I have a group of hexagons in my hexagonal grid, which I'd like outline with a border.
This is how it looks like so far:
desired output:
I have stored all the cotrner points of each hexagon from that group. I suppose these points can be used to calculate the border around the group later on.
[[{"x":123.39745962155612,"y":260},{"x":101.74682452694516,"y":272.5},{"x":80.0961894323342,"y":260},{"x":80.0961894323342,"y":235},{"x":101.74682452694516,"y":222.5},{"x":123.39745962155612,"y":235}],[{"x":145.0480947161671,"y":222.5},{"x":123.39745962155614,"y":235},{"x":101.74682452694518,"y":222.5},{"x":101.74682452694518,"y":197.5},{"x":123.39745962155614,"y":185},{"x":145.0480947161671,"y":197.5}],[{"x":166.69872981077808,"y":260},{"x":145.0480947161671,"y":272.5},{"x":123.39745962155612,"y":260},{"x":123.39745962155612,"y":235},{"x":145.0480947161671,"y":222.5},{"x":166.69872981077805,"y":235}],[{"x":188.34936490538905,"y":297.5},{"x":166.69872981077808,"y":310},{"x":145.0480947161671,"y":297.5},{"x":145.0480947161671,"y":272.5},{"x":166.69872981077808,"y":260},{"x":188.34936490538902,"y":272.5}],[{"x":188.34936490538905,"y":222.5},{"x":166.69872981077808,"y":235},{"x":145.0480947161671,"y":222.5},{"x":145.0480947161671,"y":197.5},{"x":166.69872981077808,"y":185},{"x":188.34936490538902,"y":197.5}],[{"x":210,"y":260},{"x":188.34936490538902,"y":272.5},{"x":166.69872981077805,"y":260},{"x":166.69872981077805,"y":235},{"x":188.34936490538902,"y":222.5},{"x":209.99999999999997,"y":235}],[{"x":231.65063509461098,"y":297.5},{"x":210,"y":310},{"x":188.34936490538902,"y":297.5},{"x":188.34936490538902,"y":272.5},{"x":210,"y":260},{"x":231.65063509461095,"y":272.5}]]
Also added a live example to see how the grid works so far.
And now I'm trying to figure out how exactly do I determine how the border will be generated.
Now how do I exactly generate the border? Should I just find the center of this group, and then find all the points with the greater distance, and then connect them?
As advised by someone in discussion below, I tried sorting the points by their [X,Y] coordinates and also removed all duplicate coordinates, but it turned into this disaster :/.
Or is there any other technique to achieve this?