How to graph multiple lines of the same color that each contain multi-colored points

up vote
4
down vote

favorite

I need to make a graph with multiple lines and points. Each line contains 3 points that should each be colored black, yellow, and red. The line should be a neutral gray.

I managed to create a graph that has those points without lines:

enter image description here

Graphics[
 Table[Text[
 Style["•", Flatten[colors][[i]], Bold, 
 FontSize -> 20, FontFamily -> "Arial"],
 data[[i]]], i, 1, Length[data]], 
 ImageSize -> 500, 500, Frame -> True]

And a graph that has those points connected by a line but colored incorrectly:

enter image description here

 ListLinePlot[Partition[data, 3], PlotMarkers -> "•", 20]

The data:

data = -0.962001,0.397816,-0.122007,-0.0413612,-0.0544419,-0.214962,-0.135477,0.571107,0.899526,0.190296,0.898588,0.00546919,-0.347618,0.666652,0.246898,0.498308,0.374387,0.483023,-0.581681,0.14916,-0.0997349,-0.10738,0.0364981,-0.261247,0.768949,0.875527,1.95692,0.436888,1.95962,0.355918,-1.25323,0.307325,-0.411717,-0.163014,-0.387259,-0.196534,-0.419625,0.287503,-0.0076809,0.131083,-0.0899933,0.17461,0.0317604,-0.0695526,0.370543,-0.260739,0.513008,-0.325415,0.424957,-0.103409,0.94739,-0.363821,1.24866,-0.520327,-1.13206,0.149609,-0.174019,-0.957962,0.150149,-1.12718,-1.10439,0.151338,0.08283,-1.0489,0.437483,-1.23367,-1.13195,0.180468,0.22697,-1.22584,0.564093,-1.32619,-1.12527,0.144753,-0.31816,-0.769721,0.13676,-1.08828,0.512897,0.615075,1.60425,0.266658,1.56731,0.157649,1.07963,0.691473,2.32712,0.251782,2.24102,0.203162,0.146878,0.550012,0.920199,0.229813,0.93112,0.105877,-0.618883,0.288482,-0.114264,0.0952308,-0.0902663,-0.0274716,-0.42587,0.26112,0.0296797,0.134414,0.234351,0.0977336,0.149234,0.312535,0.566986,0.146658,0.729692,0.192777,-0.797245,0.301785,-0.405653,0.129507,-0.399827,0.125799,-0.986633,0.301104,-0.423614,-0.0630775,-0.179002,-0.258728,-1.06393,0.294462,-0.646153,-0.0180542,-0.530922,-0.174294,-1.3346,0.288987,-0.855399,-0.0954821,-0.603291,-0.291644,-0.953345,0.34497,0.0734577,-0.507661,0.495145,-0.806878,-1.39286,0.27325,-1.04882,-0.0124537,-0.86758,-0.177823,-1.07263,0.189348,-0.87054,0.0332001,-0.709255,-0.055134,-0.884372,-0.133042,-0.715605,-0.278561,-0.450264,-0.591745,0.00174907,0.689063,0.857285,0.343011,0.841798,0.233118,0.268577,0.56418,1.30903,0.0808955,1.34309,-0.0496938,-0.442908,0.205066,0.156048,-0.103125,0.229659,-0.2128,-0.769446,0.115635,-0.718515,0.0678925,-0.687545,0.0584056,-0.107299,0.0528954,0.0258309,-0.0434246,0.106836,-0.143284

colors = ConstantArray[Black, Yellow, Red, Length[repeatedStrainLabels]/3]

How can I get a graph that contains a gray line for every 3 elements in data, with the 1st element being a black point on the line, 2nd yellow, and 3rd red?

asked Nov 26 at 0:40

briennakh

4749

add a comment |

up vote
4
down vote

favorite

I need to make a graph with multiple lines and points. Each line contains 3 points that should each be colored black, yellow, and red. The line should be a neutral gray.

