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The beginning of the second half of the game's first level. The player controls Hop the frog, who rides a flying dragon, and must dodge the projectiles fired by attacking insects. Frog Fractions begins with a frog named Hop sitting on a lily pad. The player controls Hop, and must use his tongue to attack insects, while collecting and protecting ...
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The game follows the structure of Frogger: maneuver across a busy road, then hop on floating objects to reach the frog homes on the other side of a river. Taken from the games instructions: 10 points for moving frog forward. 200 points for getting a frog home. A bonus for all the frogs home. A bonus for jumping on a lady frog.
The first game in the series was the 1981 arcade game Frogger, developed by Konami. The gameplay involves a frog trying to travel across roads and rivers of high traffic and danger. It was highly successful, being one of the first video game "smash hits", and "helped pushed the industry into the mainstream", according to PCMag. [1]
The game contains hop-and-dodge style gameplay similar to that of the original arcade game. Frogger, however, can perform many moves that he could not in the original. Frogger can perform a "super hop" which allows him to jump over the space in front of him, as well as being able to move footholds and sections of certain walls with his tongue.
The objective of the game is to guide a frog to each of the empty homes at the top of the screen. The game starts with three, five, or seven frogs, depending on the machine's settings. [7] Losing all frogs is game over. The player uses the 4-direction joystick to hop the frog once. Frogger is either single-player or two players alternating turns.
The combinatorial game Toads and Frogs is a partisan game invented by Richard Guy. This mathematical game was used as an introductory game in the book Winning Ways for your Mathematical Plays. [1] Known for its simplicity and the elegance of its rules, Toads-and-Frogs is useful to illustrate the main concepts of combinatorial game theory.
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