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

4799

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

4799

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

4799

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

4799

asked Nov 26 at 0:40

briennakh

4799

asked Nov 26 at 0:40

briennakh

4799

asked Nov 26 at 0:40

briennakh

4799

asked Nov 26 at 0:40

briennakh

4799

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

175k9197402

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

58.1k23594

add a comment |

Your Answer

StackExchange.ifUsing("editor", function () {
return StackExchange.using("mathjaxEditing", function () {
StackExchange.MarkdownEditor.creationCallbacks.add(function (editor, postfix) {
StackExchange.mathjaxEditing.prepareWmdForMathJax(editor, postfix, [["$", "$"], ["\$","\$"]]);
});
});
}, "mathjax-editing");

StackExchange.ready(function() {
var channelOptions = {
tags: "".split(" "),
id: "387"
};
initTagRenderer("".split(" "), "".split(" "), channelOptions);

StackExchange.using("externalEditor", function() {
// Have to fire editor after snippets, if snippets enabled
if (StackExchange.settings.snippets.snippetsEnabled) {
StackExchange.using("snippets", function() {
createEditor();
});
}
else {
createEditor();
}
});

function createEditor() {
StackExchange.prepareEditor({
heartbeatType: 'answer',
convertImagesToLinks: false,
noModals: true,
showLowRepImageUploadWarning: true,
reputationToPostImages: null,
bindNavPrevention: true,
postfix: "",
imageUploader: {
brandingHtml: "Powered by u003ca class="icon-imgur-white" href="https://imgur.com/"u003eu003c/au003e",
contentPolicyHtml: "User contributions licensed under u003ca href="https://creativecommons.org/licenses/by-sa/3.0/"u003ecc by-sa 3.0 with attribution requiredu003c/au003e u003ca href="https://stackoverflow.com/legal/content-policy"u003e(content policy)u003c/au003e",
allowUrls: true
},
onDemand: true,
discardSelector: ".discard-answer"
,immediatelyShowMarkdownHelp:true
});

}
});

draft saved

draft discarded

Sign up or log in

StackExchange.ready(function () {
StackExchange.helpers.onClickDraftSave('#login-link');
});

Post as a guest

Name

Required, but never shown

StackExchange.ready(
function () {
StackExchange.openid.initPostLogin('.new-post-login', 'https%3a%2f%2fmathematica.stackexchange.com%2fquestions%2f186685%2fhow-to-graph-multiple-lines-of-the-same-color-that-each-contain-multi-colored-po%23new-answer', 'question_page');
}
);

Post as a guest

Name

Required, but never shown

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

175k9197402

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

175k9197402

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

175k9197402

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

175k9197402

edited Nov 26 at 1:05

answered Nov 26 at 0:54

kglr

175k9197402

answered Nov 26 at 0:54

kglr

175k9197402

answered Nov 26 at 0:54

kglr

175k9197402

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

58.1k23594

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

58.1k23594

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

58.1k23594

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

58.1k23594

answered Nov 26 at 1:59

Bob Hanlon

58.1k23594

answered Nov 26 at 1:59

Bob Hanlon

58.1k23594

answered Nov 26 at 1:59

Bob Hanlon

58.1k23594

add a comment |

draft saved

draft discarded

Thanks for contributing an answer to Mathematica Stack Exchange!

Please be sure to answer the question. Provide details and share your research!

But avoid …

Asking for help, clarification, or responding to other answers.

Making statements based on opinion; back them up with references or personal experience.

Use MathJax to format equations. MathJax reference.

To learn more, see our tips on writing great answers.

Some of your past answers have not been well-received, and you're in danger of being blocked from answering.

Please pay close attention to the following guidance:

Please be sure to answer the question. Provide details and share your research!

But avoid …

Asking for help, clarification, or responding to other answers.

Making statements based on opinion; back them up with references or personal experience.

To learn more, see our tips on writing great answers.

draft saved

draft discarded

Sign up or log in

StackExchange.ready(function () {
StackExchange.helpers.onClickDraftSave('#login-link');
});

Post as a guest

Name

Required, but never shown

Post as a guest

Name

Required, but never shown

Sign up or log in

StackExchange.ready(function () {
StackExchange.helpers.onClickDraftSave('#login-link');
});

Post as a guest

Name

Required, but never shown

Sign up or log in

StackExchange.ready(function () {
StackExchange.helpers.onClickDraftSave('#login-link');
});

Post as a guest

Name

Required, but never shown

Sign up or log in

StackExchange.ready(function () {
StackExchange.helpers.onClickDraftSave('#login-link');
});

Post as a guest

Name

Required, but never shown

Name

Required, but never shown

Name

Required, but never shown

This page is only for reference, If you need detailed information, please check here

搜尋此網誌

Htykuut