I managed to create a graph that has those points without lines:

enter image description here

Graphics[
 Table[Text[
 Style["•", Flatten[colors][[i]], Bold, 
 FontSize -> 20, FontFamily -> "Arial"],
 data[[i]]], i, 1, Length[data]], 
 ImageSize -> 500, 500, Frame -> True]

And a graph that has those points connected by a line but colored incorrectly:

enter image description here

 ListLinePlot[Partition[data, 3], PlotMarkers -> "•", 20]

The data:

data = -0.962001,0.397816,-0.122007,-0.0413612,-0.0544419,-0.214962,-0.135477,0.571107,0.899526,0.190296,0.898588,0.00546919,-0.347618,0.666652,0.246898,0.498308,0.374387,0.483023,-0.581681,0.14916,-0.0997349,-0.10738,0.0364981,-0.261247,0.768949,0.875527,1.95692,0.436888,1.95962,0.355918,-1.25323,0.307325,-0.411717,-0.163014,-0.387259,-0.196534,-0.419625,0.287503,-0.0076809,0.131083,-0.0899933,0.17461,0.0317604,-0.0695526,0.370543,-0.260739,0.513008,-0.325415,0.424957,-0.103409,0.94739,-0.363821,1.24866,-0.520327,-1.13206,0.149609,-0.174019,-0.957962,0.150149,-1.12718,-1.10439,0.151338,0.08283,-1.0489,0.437483,-1.23367,-1.13195,0.180468,0.22697,-1.22584,0.564093,-1.32619,-1.12527,0.144753,-0.31816,-0.769721,0.13676,-1.08828,0.512897,0.615075,1.60425,0.266658,1.56731,0.157649,1.07963,0.691473,2.32712,0.251782,2.24102,0.203162,0.146878,0.550012,0.920199,0.229813,0.93112,0.105877,-0.618883,0.288482,-0.114264,0.0952308,-0.0902663,-0.0274716,-0.42587,0.26112,0.0296797,0.134414,0.234351,0.0977336,0.149234,0.312535,0.566986,0.146658,0.729692,0.192777,-0.797245,0.301785,-0.405653,0.129507,-0.399827,0.125799,-0.986633,0.301104,-0.423614,-0.0630775,-0.179002,-0.258728,-1.06393,0.294462,-0.646153,-0.0180542,-0.530922,-0.174294,-1.3346,0.288987,-0.855399,-0.0954821,-0.603291,-0.291644,-0.953345,0.34497,0.0734577,-0.507661,0.495145,-0.806878,-1.39286,0.27325,-1.04882,-0.0124537,-0.86758,-0.177823,-1.07263,0.189348,-0.87054,0.0332001,-0.709255,-0.055134,-0.884372,-0.133042,-0.715605,-0.278561,-0.450264,-0.591745,0.00174907,0.689063,0.857285,0.343011,0.841798,0.233118,0.268577,0.56418,1.30903,0.0808955,1.34309,-0.0496938,-0.442908,0.205066,0.156048,-0.103125,0.229659,-0.2128,-0.769446,0.115635,-0.718515,0.0678925,-0.687545,0.0584056,-0.107299,0.0528954,0.0258309,-0.0434246,0.106836,-0.143284

colors = ConstantArray[Black, Yellow, Red, Length[repeatedStrainLabels]/3]

How can I get a graph that contains a gray line for every 3 elements in data, with the 1st element being a black point on the line, 2nd yellow, and 3rd red?

asked Nov 26 at 0:40

briennakh

4749

add a comment |

up vote
4
down vote

favorite

I need to make a graph with multiple lines and points. Each line contains 3 points that should each be colored black, yellow, and red. The line should be a neutral gray.

I managed to create a graph that has those points without lines:

enter image description here

Graphics[
 Table[Text[
 Style["•", Flatten[colors][[i]], Bold, 
 FontSize -> 20, FontFamily -> "Arial"],
 data[[i]]], i, 1, Length[data]], 
 ImageSize -> 500, 500, Frame -> True]

And a graph that has those points connected by a line but colored incorrectly:

enter image description here

 ListLinePlot[Partition[data, 3], PlotMarkers -> "•", 20]

