.976339 -3.74595 1.16563 -2.75965C1.26526 -2.20174 1.26526 -1.44458 1.26526 -0.816936C1.26526 -0.0697385 1.26526 0.607721 1.15567 1.24533C1.00623 2.19178 0.438356 2.49066 -0.00996264 2.49066ZM-0.00996264 2.49066\" fill=\"black\"/>\n",

75

" </g>\n",

76

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,45.354331,12.433641)\">\n",

77

" <path d=\"M-5.97649 2.49066M-1.78222 -0.697385C-1.78222 -1.4944 -1.83203 -2.29141 -2.18072 -3.02864C-2.639 -3.98506 -3.45594 -4.14446 -3.87437 -4.14446C-4.47213 -4.14446 -5.1994 -3.88543 -5.60787 -2.9589C-5.92668 -2.27148 -5.97649 -1.4944 -5.97649 -0.697385C-5.97649 0.0498132 -5.93664 0.946451 -5.52817 1.70361C-5.09978 2.51059 -4.3725 2.70984 -3.88433 2.70984C-3.34635 2.70984 -2.58919 2.50062 -2.15084 1.55417C-1.83203 0.86675 -1.78222 0.0896638 -1.78222 -0.697385ZM-1.78222 -0.697385M-3.88433 2.49066C-4.27288 2.49066 -4.86067 2.24159 -5.04 1.28518C-5.14959 0.687422 -5.14959 -0.229141 -5.14959 -0.816936C-5.14959 -1.45455 -5.14959 -2.11208 -5.06989 -2.65006C-4.8806 -3.83562 -4.1334 -3.92528 -3.88433 -3.92528C-3.55557 -3.92528 -2.89803 -3.74595 -2.70874 -2.75965C-2.60912 -2.20174 -2.60912 -1.44458 -2.60912 -0.816936C-2.60912 -0.0697385 -2.60912 0.607721 -2.71871 1.24533C-2.86815 2.19178 -3.43602 2.49066 -3.88433 2.49066ZM-3.88433 2.49066\" fill=\"black\"/>\n",

78

" <path d=\"M-0.52691 2.49066M0.52913 1.96264C0.52913 1.67372 0.290027 1.43462 0.00111034 1.43462C-0.287806 1.43462 -0.52691 1.67372 -0.52691 1.96264C-0.52691 2.25156 -0.287806 2.49066 0.00111034 2.49066C0.290027 2.49066 0.52913 2.25156 0.52913 1.96264ZM0.52913 1.96264\" fill=\"black\"/>\n",

79

" <path d=\"M1.88184 2.49066M2.64897 1.72354L3.70501 0.697385C5.25918 -0.67746 5.85694 -1.21544 5.85694 -2.21171C5.85694 -3.34745 4.9603 -4.14446 3.74486 -4.14446C2.61908 -4.14446 1.88184 -3.2279 1.88184 -2.34122C1.88184 -1.78331 2.37998 -1.78331 2.40986 -1.78331C2.57923 -1.78331 2.92792 -1.90286 2.92792 -2.31133C2.92792 -2.57036 2.74859 -2.82939 2.3999 -2.82939C2.3202 -2.82939 2.30027 -2.82939 2.27039 -2.81943C2.49953 -3.467 3.03751 -3.83562 3.61534 -3.83562C4.52194 -3.83562 4.95034 -3.02864 4.95034 -2.21171C4.95034 -1.41469 4.4522 -0.627646 3.90426 -0.00996264L1.99143 2.12204C1.88184 2.23163 1.88184 2.25156 1.88184 2.49066L5.57798 2.49066L5.85694 0.757161L5.60787 0.757161C5.55806 1.05604 5.48832 1.4944 5.38869 1.64384C5.31895 1.72354 4.66142 1.72354 4.44224 1.72354ZM4.44224 1.72354\" fill=\"black\"/>\n",

80

" </g>\n",

81

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,90.708661,12.433641)\">\n",

82

" <path d=\"M-5.97649 2.49066M-1.78222 -0.697385C-1.78222 -1.4944 -1.83203 -2.29141 -2.18072 -3.02864C-2.639 -3.98506 -3.45594 -4.14446 -3.87437 -4.14446C-4.47213 -4.14446 -5.1994 -3.88543 -5.60787 -2.9589C-5.92668 -2.27148 -5.97649 -1.4944 -5.97649 -0.697385C-5.97649 0.0498132 -5.93664 0.946451 -5.52817 1.70361C-5.09978 2.51059 -4.3725 2.70984 -3.88433 2.70984C-3.34635 2.70984 -2.58919 2.50062 -2.15084 1.55417C-1.83203 0.86675 -1.78222 0.0896638 -1.78222 -0.697385ZM-1.78222 -0.697385M-3.88433 2.49066C-4.27288 2.49066 -4.86067 2.24159 -5.04 1.28518C-5.14959 0.687422 -5.14959 -0.229141 -5.14959 -0.816936C-5.14959 -1.45455 -5.14959 -2.11208 -5.06989 -2.65006C-4.8806 -3.83562 -4.1334 -3.92528 -3.88433 -3.92528C-3.55557 -3.92528 -2.89803 -3.74595 -2.70874 -2.75965C-2.60912 -2.20174 -2.60912 -1.44458 -2.60912 -0.816936C-2.60912 -0.0697385 -2.60912 0.607721 -2.71871 1.24533C-2.86815 2.19178 -3.43602 2.49066 -3.88433 2.49066ZM-3.88433 2.49066\" fill=\"black\"/>\n",

83

" <path d=\"M-0.52691 2.49066M0.52913 1.96264C0.52913 1.67372 0.290027 1.43462 0.00111034 1.43462C-0.287806 1.43462 -0.52691 1.67372 -0.52691 1.96264C-0.52691 2.25156 -0.287806 2.49066 0.00111034 2.49066C0.290027 2.49066 0.52913 2.25156 0.52913 1.96264ZM0.52913 1.96264\" fill=\"black\"/>\n",

