5 Brain Teasers

5 Brain Teasers

by GeneralVimes
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5 Brain Teasers

評價:
3.3
推出時間: March 23, 2011
上次更新: March 23, 2011
開發者: GeneralVimes

5 Brain Teasers 關聯標籤

簡介

考下你個腦筋!呢度有五個最有挑戰性嘅邏輯謎題合集。

玩法說明

用滑鼠擺放遊戲元素。

FAQ

咩係 5 Brain Teasers?
5 Brain Teasers 係由 GeneralVimes 開發嘅益智遊戲,玩家要解決五個獨特嘅腦筋急轉彎挑戰。

邊個開發咗 5 Brain Teasers?
5 Brain Teasers 係 GeneralVimes 開發,可以喺 Kongregate 玩。

5 Brain Teasers 有咩玩法?
5 Brain Teasers 有短小精悍嘅邏輯謎題,考驗你嘅解難同推理能力。

5 Brain Teasers 點樣推進?
玩家要逐個解開五個謎題,成功完成先可以晉級。

5 Brain Teasers 有冇多人或離線進度?
5 Brain Teasers 係單人網頁益智遊戲,冇多人或離線進度功能。

留言

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)