The data:

data = -0.962001,0.397816,-0.122007,-0.0413612,-0.0544419,-0.214962,-0.135477,0.571107,0.899526,0.190296,0.898588,0.00546919,-0.347618,0.666652,0.246898,0.498308,0.374387,0.483023,-0.581681,0.14916,-0.0997349,-0.10738,0.0364981,-0.261247,0.768949,0.875527,1.95692,0.436888,1.95962,0.355918,-1.25323,0.307325,-0.411717,-0.163014,-0.387259,-0.196534,-0.419625,0.287503,-0.0076809,0.131083,-0.0899933,0.17461,0.0317604,-0.0695526,0.370543,-0.260739,0.513008,-0.325415,0.424957,-0.103409,0.94739,-0.363821,1.24866,-0.520327,-1.13206,0.149609,-0.174019,-0.957962,0.150149,-1.12718,-1.10439,0.151338,0.08283,-1.0489,0.437483,-1.23367,-1.13195,0.180468,0.22697,-1.22584,0.564093,-1.32619,-1.12527,0.144753,-0.31816,-0.769721,0.13676,-1.08828,0.512897,0.615075,1.60425,0.266658,1.56731,0.157649,1.07963,0.691473,2.32712,0.251782,2.24102,0.203162,0.146878,0.550012,0.920199,0.229813,0.93112,0.105877,-0.618883,0.288482,-0.114264,0.0952308,-0.0902663,-0.0274716,-0.42587,0.26112,0.0296797,0.134414,0.234351,0.0977336,0.149234,0.312535,0.566986,0.146658,0.729692,0.192777,-0.797245,0.301785,-0.405653,0.129507,-0.399827,0.125799,-0.986633,0.301104,-0.423614,-0.0630775,-0.179002,-0.258728,-1.06393,0.294462,-0.646153,-0.0180542,-0.530922,-0.174294,-1.3346,0.288987,-0.855399,-0.0954821,-0.603291,-0.291644,-0.953345,0.34497,0.0734577,-0.507661,0.495145,-0.806878,-1.39286,0.27325,-1.04882,-0.0124537,-0.86758,-0.177823,-1.07263,0.189348,-0.87054,0.0332001,-0.709255,-0.055134,-0.884372,-0.133042,-0.715605,-0.278561,-0.450264,-0.591745,0.00174907,0.689063,0.857285,0.343011,0.841798,0.233118,0.268577,0.56418,1.30903,0.0808955,1.34309,-0.0496938,-0.442908,0.205066,0.156048,-0.103125,0.229659,-0.2128,-0.769446,0.115635,-0.718515,0.0678925,-0.687545,0.0584056,-0.107299,0.0528954,0.0258309,-0.0434246,0.106836,-0.143284

colors = ConstantArray[Black, Yellow, Red, Length[repeatedStrainLabels]/3]

How can I get a graph that contains a gray line for every 3 elements in data, with the 1st element being a black point on the line, 2nd yellow, and 3rd red?

asked Nov 26 at 0:40

briennakh

4749

I need to make a graph with multiple lines and points. Each line contains 3 points that should each be colored black, yellow, and red. The line should be a neutral gray.

I managed to create a graph that has those points without lines:

enter image description here

Graphics[
 Table[Text[
 Style["•", Flatten[colors][[i]], Bold, 
 FontSize -> 20, FontFamily -> "Arial"],
 data[[i]]], i, 1, Length[data]], 
 ImageSize -> 500, 500, Frame -> True]

And a graph that has those points connected by a line but colored incorrectly:

enter image description here

 ListLinePlot[Partition[data, 3], PlotMarkers -> "•", 20]

The data:

