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AxiomaticSystem
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Here's something:

enter image description here
RGB and CMY form two "triangles", so each of the groups of three is touching its other members - the only tricky part is making every side of one triangle touch the other triangle.
Cyan is tangent to Green at the spot it's supposed to touch, Magenta and Yellow are tangent to Blue.

Alternatively, if you actually need connectedness,

connecting them in a cycle still works:
enter image description here
Here, white squares are "dots" and grey squares are interior intersections.

Here's something:

enter image description here
RGB and CMY form two "triangles", so each of the groups of three is touching its other members - the only tricky part is making every side of one triangle touch the other triangle.
Cyan is tangent to Green at the spot it's supposed to touch, Magenta and Yellow are tangent to Blue.

Here's something:

enter image description here
RGB and CMY form two "triangles", so each of the groups of three is touching its other members - the only tricky part is making every side of one triangle touch the other triangle.
Cyan is tangent to Green at the spot it's supposed to touch, Magenta and Yellow are tangent to Blue.

Alternatively, if you actually need connectedness,

connecting them in a cycle still works:
enter image description here
Here, white squares are "dots" and grey squares are interior intersections.

Source Link
AxiomaticSystem
  • 13.2k
  • 25
  • 49

Here's something:

enter image description here
RGB and CMY form two "triangles", so each of the groups of three is touching its other members - the only tricky part is making every side of one triangle touch the other triangle.
Cyan is tangent to Green at the spot it's supposed to touch, Magenta and Yellow are tangent to Blue.