84

" <path d=\"M1.66267 2.49066M4.31273 0.846824L4.31273 1.71357C4.31273 2.07223 4.2928 2.18182 3.55557 2.18182L3.34635 2.18182L3.34635 2.49066C3.75482 2.46077 4.27288 2.46077 4.69131 2.46077C5.10974 2.46077 5.63776 2.46077 6.04623 2.49066L6.04623 2.18182L5.83701 2.18182C5.09978 2.18182 5.07985 2.07223 5.07985 1.71357L5.07985 0.846824L6.07612 0.846824L6.07612 0.537983L5.07985 0.537983L5.07985 -3.99502C5.07985 -4.19427 5.07985 -4.25405 4.92045 -4.25405C4.83079 -4.25405 4.8009 -4.25405 4.7212 -4.1345L1.66267 0.537983L1.66267 0.846824ZM1.66267 0.846824M4.3725 0.537983L1.94162 0.537983L4.3725 -3.17808ZM4.3725 -3.17808\" fill=\"black\"/>\n",

85

" </g>\n",

86

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,136.062992,12.433641)\">\n",

87

" <path d=\"M-5.97649 2.49066M-1.78222 -0.697385C-1.78222 -1.4944 -1.83203 -2.29141 -2.18072 -3.02864C-2.639 -3.98506 -3.45594 -4.14446 -3.87437 -4.14446C-4.47213 -4.14446 -5.1994 -3.88543 -5.60787 -2.9589C-5.92668 -2.27148 -5.97649 -1.4944 -5.97649 -0.697385C-5.97649 0.0498132 -5.93664 0.946451 -5.52817 1.70361C-5.09978 2.51059 -4.3725 2.70984 -3.88433 2.70984C-3.34635 2.70984 -2.58919 2.50062 -2.15084 1.55417C-1.83203 0.86675 -1.78222 0.0896638 -1.78222 -0.697385ZM-1.78222 -0.697385M-3.88433 2.49066C-4.27288 2.49066 -4.86067 2.24159 -5.04 1.28518C-5.14959 0.687422 -5.14959 -0.229141 -5.14959 -0.816936C-5.14959 -1.45455 -5.14959 -2.11208 -5.06989 -2.65006C-4.8806 -3.83562 -4.1334 -3.92528 -3.88433 -3.92528C-3.55557 -3.92528 -2.89803 -3.74595 -2.70874 -2.75965C-2.60912 -2.20174 -2.60912 -1.44458 -2.60912 -0.816936C-2.60912 -0.0697385 -2.60912 0.607721 -2.71871 1.24533C-2.86815 2.19178 -3.43602 2.49066 -3.88433 2.49066ZM-3.88433 2.49066\" fill=\"black\"/>\n",

88

" <path d=\"M-0.52691 2.49066M0.52913 1.96264C0.52913 1.67372 0.290027 1.43462 0.00111034 1.43462C-0.287806 1.43462 -0.52691 1.67372 -0.52691 1.96264C-0.52691 2.25156 -0.287806 2.49066 0.00111034 2.49066C0.290027 2.49066 0.52913 2.25156 0.52913 1.96264ZM0.52913 1.96264\" fill=\"black\"/>\n",

89

" <path d=\"M1.80214 2.49066M2.69878 -0.777086L2.69878 -1.01619C2.69878 -3.53674 3.93415 -3.89539 4.44224 -3.89539C4.68135 -3.89539 5.09978 -3.83562 5.31895 -3.49689C5.16952 -3.49689 4.77101 -3.49689 4.77101 -3.04857C4.77101 -2.73973 5.01011 -2.59029 5.22929 -2.59029C5.38869 -2.59029 5.68757 -2.67995 5.68757 -3.06849C5.68757 -3.66625 5.24922 -4.14446 4.42232 -4.14446C3.1471 -4.14446 1.80214 -2.85928 1.80214 -0.657534C1.80214 2.00249 2.95781 2.70984 3.88433 2.70984C4.99019 2.70984 5.93664 1.77335 5.93664 0.458281C5.93664 -0.806974 5.04996 -1.76339 3.94411 -1.76339C3.26665 -1.76339 2.89803 -1.25529 2.69878 -0.777086ZM2.69878 -0.777086M3.88433 2.43088C3.25669 2.43088 2.95781 1.83313 2.89803 1.68369C2.71871 1.21544 2.71871 0.418431 2.71871 0.239103C2.71871 -0.537983 3.03751 -1.53425 3.93415 -1.53425C4.09355 -1.53425 4.55183 -1.53425 4.86067 -0.916563C5.04 -0.547945 5.04 -0.0398506 5.04 0.448319C5.04 0.926526 5.04 1.42466 4.87064 1.78331C4.57176 2.38107 4.11348 2.43088 3.88433 2.43088ZM3.88433 2.43088\" fill=\"black\"/>\n",

90

" </g>\n",

91

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,181.417323,12.433641)\">\n",

92

" <path d=\"M-5.97649 2.49066M-1.78222 -0.697385C-1.78222 -1.4944 -1.83203 -2.29141 -2.18072 -3.02864C-2.639 -3.98506 -3.45594 -4.14446 -3.87437 -4.14446C-4.47213 -4.14446 -5.1994 -3.88543 -5.60787 -2.9589C-5.92668 -2.27148 -5.97649 -1.4944 -5.97649 -0.697385C-5.97649 0.0498132 -5.93664 0.946451 -5.52817 1.70361C-5.09978 2.51059 -4.3725 2.70984 -3.88433 2.70984C-3.34635 2.70984 -2.58919 2.50062 -2.15084 1.55417C-1.83203 0.86675 -1.78222 0.0896638 -1.78222 -0.697385ZM-1.78222 -0.697385M-3.88433 2.49066C-4.27288 2.49066 -4.86067 2.24159 -5.04 1.28518C-5.14959 0.687422 -5.14959 -0.229141 -5.14959 -0.816936C-5.14959 -1.45455 -5.14959 -2.11208 -5.06989 -2.65006C-4.8806 -3.83562 -4.1334 -3.92528 -3.88433 -3.92528C-3.55557 -3.92528 -2.89803 -3.74595 -2.70874 -2.75965C-2.60912 -2.20174 -2.60912 -1.44458 -2.60912 -0.816936C-2.60912 -0.0697385 -2.60912 0.607721 -2.71871 1.24533C-2.86815 2.19178 -3.43602 2.49066 -3.88433 2.49066ZM-3.88433 2.49066\" fill=\"black\"/>\n",

