Logic Puzzles #58-60 - Rever's 25 days of underloved puzzles - Day 7

 Ichimagas

Day 7! Today, we have 3 genres! They are pretty similar so I decided to include all 3 of them. Ichimagas are connection (not connecting) puzzles according to puzz.link which is a somewhat unusual type of puzzle. They were a bit tricky to make but I'm happy with the results!

Crossing Ichimaga

Rules and link

Draw paths along the grid lines connecting pairs of circles such that all circles form one connected network. Two perpendicular line segments may intersect each other, but not turn at their intersection or otherwise overlap. A path may not turn more than once. A number in a circle indicates how many paths are connected to it.

You can solve this puzzle here using puzz.link's interface

Magnetic Ichimaga


Rules and link

Draw paths along the grid lines connecting pairs of circles such that all circles form one connected network. Paths may not cross each other or themselves, and a path may not turn more than once. A number in a circle indicates how many paths are connected to it. Two circles with the same number may not be directly connected to each other.

You can solve this puzzle here using puzz.link's interface

Ichimaga

Rules and link

Draw paths along the grid lines connecting pairs of circles such that all circles form one connected network. Paths may not cross each other or themselves, and a path may not turn more than once. A number in a circle indicates how many paths are connected to it.

You can solve this puzzle here using puzz.link's interface


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