data = -0.962001,0.397816,-0.122007,-0.0413612,-0.0544419,-0.214962,-0.135477,0.571107,0.899526,0.190296,0.898588,0.00546919,-0.347618,0.666652,0.246898,0.498308,0.374387,0.483023,-0.581681,0.14916,-0.0997349,-0.10738,0.0364981,-0.261247,0.768949,0.875527,1.95692,0.436888,1.95962,0.355918,-1.25323,0.307325,-0.411717,-0.163014,-0.387259,-0.196534,-0.419625,0.287503,-0.0076809,0.131083,-0.0899933,0.17461,0.0317604,-0.0695526,0.370543,-0.260739,0.513008,-0.325415,0.424957,-0.103409,0.94739,-0.363821,1.24866,-0.520327,-1.13206,0.149609,-0.174019,-0.957962,0.150149,-1.12718,-1.10439,0.151338,0.08283,-1.0489,0.437483,-1.23367,-1.13195,0.180468,0.22697,-1.22584,0.564093,-1.32619,-1.12527,0.144753,-0.31816,-0.769721,0.13676,-1.08828,0.512897,0.615075,1.60425,0.266658,1.56731,0.157649,1.07963,0.691473,2.32712,0.251782,2.24102,0.203162,0.146878,0.550012,0.920199,0.229813,0.93112,0.105877,-0.618883,0.288482,-0.114264,0.0952308,-0.0902663,-0.0274716,-0.42587,0.26112,0.0296797,0.134414,0.234351,0.0977336,0.149234,0.312535,0.566986,0.146658,0.729692,0.192777,-0.797245,0.301785,-0.405653,0.129507,-0.399827,0.125799,-0.986633,0.301104,-0.423614,-0.0630775,-0.179002,-0.258728,-1.06393,0.294462,-0.646153,-0.0180542,-0.530922,-0.174294,-1.3346,0.288987,-0.855399,-0.0954821,-0.603291,-0.291644,-0.953345,0.34497,0.0734577,-0.507661,0.495145,-0.806878,-1.39286,0.27325,-1.04882,-0.0124537,-0.86758,-0.177823,-1.07263,0.189348,-0.87054,0.0332001,-0.709255,-0.055134,-0.884372,-0.133042,-0.715605,-0.278561,-0.450264,-0.591745,0.00174907,0.689063,0.857285,0.343011,0.841798,0.233118,0.268577,0.56418,1.30903,0.0808955,1.34309,-0.0496938,-0.442908,0.205066,0.156048,-0.103125,0.229659,-0.2128,-0.769446,0.115635,-0.718515,0.0678925,-0.687545,0.0584056,-0.107299,0.0528954,0.0258309,-0.0434246,0.106836,-0.143284

colors = ConstantArray[Black, Yellow, Red, Length[repeatedStrainLabels]/3]

How can I get a graph that contains a gray line for every 3 elements in data, with the 1st element being a black point on the line, 2nd yellow, and 3rd red?

plotting graphics color

asked Nov 26 at 0:40

briennakh

4749

asked Nov 26 at 0:40

briennakh

4749

asked Nov 26 at 0:40

briennakh

4749

asked Nov 26 at 0:40

briennakh

4749

asked Nov 26 at 0:40

briennakh

4749

add a comment |

2 Answers
2

active

oldest

votes

up vote
6
down vote

accepted

ListPlot[List /@ data, PlotStyle -> Black, Yellow, Red, 
 BaseStyle -> PointSize[Large], Epilog -> Gray, Line@Partition[data, 3]]

enter image description here

Alternatively,

ListPlot[Riffle[List /@ data, Partition[data, 3]], 
 Joined -> False, True, 
 PlotStyle -> Riffle[Black, Yellow, Red, Gray, 2, -1, 2], 
 BaseStyle -> PointSize[Large]]

enter image description here

edited Nov 26 at 1:05

answered Nov 26 at 0:54

kglr

174k9196402

Interesting use of Epilog. Thanks!
– briennakh
Nov 26 at 0:56

add a comment |

up vote
2
down vote

Graphics[Gray, Line@#, AbsolutePointSize[4], Black, Point[#[[1]]], 
 Yellow, Point[#[[2]]], Red, Point[#[[3]]] & /@ 
 Partition[data, 3], Axes -> True]

enter image description here

answered Nov 26 at 1:59

Bob Hanlon

58k23593

add a comment |

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2 Answers
2

active

oldest

votes

2 Answers
2

active

oldest

votes

up vote
6
down vote

accepted

ListPlot[List /@ data, PlotStyle -> Black, Yellow, Red, 
 BaseStyle -> PointSize[Large], Epilog -> Gray, Line@Partition[data, 3]]

enter image description here

Alternatively,

ListPlot[Riffle[List /@ data, Partition[data, 3]], 
 Joined -> False, True, 
 PlotStyle -> Riffle[Black, Yellow, Red, Gray, 2, -1, 2], 
 BaseStyle -> PointSize[Large]]

