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Z-Man Games Ricochet Robots - Logic Puzzle
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Z-Man Games Ricochet Robots

description Z-Man Games Ricochet Robots Overview

In Ricochet Robots, spotting a route matters more than taking turns moving pieces. Designed by Alex Randolph and first published in 1999, this competitive abstract board game presents players with walls, colored robots and a target. A moving robot continues in a straight line until an obstacle stops it, so reaching the destination requires planning where each movement will end rather than simply tracing a path across open spaces. Players study the same arrangement and announce the fewest moves they believe will solve the round.

The shortest valid solution earns the point, making route calculation a shared contest. Other robots can serve as stopping points, so a useful plan may involve repositioning pieces beyond the one needed at the target. Z-Man Games' edition suits people who enjoy visual logic and comparing solutions under pressure, with changing arrangements encouraging fresh approaches.

help Z-Man Games Ricochet Robots FAQ

How do the robots move in Z-Man Games Ricochet Robots?

A robot moves in a straight line and keeps sliding until a wall or another obstacle stops it. Players combine these long slides to reach the revealed target in as few moves as possible.

Who designed Ricochet Robots and when was it first published?

Ricochet Robots was designed by Alex Randolph and first published in 1999. It is a competitive physical logic game rather than a digital puzzle.

How is a round scored in Ricochet Robots?

A target is revealed and players calculate routes simultaneously, usually announcing a proposed move count when they find one. The player who can complete the route in the fewest moves earns the round's target marker.

What makes Ricochet Robots different from ordinary maze games?

The board's walls and target change from round to round, so players must solve a new spatial problem each time. The robots cannot stop wherever a player wants, which makes route planning depend on ricochets and carefully placed obstacles.

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