93

" <path d=\"M-0.52691 2.49066M0.52913 1.96264C0.52913 1.67372 0.290027 1.43462 0.00111034 1.43462C-0.287806 1.43462 -0.52691 1.67372 -0.52691 1.96264C-0.52691 2.25156 -0.287806 2.49066 0.00111034 2.49066C0.290027 2.49066 0.52913 2.25156 0.52913 1.96264ZM0.52913 1.96264\" fill=\"black\"/>\n",

94

" <path d=\"M1.80214 2.49066M3.00762 -2.06227C2.54934 -2.36115 2.50949 -2.69988 2.50949 -2.86924C2.50949 -3.47696 3.15706 -3.89539 3.86441 -3.89539C4.59168 -3.89539 5.22929 -3.37733 5.22929 -2.66002C5.22929 -2.09215 4.84075 -1.61395 4.24299 -1.26526ZM4.24299 -1.26526M4.46217 -1.11582C5.17948 -1.48443 5.66765 -2.00249 5.66765 -2.66002C5.66765 -3.57659 4.78097 -4.14446 3.87437 -4.14446C2.87811 -4.14446 2.07113 -3.40722 2.07113 -2.4807C2.07113 -2.30137 2.09106 -1.85305 2.50949 -1.38481C2.61908 -1.26526 2.9877 -1.01619 3.23676 -0.846824C2.65893 -0.557908 1.80214 -4.44089e-16 1.80214 0.986301C1.80214 2.04234 2.81833 2.70984 3.86441 2.70984C4.99019 2.70984 5.93664 1.88294 5.93664 0.816936C5.93664 0.458281 5.82705 0.00996264 5.44847 -0.408468C5.25918 -0.617684 5.09978 -0.71731 4.46217 -1.11582ZM4.46217 -1.11582M3.4659 -0.697385L4.69131 0.0797011C4.97026 0.268991 5.43851 0.56787 5.43851 1.17559C5.43851 1.91283 4.69131 2.43088 3.87437 2.43088C3.01758 2.43088 2.30027 1.8132 2.30027 0.986301C2.30027 0.408468 2.61908 -0.229141 3.4659 -0.697385ZM3.4659 -0.697385\" fill=\"black\"/>\n",

95

" </g>\n",

96

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,226.771654,12.433641)\">\n",

97

" <path d=\"M-1.60399 2.49066M0.438356 -3.88543C0.438356 -4.12453 0.438356 -4.14446 0.209215 -4.14446C-0.408468 -3.50685 -1.28518 -3.50685 -1.60399 -3.50685L-1.60399 -3.19801C-1.40473 -3.19801 -0.816936 -3.19801 -0.298879 -3.45704L-0.298879 1.70361C-0.298879 2.06227 -0.328767 2.18182 -1.2254 2.18182L-1.54421 2.18182L-1.54421 2.49066C-1.19552 2.46077 -0.328767 2.46077 0.0697385 2.46077C0.468244 2.46077 1.33499 2.46077 1.68369 2.49066L1.68369 2.18182L1.36488 2.18182C0.468244 2.18182 0.438356 2.07223 0.438356 1.70361ZM0.438356 1.70361\" fill=\"black\"/>\n",

98

" </g>\n",

99

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,-10.994617,-0.000000)\">\n",

100

" <path d=\"M-2.10212 2.49066M2.09215 -0.697385C2.09215 -1.4944 2.04234 -2.29141 1.69365 -3.02864C1.23537 -3.98506 0.418431 -4.14446 4.44089e-16 -4.14446C-0.597758 -4.14446 -1.32503 -3.88543 -1.7335 -2.9589C-2.0523 -2.27148 -2.10212 -1.4944 -2.10212 -0.697385C-2.10212 0.0498132 -2.06227 0.946451 -1.6538 1.70361C-1.2254 2.51059 -0.498132 2.70984 -0.00996264 2.70984C0.52802 2.70984 1.28518 2.50062 1.72354 1.55417C2.04234 0.86675 2.09215 0.0896638 2.09215 -0.697385ZM2.09215 -0.697385M-0.00996264 2.49066C-0.398506 2.49066 -0.986301 2.24159 -1.16563 1.28518C-1.27522 0.687422 -1.27522 -0.229141 -1.27522 -0.816936C-1.27522 -1.45455 -1.27522 -2.11208 -1.19552 -2.65006C-1.00623 -3.83562 -0.259029 -3.92528 -0.00996264 -3.92528C0.318804 -3.92528 0.976339 -3.74595 1.16563 -2.75965C1.26526 -2.20174 1.26526 -1.44458 1.26526 -0.816936C1.26526 -0.0697385 1.26526 0.607721 1.15567 1.24533C1.00623 2.19178 0.438356 2.49066 -0.00996264 2.49066ZM-0.00996264 2.49066\" fill=\"black\"/>\n",

101

" </g>\n",

102

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,-17.359648,-35.038147)\">\n",

