Magic Squares
3.3M10,000+
Puzzle
3.0
![Magic Squares Screen Shot 0](https://sg-res.playyah.com/sg/res/jpg/51/69/387d7a21d0b730f87469042c8217-jb4.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 1](https://sg-res.playyah.com/sg/res/jpg/70/75/5162c08ebf527e7f1de004ba9797-lm6.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 2](https://sg-res.playyah.com/sg/res/jpg/66/91/4cc18625cf2eda18730123903f48-zy8.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 3](https://sg-res.playyah.com/sg/res/jpg/ee/b6/c8b1de8daafe07936d2f67898900-q1c.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 4](https://sg-res.playyah.com/sg/res/jpg/8d/8c/7803c1bc3cd857491ed670aff684-vd4.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 5](https://sg-res.playyah.com/sg/res/jpg/db/07/eaa59ecc8e60092be37f0cebca91-au7.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 6](https://sg-res.playyah.com/sg/res/jpg/06/23/5278f667776b9256677ff022cf8e-kg9.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 7](https://sg-res.playyah.com/sg/res/jpg/6f/d0/0f7feddbe2a84148a4c0528c6967-x0d.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 8](https://sg-res.playyah.com/sg/res/jpg/ca/7a/3631d2d9db4fd28161b114334e7f-az2.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 9](https://sg-res.playyah.com/sg/res/jpg/60/c9/76185014f22051f6be2a6ffeaf23-vq4.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 10](https://sg-res.playyah.com/sg/res/jpg/b3/d3/11582b862c3c530ff6b25dcf34ee-kx5.jpg?x-oss-process=style/mq200)
![Magic Squares Screen Shot 11](https://sg-res.playyah.com/sg/res/jpg/57/01/aacb33f9ceb53d91d6805dbeb732-t67.jpg?x-oss-process=style/mq200)
Magic Squares
In recreational mathematics, a magic square is an arrangement of distinct numbers (i.e., each number is used once), usually integers, in a square grid, where the numbers in each row, and in each column, and the numbers in the main and secondary diagonals, all add up to the same number, called the "magic constant."
A magic square has the same number of rows as it has columns, and in conventional math notation, "n" stands for the number of rows (and columns) it has. Thus, a magic square always contains n2 numbers, and its size (the number of rows [and columns] it has) is described as being "of order n." A magic square that contains the integers from 1 to n2 is called a normal magic square.
Magic squares were known to Chinese mathematicians as early as 650 BC, and explicitly given since 570 AD, and to Islamic mathematicians possibly as early as the seventh century AD. The first magic squares of order 5 and 6 appear in an encyclopedia from Baghdad circa 983, the Encyclopedia of the Brethren of Purity (Rasa'il Ihkwan al-Safa); simpler magic squares were known to several earlier Arab mathematicians. Some of these squares were later used in conjunction with magic letters, as in Shams Al-ma'arif, to assist Arab illusionists and magicians.
Application created by: paocorp.com
Tunjukkan lebih banyak
Apa yang baru ini
version 1.2.6
v1.2.4
* Minor UI fixes
Maklumat
- ID:com.paocorp.magicsquares
- Kategori:Puzzle
- Dikemaskini:2017-01-08
- Versi:1.2.6
- Memerlukan:Android 4.1
Sama seperti Magic Squares
Awak juga mungkin menyukai
- Flow Free4.728.5M
- Mekorama4.312.5M
- Tiledom - Mencocokkan Puzzle4.550.3M
- Gulung Warna 3D4.5150.0M
- Candy Charming - Match 3 Games4.895.7M
- Construction City3.612.0M
- Sudoku.com - sudoku klasik4.471.8M
- Easy Game - teka-teki otak4.687.7M
- Matchington Mansion4.4287.7M
- Bad Piggies4.3157.3M
- Looper!4.5115.3M
- Smart Puzzles Collection4.325.5M
- Bubble Shooter4.533.9M
- Family Hotel: love & match-34.6190.3M
- Mr Bullet - Spy Puzzles4.588.4M
- Block Puzzle4.87.7M
- Roll the Ball® - slide puzzle4.298.6M
- Brain Out: Tebak tebakan Besar4.5220.0M
- Cut the Rope4.571.2M
- Dig This!4.5132.4M