Check Info BUZZ

A. Fold Symmetry
Fold symmetry is the number of folds that can be formed by a flat field into 2 equal parts. To find the symmetry of a fold-up flat it can be done by making an experiment with a piece of kertar is similar in size to be tested. Fold the paper folded in half to equal. Here are many fold symmetry of the general flat up:

- Rectangle has 2 fold symmetry
- Longitude Cage has 4 fold symmetry
- Segitiga Same Side has 3 fold symmetry
- Rhombus has 2 fold symmetry
- The circle has a fold symmetry of an infinite number

B. Symmetry Play
Play symmetry is the number of rounds that can be done on a flat wake up where the results will form the pattern of rotation is the same before playing, but instead returned to the starting position. Experiments can be performed similar experiments on fold symmetry but the way is to rotate the paper which had been formed. Here is a lot of play in the wake simeti general level:

- Rectangle has 2 symmetry around
- Longitude Cage has 4 symmetry around
- Segitiga Just Feet do not have the symmetry around
- Segitiga Same Side has 3 symmetry around
- Rhombus has 2 symmetry around
- The circle has a symmetry play an infinite number