enter image description here

edited Nov 26 at 1:05

answered Nov 26 at 0:54

kglr

174k9196402

Interesting use of Epilog. Thanks!
– briennakh
Nov 26 at 0:56

add a comment |

up vote
6
down vote

accepted

ListPlot[List /@ data, PlotStyle -> Black, Yellow, Red, 
 BaseStyle -> PointSize[Large], Epilog -> Gray, Line@Partition[data, 3]]

enter image description here

Alternatively,

ListPlot[Riffle[List /@ data, Partition[data, 3]], 
 Joined -> False, True, 
 PlotStyle -> Riffle[Black, Yellow, Red, Gray, 2, -1, 2], 
 BaseStyle -> PointSize[Large]]

enter image description here

edited Nov 26 at 1:05

answered Nov 26 at 0:54

kglr

174k9196402

Interesting use of Epilog. Thanks!
– briennakh
Nov 26 at 0:56

add a comment |

up vote
6
down vote

accepted

ListPlot[List /@ data, PlotStyle -> Black, Yellow, Red, 
 BaseStyle -> PointSize[Large], Epilog -> Gray, Line@Partition[data, 3]]

enter image description here

Alternatively,

ListPlot[Riffle[List /@ data, Partition[data, 3]], 
 Joined -> False, True, 
 PlotStyle -> Riffle[Black, Yellow, Red, Gray, 2, -1, 2], 
 BaseStyle -> PointSize[Large]]

enter image description here

edited Nov 26 at 1:05

answered Nov 26 at 0:54

kglr

174k9196402

ListPlot[List /@ data, PlotStyle -> Black, Yellow, Red, 
 BaseStyle -> PointSize[Large], Epilog -> Gray, Line@Partition[data, 3]]

enter image description here

Alternatively,

ListPlot[Riffle[List /@ data, Partition[data, 3]], 
 Joined -> False, True, 
 PlotStyle -> Riffle[Black, Yellow, Red, Gray, 2, -1, 2], 
 BaseStyle -> PointSize[Large]]

enter image description here

edited Nov 26 at 1:05

answered Nov 26 at 0:54

kglr

174k9196402

edited Nov 26 at 1:05

answered Nov 26 at 0:54

kglr

174k9196402

answered Nov 26 at 0:54

kglr

174k9196402

answered Nov 26 at 0:54

kglr

174k9196402

Interesting use of Epilog. Thanks!
– briennakh
Nov 26 at 0:56

add a comment |

Interesting use of Epilog. Thanks!
– briennakh
Nov 26 at 0:56

Interesting use of Epilog. Thanks!
– briennakh
Nov 26 at 0:56

add a comment |

up vote
2
down vote

Graphics[Gray, Line@#, AbsolutePointSize[4], Black, Point[#[[1]]], 
 Yellow, Point[#[[2]]], Red, Point[#[[3]]] & /@ 
 Partition[data, 3], Axes -> True]

enter image description here

answered Nov 26 at 1:59

Bob Hanlon

58k23593

add a comment |

up vote
2
down vote

Graphics[Gray, Line@#, AbsolutePointSize[4], Black, Point[#[[1]]], 
 Yellow, Point[#[[2]]], Red, Point[#[[3]]] & /@ 
 Partition[data, 3], Axes -> True]

enter image description here

answered Nov 26 at 1:59

Bob Hanlon

58k23593

add a comment |

up vote
2
down vote

Graphics[Gray, Line@#, AbsolutePointSize[4], Black, Point[#[[1]]], 
 Yellow, Point[#[[2]]], Red, Point[#[[3]]] & /@ 
 Partition[data, 3], Axes -> True]

enter image description here

answered Nov 26 at 1:59

Bob Hanlon

58k23593

Graphics[Gray, Line@#, AbsolutePointSize[4], Black, Point[#[[1]]], 
 Yellow, Point[#[[2]]], Red, Point[#[[3]]] & /@ 
 Partition[data, 3], Axes -> True]

enter image description here

answered Nov 26 at 1:59

Bob Hanlon

58k23593

answered Nov 26 at 1:59

Bob Hanlon

58k23593

answered Nov 26 at 1:59

Bob Hanlon

58k23593

answered Nov 26 at 1:59

Bob Hanlon

58k23593

add a comment |

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