103

" <path d=\"M-8.46716 2.49066M-4.27289 -0.697385C-4.27289 -1.4944 -4.32271 -2.29141 -4.6714 -3.02864C-5.12968 -3.98506 -5.94662 -4.14446 -6.36505 -4.14446C-6.96281 -4.14446 -7.69008 -3.88543 -8.09855 -2.9589C-8.41735 -2.27148 -8.46716 -1.4944 -8.46716 -0.697385C-8.46716 0.0498132 -8.42731 0.946451 -8.01885 1.70361C-7.59045 2.51059 -6.86318 2.70984 -6.37501 2.70984C-5.83703 2.70984 -5.07987 2.50062 -4.64151 1.55417C-4.32271 0.86675 -4.27289 0.0896638 -4.27289 -0.697385ZM-4.27289 -0.697385M-6.37501 2.49066C-6.76355 2.49066 -7.35135 2.24159 -7.53068 1.28518C-7.64027 0.687422 -7.64027 -0.229141 -7.64027 -0.816936C-7.64027 -1.45455 -7.64027 -2.11208 -7.56056 -2.65006C-7.37127 -3.83562 -6.62408 -3.92528 -6.37501 -3.92528C-6.04624 -3.92528 -5.38871 -3.74595 -5.19942 -2.75965C-5.09979 -2.20174 -5.09979 -1.44458 -5.09979 -0.816936C-5.09979 -0.0697385 -5.09979 0.607721 -5.20938 1.24533C-5.35882 2.19178 -5.92669 2.49066 -6.37501 2.49066ZM-6.37501 2.49066\" fill=\"black\"/>\n",

104

" <path d=\"M-3.01758 2.49066M-1.96154 1.96264C-1.96154 1.67372 -2.20065 1.43462 -2.48956 1.43462C-2.77848 1.43462 -3.01758 1.67372 -3.01758 1.96264C-3.01758 2.25156 -2.77848 2.49066 -2.48956 2.49066C-2.20065 2.49066 -1.96154 2.25156 -1.96154 1.96264ZM-1.96154 1.96264\" fill=\"black\"/>\n",

105

" <path d=\"M-0.608831 2.49066M0.158292 1.72354L1.21433 0.697385C2.7685 -0.67746 3.36626 -1.21544 3.36626 -2.21171C3.36626 -3.34745 2.46962 -4.14446 1.25418 -4.14446C0.128404 -4.14446 -0.608831 -3.2279 -0.608831 -2.34122C-0.608831 -1.78331 -0.110699 -1.78331 -0.0808115 -1.78331C0.0885534 -1.78331 0.437246 -1.90286 0.437246 -2.31133C0.437246 -2.57036 0.257918 -2.82939 -0.0907741 -2.82939C-0.170475 -2.82939 -0.190401 -2.82939 -0.220288 -2.81943C0.0088523 -3.467 0.546835 -3.83562 1.12467 -3.83562C2.03127 -3.83562 2.45966 -3.02864 2.45966 -2.21171C2.45966 -1.41469 1.96153 -0.627646 1.41358 -0.00996264L-0.499242 2.12204C-0.608831 2.23163 -0.608831 2.25156 -0.608831 2.49066L3.08731 2.49066L3.36626 0.757161L3.1172 0.757161C3.06738 1.05604 2.99764 1.4944 2.89802 1.64384C2.82828 1.72354 2.17075 1.72354 1.95157 1.72354ZM1.95157 1.72354M4.37249 2.49066M8.34758 0.488169C8.34758 -0.697385 7.53065 -1.69365 6.45468 -1.69365C5.97647 -1.69365 5.54808 -1.53425 5.18943 -1.18555L5.18943 -3.12827C5.38868 -3.06849 5.71745 -2.99875 6.03625 -2.99875C7.26165 -2.99875 7.95904 -3.90535 7.95904 -4.03487C7.95904 -4.09465 7.92915 -4.14446 7.85941 -4.14446C7.84945 -4.14446 7.82952 -4.14446 7.77971 -4.11457C7.58046 -4.02491 7.09229 -3.82565 6.42479 -3.82565C6.02629 -3.82565 5.56801 -3.89539 5.09976 -4.10461C5.02006 -4.1345 5.00013 -4.1345 4.98021 -4.1345C4.88058 -4.1345 4.88058 -4.05479 4.88058 -3.89539L4.88058 -0.946451C4.88058 -0.767123 4.88058 -0.687422 5.02006 -0.687422C5.0898 -0.687422 5.10972 -0.71731 5.14957 -0.777086C5.25916 -0.936488 5.62778 -1.47447 6.43476 -1.47447C6.95281 -1.47447 7.20188 -1.01619 7.28158 -0.836862C7.44098 -0.468244 7.46091 -0.0797011 7.46091 0.418431C7.46091 0.767123 7.46091 1.36488 7.2218 1.78331C6.9827 2.17186 6.61408 2.43088 6.1558 2.43088C5.42853 2.43088 4.86066 1.90286 4.69129 1.31507C4.72118 1.32503 4.75107 1.33499 4.86066 1.33499C5.18943 1.33499 5.35879 1.08593 5.35879 0.846824C5.35879 0.607721 5.18943 0.358655 4.86066 0.358655C4.72118 0.358655 4.37249 0.428394 4.37249 0.886675C4.37249 1.74346 5.05991 2.70984 6.17573 2.70984C7.33139 2.70984 8.34758 1.75342 8.34758 0.488169ZM8.34758 0.488169\" fill=\"black\"/>\n",

106

" </g>\n",

107

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,-14.868988,-70.076295)\">\n",

