I think I just thought of a new type of puzzle: Social Distancing Colors.
Each of the colors in the rainbow represents at least how much one has to distance by:
Red is 6m, Orange is 5m, Yellow is 4m, Green is 3m, Blue is 2m, Indigo is 1m, and Purple doesn’t need to distance.
Each meter is a square on a 10x10 board. A Question would give a certain quantity for each color.
You calculate distances by calculating the shortest possible route between two colors and calculating the square count between one to the other.
For example: 2 Purples, 1 Blue, and 4 Yellows, and a solution could look like this:
If multiple types of colors are in a puzzle, two colors must have a minimum distance of the distance of the color with the most distance value between the two.
And obviously, a problem must be possible to solve.
That’s all the rules. Comment any questions and I’ll try to answer them. Happy puzzling!