| 1. | Regular polyhedra can be divided into 3 groups
正多面体有一个特色，可以分成三组。 |
| 2. | This property is called the duality of regular polyhedra
这称为正多面体的二重性。 |
| 3. | The edges of a regular polyhedron are always equal
所有正多面体的边均只有一种长度。 |
| 4. | Put some other objects in the mirror well and see how the regular polyhedron changes
随意放进其他物件，看看正多面体的变化。 |
| 5. | 3 . put some other objects in the mirror well and see how the regular polyhedron changes
3 .随意放进其他物件，看看正多面体的变化。 |
| 6. | Let s see how many regular polyhedra you can make from the components in this exhibit
1 .请你利用展品中的组件，看看能够制作多少个不同的正多面体？ |
| 7. | 1 . let s see how many regular polyhedra you can make from the components in this exhibit
1 .请你利用展品中的组件，看看能够制作多少个不同的正多面体？ |
| 8. | Look at the pattern formed . can you create an image of a regular polyhedron by means of mirror reflections
2 .观看镜像所形成的图案，你能否制作出正多面体？ |
| 9. | Five regular polyhedron solutions are given by analysing commonness of other special solutions of n - body problem
摘要分析n体问题一些特解的共性，给出5个正多面体解。 |
| 10. | Through origami , we can see that kaleiodocycles are more closely related to regular polyhedra in terms of structure
通过摺纸制作，我们可以看出在结构上万花环与正多面体之间的关系更大。 |