108

" <path d=\"M-5.97649 2.49066M-1.78222 -0.697385C-1.78222 -1.4944 -1.83203 -2.29141 -2.18072 -3.02864C-2.639 -3.98506 -3.45594 -4.14446 -3.87437 -4.14446C-4.47213 -4.14446 -5.1994 -3.88543 -5.60787 -2.9589C-5.92668 -2.27148 -5.97649 -1.4944 -5.97649 -0.697385C-5.97649 0.0498132 -5.93664 0.946451 -5.52817 1.70361C-5.09978 2.51059 -4.3725 2.70984 -3.88433 2.70984C-3.34635 2.70984 -2.58919 2.50062 -2.15084 1.55417C-1.83203 0.86675 -1.78222 0.0896638 -1.78222 -0.697385ZM-1.78222 -0.697385M-3.88433 2.49066C-4.27288 2.49066 -4.86067 2.24159 -5.04 1.28518C-5.14959 0.687422 -5.14959 -0.229141 -5.14959 -0.816936C-5.14959 -1.45455 -5.14959 -2.11208 -5.06989 -2.65006C-4.8806 -3.83562 -4.1334 -3.92528 -3.88433 -3.92528C-3.55557 -3.92528 -2.89803 -3.74595 -2.70874 -2.75965C-2.60912 -2.20174 -2.60912 -1.44458 -2.60912 -0.816936C-2.60912 -0.0697385 -2.60912 0.607721 -2.71871 1.24533C-2.86815 2.19178 -3.43602 2.49066 -3.88433 2.49066ZM-3.88433 2.49066\" fill=\"black\"/>\n",

109

" <path d=\"M-0.52691 2.49066M0.52913 1.96264C0.52913 1.67372 0.290027 1.43462 0.00111034 1.43462C-0.287806 1.43462 -0.52691 1.67372 -0.52691 1.96264C-0.52691 2.25156 -0.287806 2.49066 0.00111034 2.49066C0.290027 2.49066 0.52913 2.25156 0.52913 1.96264ZM0.52913 1.96264\" fill=\"black\"/>\n",

110

" <path d=\"M1.88184 2.49066M5.85694 0.488169C5.85694 -0.697385 5.04 -1.69365 3.96404 -1.69365C3.48583 -1.69365 3.05744 -1.53425 2.69878 -1.18555L2.69878 -3.12827C2.89803 -3.06849 3.2268 -2.99875 3.5456 -2.99875C4.77101 -2.99875 5.46839 -3.90535 5.46839 -4.03487C5.46839 -4.09465 5.43851 -4.14446 5.36877 -4.14446C5.35881 -4.14446 5.33888 -4.14446 5.28907 -4.11457C5.08981 -4.02491 4.60164 -3.82565 3.93415 -3.82565C3.53564 -3.82565 3.07736 -3.89539 2.60912 -4.10461C2.52942 -4.1345 2.50949 -4.1345 2.48956 -4.1345C2.38994 -4.1345 2.38994 -4.05479 2.38994 -3.89539L2.38994 -0.946451C2.38994 -0.767123 2.38994 -0.687422 2.52942 -0.687422C2.59915 -0.687422 2.61908 -0.71731 2.65893 -0.777086C2.76852 -0.936488 3.13714 -1.47447 3.94411 -1.47447C4.46217 -1.47447 4.71123 -1.01619 4.79093 -0.836862C4.95034 -0.468244 4.97026 -0.0797011 4.97026 0.418431C4.97026 0.767123 4.97026 1.36488 4.73116 1.78331C4.49206 2.17186 4.12344 2.43088 3.66516 2.43088C2.93788 2.43088 2.37001 1.90286 2.20065 1.31507C2.23054 1.32503 2.26042 1.33499 2.37001 1.33499C2.69878 1.33499 2.86815 1.08593 2.86815 0.846824C2.86815 0.607721 2.69878 0.358655 2.37001 0.358655C2.23054 0.358655 1.88184 0.428394 1.88184 0.886675C1.88184 1.74346 2.56927 2.70984 3.68508 2.70984C4.84075 2.70984 5.85694 1.75342 5.85694 0.488169ZM5.85694 0.488169\" fill=\"black\"/>\n",

111

" </g>\n",

112

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,-17.359648,-105.114442)\">\n",

113

" <path d=\"M-8.46716 2.49066M-4.27289 -0.697385C-4.27289 -1.4944 -4.32271 -2.29141 -4.6714 -3.02864C-5.12968 -3.98506 -5.94662 -4.14446 -6.36505 -4.14446C-6.96281 -4.14446 -7.69008 -3.88543 -8.09855 -2.9589C-8.41735 -2.27148 -8.46716 -1.4944 -8.46716 -0.697385C-8.46716 0.0498132 -8.42731 0.946451 -8.01885 1.70361C-7.59045 2.51059 -6.86318 2.70984 -6.37501 2.70984C-5.83703 2.70984 -5.07987 2.50062 -4.64151 1.55417C-4.32271 0.86675 -4.27289 0.0896638 -4.27289 -0.697385ZM-4.27289 -0.697385M-6.37501 2.49066C-6.76355 2.49066 -7.35135 2.24159 -7.53068 1.28518C-7.64027 0.687422 -7.64027 -0.229141 -7.64027 -0.816936C-7.64027 -1.45455 -7.64027 -2.11208 -7.56056 -2.65006C-7.37127 -3.83562 -6.62408 -3.92528 -6.37501 -3.92528C-6.04624 -3.92528 -5.38871 -3.74595 -5.19942 -2.75965C-5.09979 -2.20174 -5.09979 -1.44458 -5.09979 -0.816936C-5.09979 -0.0697385 -5.09979 0.607721 -5.20938 1.24533C-5.35882 2.19178 -5.92669 2.49066 -6.37501 2.49066ZM-6.37501 2.49066\" fill=\"black\"/>\n",

114

" <path d=\"M-3.01758 2.49066M-1.96154 1.96264C-1.96154 1.67372 -2.20065 1.43462 -2.48956 1.43462C-2.77848 1.43462 -3.01758 1.67372 -3.01758 1.96264C-3.01758 2.25156 -2.77848 2.49066 -2.48956 2.49066C-2.20065 2.49066 -1.96154 2.25156 -1.96154 1.96264ZM-1.96154 1.96264\" fill=\"black\"/>\n",

