How to Tailor Community Graph Plot

Below is a graph I've colored with 3 colors Orange, Red, and Green. I would like to generate the community graph plot that uses the colors I've assigned to these nodes and not the default colors the community graph defaults to ... is there a way to control the colors to those I've assigned to the vertices?

edges = {NS <-> N1, NS <-> N11, NS <-> N18, NS <-> N24, NS <-> N27,
NS <-> N35, NS <-> N37, N1 <-> N4, N1 <-> N5, N1 <-> N6, N1 <-> N7,
N1 <-> N8, N1 <-> N9, N2 <-> N5, N3 <-> N5, N3 <-> N15, N4 <-> N2,
N4 <-> N3, N4 <-> N5, N4 <-> N12, N4 <-> N13, N4 <-> N14,
N5 <-> N15, N5 <-> N16, N5 <-> N19, N6 <-> N15, N7 <-> N10,
N8 <-> N16, N9 <-> N10, N10 <-> N5, N10 <-> N6, N10 <-> N8,
N11 <-> N6, N11 <-> N8, N11 <-> N21, N12 <-> N17, N12 <-> N40,
N13 <-> N6, N13 <-> N21, N14 <-> NG, N15 <-> N30, N16 <-> N6,
N17 <-> NG, N18 <-> N15, N19 <-> N20, N20 <-> N21, N20 <-> N30,
N21 <-> N22, N22 <-> N23, N22 <-> N43, N23 <-> NG, N24 <-> NG,
N25 <-> NG, N26 <-> N29, N26 <-> N40, N27 <-> N28, N27 <-> N40,
N28 <-> NG, N29 <-> NG, N30 <-> N31, N30 <-> N32, N30 <-> N33,
N30 <-> N34, N31 <-> N36, N32 <-> N36, N33 <-> N36, N34 <-> N31,
N35 <-> N34, N36 <-> N12, N36 <-> N39, N37 <-> N36, N38 <-> N40,
N38 <-> N43, N39 <-> N40, N40 <-> N41, N41 <-> N42, N42 <-> NG,
N43 <-> N25, N43 <-> N26, N36 <-> N38};
g = Graph[edges, VertexLabels -> "Name", VertexLabels -> Automatic,
VertexSize -> 1,
VertexStyle -> {NS | N1 | NS | N11 | NS | N18 | NS | N24 | NS |
N27 | NS | N35 | NS | N37 | N1 | N4 | N1 | N5 | N1 | N6 | N1 |
N7 | N1 | N8 | N1 | N9 | N2 | N5 | N3 | N5 | N3 | N15 | N4 |
N2 -> Red,
N4 | N3 | N4 | N5 | N4 | N12 | N4 | N13 | N4 | N14 | N5 | N15 |
N5 | N16 | N5 | N19 | N6 | N15 | N7 | N10 | N8 | N16 | N9 |
N10 | N10 | N5 | N10 | N6 | N10 | N8 | N11 | N6 | N11 | N8 |
N11 | N21 | N12 | N17 | N12 | N40 | N13 | N6 | N13 | N21 | N14 |
NG | N15 | N30 | N16 | N6 | N17 | NG | N18 | N15 | N19 | N20 |
N20 | N21 | N20 | N30 | N21 | N22 | N22 | N23 | N22 | N43 |
N23 | NG | N24 | NG | N25 | NG | N26 | N29 | N26 | N40 -> Green,
N28 | NG | N29 | NG | N30 | N31 | N30 | N32 | N30 | N33 | N30 |
N34 | N31 | N36 | N32 | N36 | N33 | N36 | N34 | N31 | N35 |
N34 | N36 | N12 | N36 | N39 | N37 | N36 | N38 | N40 | N38 |
N43 | N39 | N40 | N40 | N41 | N41 | N42 | N42 | NG | N43 | N25 |
N43 | N26 | N36 | N38 -> Lighter[Lighter[Orange]]}]

• You assigned three colors, but CommunityGraphPlot finds four communities. How should the fourth one be colored? Alternatively, you could provide a list of lists of vertices as the second argument to CommunityGraphPlot to specify the communities according to your colors. Commented Nov 22, 2019 at 18:21
• I want the color of a node in any of the communities to be the color I gave it in the above code; hence, even if there are 5, 6, or 7 communities found the nodes in that community are one of the three colors given to the vertex in the above code Commented Nov 22, 2019 at 18:28
• Ah, got it! I had misunderstood what you were after. Commented Nov 22, 2019 at 18:38

You can also use

CommunityGraphPlot[g, VertexStyle -> PropertyValue[g, VertexStyle]]


> CommunityGraphPlot[g,   VertexStyle -> {NS | N1 | NS | N11 | NS | N18
> | NS | N24 | NS | N27 |
>       NS | N35 | NS | N37 | N1 | N4 | N1 | N5 | N1 | N6 | N1 | N7 |
>      N1 | N8 | N1 | N9 | N2 | N5 | N3 | N5 | N3 | N15 | N4 | N2 ->
>     Red, N4 | N3 | N4 | N5 | N4 | N12 | N4 | N13 | N4 | N14 | N5 |
>      N15 | N5 | N16 | N5 | N19 | N6 | N15 | N7 | N10 | N8 | N16 | N9 |
>       N10 | N10 | N5 | N10 | N6 | N10 | N8 | N11 | N6 | N11 | N8 |
>      N11 | N21 | N12 | N17 | N12 | N40 | N13 | N6 | N13 | N21 | N14 |
>      NG | N15 | N30 | N16 | N6 | N17 | NG | N18 | N15 | N19 | N20 |
>      N20 | N21 | N20 | N30 | N21 | N22 | N22 | N23 | N22 | N43 | N23 |
>       NG | N24 | NG | N25 | NG | N26 | N29 | N26 | N40 -> Green,     N28 | NG | N29 | NG | N30 | N31 | N30 | N32 | N30 | N33 | N30 |
>      N34 | N31 | N36 | N32 | N36 | N33 | N36 | N34 | N31 | N35 | N34 |
>       N36 | N12 | N36 | N39 | N37 | N36 | N38 | N40 | N38 | N43 |
>      N39 | N40 | N40 | N41 | N41 | N42 | N42 | NG | N43 | N25 | N43 |
>      N26 | N36 | N38 -> Lighter[Lighter[Orange]]}]