# Dot-Placing Puzzles

Here are some interesting puzzles that I came up with. If these aren't original and have come from somewhere else, please let me know.

The goal of each puzzle is to place dots on some intersections between two or more lines in such a way that each straight line, somewhere along itself, contains exactly two dots. Dots can only be placed at intersections. You should also do this in the way that uses the most dots possible. If the rules need to be clarified or if you have any questions, ask in the comment and I'll be happy to edit my answer.

Here is an example of a solved puzzle:

And here are some for you guys to solve:

Enjoy!

• Welcome to Puzzling! Nice idea May 20, 2017 at 16:06
• So the goal is to find the max amount of dots for the puzzle, but you can't have an isolated dot that won't make a straight line, and you can't have more than 2 in a line? May 20, 2017 at 16:14
• (Although I'll just note, I can see at least 4 solutions to the first puzzle just by looking at it) May 20, 2017 at 16:14
• @n_palum You don't necessarily need to find the maximum amount of dots. And no, you cannot have one dot on a line. You must have exactly $2$ on each line. May 20, 2017 at 16:17
• @BeastlyGerbil It's true, the first one has a few different solutions. I believe it has exactly $6$ unique ones. However, I used that one as an example because it was one of the easier ones - the others may not be as obvious. :) May 20, 2017 at 16:18