115

" <path d=\"M-0.549056 2.49066M3.63525 -3.57659C3.72492 -3.69614 3.72492 -3.71606 3.72492 -3.92528L1.304 -3.92528C0.0885534 -3.92528 0.0686281 -4.05479 0.0287776 -4.24408L-0.220288 -4.24408L-0.549056 -2.19178L-0.29999 -2.19178C-0.270102 -2.35118 -0.180438 -2.97883 -0.0509235 -3.09838C0.0188149 -3.15816 0.795901 -3.15816 0.925415 -3.15816L2.98768 -3.15816C2.87809 -2.99875 2.09104 -1.91283 1.87187 -1.58406C0.975228 -0.239103 0.646461 1.1457 0.646461 2.16189C0.646461 2.26152 0.646461 2.70984 1.10474 2.70984C1.56302 2.70984 1.56302 2.26152 1.56302 2.16189L1.56302 1.6538C1.56302 1.10585 1.59291 0.557908 1.67261 0.0199253C1.71246 -0.209215 1.85194 -1.066 2.2903 -1.68369ZM2.2903 -1.68369M4.37249 2.49066M8.34758 0.488169C8.34758 -0.697385 7.53065 -1.69365 6.45468 -1.69365C5.97647 -1.69365 5.54808 -1.53425 5.18943 -1.18555L5.18943 -3.12827C5.38868 -3.06849 5.71745 -2.99875 6.03625 -2.99875C7.26165 -2.99875 7.95904 -3.90535 7.95904 -4.03487C7.95904 -4.09465 7.92915 -4.14446 7.85941 -4.14446C7.84945 -4.14446 7.82952 -4.14446 7.77971 -4.11457C7.58046 -4.02491 7.09229 -3.82565 6.42479 -3.82565C6.02629 -3.82565 5.56801 -3.89539 5.09976 -4.10461C5.02006 -4.1345 5.00013 -4.1345 4.98021 -4.1345C4.88058 -4.1345 4.88058 -4.05479 4.88058 -3.89539L4.88058 -0.946451C4.88058 -0.767123 4.88058 -0.687422 5.02006 -0.687422C5.0898 -0.687422 5.10972 -0.71731 5.14957 -0.777086C5.25916 -0.936488 5.62778 -1.47447 6.43476 -1.47447C6.95281 -1.47447 7.20188 -1.01619 7.28158 -0.836862C7.44098 -0.468244 7.46091 -0.0797011 7.46091 0.418431C7.46091 0.767123 7.46091 1.36488 7.2218 1.78331C6.9827 2.17186 6.61408 2.43088 6.1558 2.43088C5.42853 2.43088 4.86066 1.90286 4.69129 1.31507C4.72118 1.32503 4.75107 1.33499 4.86066 1.33499C5.18943 1.33499 5.35879 1.08593 5.35879 0.846824C5.35879 0.607721 5.18943 0.358655 4.86066 0.358655C4.72118 0.358655 4.37249 0.428394 4.37249 0.886675C4.37249 1.74346 5.05991 2.70984 6.17573 2.70984C7.33139 2.70984 8.34758 1.75342 8.34758 0.488169ZM8.34758 0.488169\" fill=\"black\"/>\n",

116

" </g>\n",

117

" <g transform=\"matrix(1.000000,0.000000,0.000000,1.000000,-10.994617,-140.152590)\">\n",

118

" <path d=\"M-1.60399 2.49066M0.438356 -3.88543C0.438356 -4.12453 0.438356 -4.14446 0.209215 -4.14446C-0.408468 -3.50685 -1.28518 -3.50685 -1.60399 -3.50685L-1.60399 -3.19801C-1.40473 -3.19801 -0.816936 -3.19801 -0.298879 -3.45704L-0.298879 1.70361C-0.298879 2.06227 -0.328767 2.18182 -1.2254 2.18182L-1.54421 2.18182L-1.54421 2.49066C-1.19552 2.46077 -0.328767 2.46077 0.0697385 2.46077C0.468244 2.46077 1.33499 2.46077 1.68369 2.49066L1.68369 2.18182L1.36488 2.18182C0.468244 2.18182 0.438356 2.07223 0.438356 1.70361ZM0.438356 1.70361\" fill=\"black\"/>\n",

119

" </g>\n",

120

" <g stroke-linecap=\"butt\" stroke-dasharray=\"none\">\n",

121

" <path stroke=\"#f00\" d=\"M0 -0L32.396 -20.0218L64.7919 -40.0436L97.1879 -60.0654L129.584 -80.0872L161.98 -100.109L194.376 -120.131L226.772 -140.153\"/>\n",

122

" </g>\n",

123

" <path d=\"M-3.04602 -0L0 5.27587L3.04602 -0L0 -5.27587Z\" fill=\"#f00\"/>\n",

124

" <path d=\"M29.3499 -20.0218L32.396 -14.7459L35.442 -20.0218L32.396 -25.2977Z\" fill=\"#f00\"/>\n",

125

" <path d=\"M61.7459 -40.0436L64.7919 -34.7677L67.8379 -40.0436L64.7919 -45.3195Z\" fill=\"#f00\"/>\n",

126

" <path d=\"M94.1418 -60.0654L97.1879 -54.7895L100.234 -60.0654L97.1879 -65.3413Z\" fill=\"#f00\"/>\n",

127

" <path d=\"M126.538 -80.0872L129.584 -74.8113L132.63 -80.0872L129.584 -85.3631Z\" fill=\"#f00\"/>\n",

128

" <path d=\"M158.934 -100.109L161.98 -94.8331L165.026 -100.109L161.98 -105.385Z\" fill=\"#f00\"/>\n",

129

" <path d=\"M191.33 -120.131L194.376 -114.855L197.422 -120.131L194.376 -125.407Z\" fill=\"#f00\"/>\n",

