5 Brain Teasers

5 Brain Teasers

by GeneralVimes
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5 Brain Teasers

평점:
3.3
출시일: March 23, 2011
최종 업데이트: March 23, 2011
개발자: GeneralVimes

5 Brain Teasers의 태그

설명

두뇌 테스트! 가장 도전적인 논리 퍼즐 5종 모음입니다.

플레이 방법

마우스로 게임 요소를 배치하세요.

FAQ

5 Brain Teasers란 무엇인가요?

5 Brain Teasers는 GeneralVimes가 개발한 퍼즐 게임으로, 플레이어가 다섯 가지 독특한 두뇌 퀴즈에 도전합니다.

5 Brain Teasers는 누가 개발했나요?

5 Brain Teasers는 GeneralVimes가 개발했으며, Kongregate에서 플레이할 수 있습니다.

5 Brain Teasers는 어떤 게임 플레이를 제공하나요?

5 Brain Teasers는 짧고 논리적인 퍼즐로, 문제 해결력과 추리력을 시험합니다.

5 Brain Teasers에서 어떻게 진행하나요?

플레이어는 게임에 제시된 다섯 가지 퍼즐을 차례로 해결해야 다음 단계로 넘어갈 수 있습니다.

5 Brain Teasers에 멀티플레이어나 오프라인 진행 기능이 있나요?

5 Brain Teasers는 싱글 플레이어 웹 기반 퍼즐 게임으로, 멀티플레이어나 오프라인 진행 기능은 제공하지 않습니다.

댓글

0/1000
Rallik avatar

Rallik

Mar. 23, 2011

10
1

Most challenging logical puzzles? I doubt that.

MrDeo avatar

MrDeo

Mar. 23, 2011

8
1

Concept good. Graphics goodish. More games please! Also, the integration of maybe a 3D element or a system of reward for completing more and more games.

Cielak1234 avatar

Cielak1234

Mar. 23, 2011

7
1

I like those games !! I think there should be much more logical ones here.
Have you beaten all lvls? Hope so ;)

GeneralVimes avatar

GeneralVimes

Mar. 23, 2011

6
1

Thank you all for replies and voting :)

Cielak1234, Yes, I tested the game so that all achievements are possible to obtain :) Just decided not to submit my score here for some time.

Cirdua, you mean the so-called "terrace method", don't'you? Great that you mention it. Nevrtheless, I decided to range the difficulty according to the square sizes, but added extra Achievement to the 4x4 square.

By the was, did you notice the in-game hint (not the solution) for magic square building?

Rallik, that's great that these puzzles are easy for you! :)

Thanks again! :) I'll keep designing flash games for you :)

Cirdua avatar

Cirdua

Mar. 23, 2011

6
1

With the magic squares puzzle, "medium" difficulty is actually the hardest, because the "easy" and "hard" levels are 3by3 or 5by5 (odd order), while the order of "medium" is even and a power of four. Puzzles with an even order are harder to solve than the odd ones (in fact, once you know how to solve the odd ones, you could make a square of 5001by5001, or any other, as long as the order is odd)