Brain Games 2 puzzles and riddles|遊戲線上App不用買

Keep your brains sharp with Brain Games II. Brain Games II includes five different logical games, each with many, many levels.

Your IQ will grow after each level completed.

Our games are cleanly designed with easy to follow tutorials that make game play intuitive (but not necessarily easy!) All of our games are timed so that you can track your performance.

We offer five different Brain Games. Each game has multiple levels which increase in complexity from level to level. It is rather easy to complete the first level, but watch out - the levels get harder as you go!

THE LAST ONE

"The Last One" is our variation on the classic peg solitaire. Your objective is to clear the board of all but one peg. To clear a peg, you must jump over it with a neighboring peg. Once you've cleared all but one peg you advance to the next level. Each level offers a different shape board with different number of pegs - keeping the game different each time.

CRAZY STAR

Untangle a star with Crazy Star! "Crazy Star" is composed of pieces that are connected to each other with lines. Your objective is to move these pieces around so that none of the connecting lines cross each other. Once you clear a line so that no other line is crossing it, it turns blue. Once all of your lines are cleared and blue, you advance to the next level.

HYPER LINES

Slide pieces of the puzzle horizontally or vertically to match the pattern shown. How quickly can you match it? In how few moves? Once you match a puzzle you advance to the next one. Puzzles change shape with each level and get increasingly difficult.

DIM STARS

“Dim Stars” is composed of pieces that are connected to each other with lines and dots. You must move pieces around so that all dots are crossed with a line. Once you crossed a dot it turns blue. Light all dots with yellow and advance to a new level.

ONE WAY TICKET

In “One Way Ticket” you have number of dots connected with a paths (lines). The goal of the game is to connect all of the dots with a continuous path without reusing a path that you've already established.

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