130

" <path d=\"M223.726 -140.153L226.772 -134.877L229.818 -140.153L226.772 -145.428Z\" fill=\"#f00\"/>\n",

131

" <g stroke-linecap=\"butt\" stroke-dasharray=\"none\">\n",

132

" <path stroke=\"#0f0\" d=\"M0 -0L32.396 -2.86026L64.7919 -11.441L97.1879 -25.7423L129.584 -45.7641L161.98 -71.5064L194.376 -102.969L226.772 -140.153\"/>\n",

133

" </g>\n",

134

" <path d=\"M-4.30773 2.48707L4.30773 2.48707L0 -4.97414Z\" fill=\"#0f0\"/>\n",

135

" <path d=\"M28.0882 -0.373188L36.7037 -0.373188L32.396 -7.83439Z\" fill=\"#0f0\"/>\n",

136

" <path d=\"M60.4842 -8.95396L69.0996 -8.95396L64.7919 -16.4152Z\" fill=\"#0f0\"/>\n",

137

" <path d=\"M92.8801 -23.2552L101.496 -23.2552L97.1879 -30.7165Z\" fill=\"#0f0\"/>\n",

138

" <path d=\"M125.276 -43.277L133.892 -43.277L129.584 -50.7382Z\" fill=\"#0f0\"/>\n",

139

" <path d=\"M157.672 -69.0194L166.287 -69.0194L161.98 -76.4806Z\" fill=\"#0f0\"/>\n",

140

" <path d=\"M190.068 -100.482L198.683 -100.482L194.376 -107.943Z\" fill=\"#0f0\"/>\n",

141

" <path d=\"M222.464 -137.666L231.079 -137.666L226.772 -145.127Z\" fill=\"#0f0\"/>\n",

142

" <g stroke-linecap=\"butt\" stroke-dasharray=\"none\">\n",

143

" <path stroke=\"#00f\" d=\"M0 -0L32.396 -0.408608L64.7919 -3.26887L97.1879 -11.0324L129.584 -26.1509L161.98 -51.076L194.376 -88.2594L226.772 -140.153\"/>\n",

144

" </g>\n",

145

" <path d=\"M3.19856 -0A3.19856 3.19856 0 0 0 -3.19856 -3.9171e-16A3.19856 3.19856 0 0 0 3.19856 7.8342e-16Z\" fill=\"#00f\"/>\n",

146

" <path d=\"M35.5945 -0.408608A3.19856 3.19856 0 0 0 29.1974 -0.408608A3.19856 3.19856 0 0 0 35.5945 -0.408608Z\" fill=\"#00f\"/>\n",

147

" <path d=\"M67.9905 -3.26887A3.19856 3.19856 0 0 0 61.5933 -3.26887A3.19856 3.19856 0 0 0 67.9905 -3.26887Z\" fill=\"#00f\"/>\n",

148

" <path d=\"M100.386 -11.0324A3.19856 3.19856 0 0 0 93.9893 -11.0324A3.19856 3.19856 0 0 0 100.386 -11.0324Z\" fill=\"#00f\"/>\n",

149

" <path d=\"M132.782 -26.1509A3.19856 3.19856 0 0 0 126.385 -26.1509A3.19856 3.19856 0 0 0 132.782 -26.1509Z\" fill=\"#00f\"/>\n",

150

" <path d=\"M165.178 -51.076A3.19856 3.19856 0 0 0 158.781 -51.076A3.19856 3.19856 0 0 0 165.178 -51.076Z\" fill=\"#00f\"/>\n",

151

" <path d=\"M197.574 -88.2594A3.19856 3.19856 0 0 0 191.177 -88.2594A3.19856 3.19856 0 0 0 197.574 -88.2594Z\" fill=\"#00f\"/>\n",

152

" <path d=\"M229.97 -140.153A3.19856 3.19856 0 0 0 223.573 -140.153A3.19856 3.19856 0 0 0 229.97 -140.153Z\" fill=\"#00f\"/>\n",

153

" <g stroke-linecap=\"butt\" stroke-dasharray=\"none\">\n",

154

" <path stroke=\"#000\" d=\"M0 -0L32.396 -0.0583726L64.7919 -0.933961L97.1879 -4.72818L129.584 -14.9434L161.98 -36.4829L194.376 -75.6509L226.772 -140.153\"/>\n",

155

" </g>\n",

156

" <path d=\"M-3.04602 -0L0 5.27587L3.04602 -0L0 -5.27587Z\" fill=\"#000\"/>\n",

157

" <path d=\"M29.3499 -0.0583726L32.396 5.2175L35.442 -0.0583726L32.396 -5.33424Z\" fill=\"#000\"/>\n",

158

" <path d=\"M61.7459 -0.933961L64.7919 4.34191L67.8379 -0.933961L64.7919 -6.20983Z\" fill=\"#000\"/>\n",

159

" <path d=\"M94.1418 -4.72818L97.1879 0.54769L100.234 -4.72818L97.1879 -10.004Z\" fill=\"#000\"/>\n",

160

" <path d=\"M126.538 -14.9434L129.584 -9.66751L132.63 -14.9434L129.584 -20.2193Z\" fill=\"#000\"/>\n",

161

" <path d=\"M158.934 -36.4829L161.98 -31.207L165.026 -36.4829L161.98 -41.7587Z\" fill=\"#000\"/>\n",

162

" <path d=\"M191.33 -75.6509L194.376 -70.375L197.422 -75.6509L194.376 -80.9267Z\" fill=\"#000\"/>\n",

163

" <path d=\"M223.726 -140.153L226.772 -134.877L229.818 -140.153L226.772 -145.428Z\" fill=\"#000\"/>\n",

164

" <g stroke-linecap=\"butt\" stroke-dasharray=\"none\">\n",

165

" <path stroke=\"#f00\" d=\"M0 -0L32.396 -0.00833894L64.7919 -0.266846L97.1879 -2.02636L129.584 -8.53908L161.98 -26.0592L194.376 -64.8436L226.772 -140.153\"/>\n",

166

" </g>\n",

167

" <path d=\"M-4.30773 2.48707L4.30773 2.48707L0 -4.97414Z\" fill=\"#f00\"/>\n",

168

" <path d=\"M28.0882 2.47873L36.7037 2.47873L32.396 -4.98248Z\" fill=\"#f00\"/>\n",

169

" <path d=\"M60.4842 2.22022L69.0996 2.22022L64.7919 -5.24098Z\" fill=\"#f00\"/>\n",

170

" <path d=\"M92.8801 0.460706L101.496 0.460706L97.1879 -7.0005Z\" fill=\"#f00\"/>\n",

171

" <path d=\"M125.276 -6.05201L133.892 -6.05201L129.584 -13.5132Z\" fill=\"#f00\"/>\n",

172

" <path d=\"M157.672 -23.5721L166.287 -23.5721L161.98 -31.0333Z\" fill=\"#f00\"/>\n",

173

" <path d=\"M190.068 -62.3565L198.683 -62.3565L194.376 -69.8177Z\" fill=\"#f00\"/>\n",

174

" <path d=\"M222.464 -137.666L231.079 -137.666L226.772 -145.127Z\" fill=\"#f00\"/>\n",

175

" <g stroke-linecap=\"butt\" stroke-dasharray=\"none\">\n",

176

" <path stroke=\"#0f0\" d=\"M0 -0L32.396 -0.00119128L64.7919 -0.0762418L97.1879 -0.868441L129.584 -4.87947L161.98 -18.6137L194.376 -55.5802L226.772 -140.153\"/>\n",

177

" </g>\n",

178

" <path d=\"M3.19856 -0A3.19856 3.19856 0 0 0 -3.19856 -3.9171e-16A3.19856 3.19856 0 0 0 3.19856 7.8342e-16Z\" fill=\"#0f0\"/>\n",

179

" <path d=\"M35.5945 -0.00119128A3.19856 3.19856 0 0 0 29.1974 -0.00119128A3.19856 3.19856 0 0 0 35.5945 -0.00119128Z\" fill=\"#0f0\"/>\n",

180

" <path d=\"M67.9905 -0.0762418A3.19856 3.19856 0 0 0 61.5933 -0.0762418A3.19856 3.19856 0 0 0 67.9905 -0.0762418Z\" fill=\"#0f0\"/>\n",

181

" <path d=\"M100.386 -0.868441A3.19856 3.19856 0 0 0 93.9893 -0.868441A3.19856 3.19856 0 0 0 100.386 -0.868441Z\" fill=\"#0f0\"/>\n",

182

" <path d=\"M132.782 -4.87947A3.19856 3.19856 0 0 0 126.385 -4.87947A3.19856 3.19856 0 0 0 132.782 -4.87947Z\" fill=\"#0f0\"/>\n",

183

" <path d=\"M165.178 -18.6137A3.19856 3.19856 0 0 0 158.781 -18.6137A3.19856 3.19856 0 0 0 165.178 -18.6137Z\" fill=\"#0f0\"/>\n",

184

" <path d=\"M197.574 -55.5802A3.19856 3.19856 0 0 0 191.177 -55.5802A3.19856 3.19856 0 0 0 197.574 -55.5802Z\" fill=\"#0f0\"/>\n",

185

" <path d=\"M229.97 -140.153A3.19856 3.19856 0 0 0 223.573 -140.153A3.19856 3.19856 0 0 0 229.97 -140.153Z\" fill=\"#0f0\"/>\n",

186

"</svg>\n"

187

]

188

},

189

"execution_count": 1,

190

"metadata": {},

191

"output_type": "execute_result"

62

192

}

63

193

],

64

"metadata": {}

194

"source": [

195

"from pyx import *\n",

196

"\n",

197

"# colors and symbols to use (alternatingly)\n",

198

"colors = [color.rgb.red, color.rgb.green, color.rgb.blue, color.gray.black]\n",

199

"symbols = [graph.style._diamondsymbol, graph.style._trianglesymbol, graph.style._circlesymbol]\n",

200

"\n",

201

"# create the graph styles to be used below\n",

202

"symbol = graph.style.symbol(symbol=attr.changelist(symbols),\n",

203

" symbolattrs=[deco.stroked.clear,\n",

204

" attr.changelist([deco.filled([cc]) for cc in colors])])\n",

205

"line = graph.style.line(lineattrs=[attr.changelist(colors),\n",

206

" attr.changelist([style.linestyle.solid])])\n",

207

"\n",

208

"g = graph.graphxy(width=8, x=graph.axis.linear(min=0, max=1))\n",

209

"g.plot([graph.data.function(\"y(x) = x**%d\" % i, points=8) for i in range(1, 7)],\n",

210

" styles=[line, symbol])\n",

211

"g"

212

]

213

},

214

{

215

"cell_type": "markdown",

216

"metadata": {},

217

"source": [

218

"This example demonstrates how linestyles, symboltypes, colors, and other\n",

219

"decorations can be changed in existing graph styles. We make use of the\n",

220

"`changelist` feature as an argument when using a style. Generally, all items in\n",

221

"the attribute lists can be iterable `changelists`. If the end of such a list is\n",

222

"reached, the changelist restarts from its beginning (see e.g. the colors which\n",

223

"are used several times).\n",

224

"\n",

225

"The `attr.stroked.clear' in the symbol deletes the default property of the\n",

226

"symbols, which says to stroke the symbol outline.\n"

227

]

65

228

}

66

]

229

],

230

"metadata": {

231

"language": "python"

232

},

233

"nbformat": 4,

234

"nbformat_minor": 0

67

235

}

b'\\ No newline at end of file'