Holger Seifert | 8. September 2022
3 times 4 This is a game for "little ones": Press the plate down on one side. Then the balls roll into the field that is the deepest. Do they all fit in? Try it out! More information Advanced text
Holger Seifert | 8. September 2022
The three hares This is a game for "little ones": Rabbits: three. Ears: three. And yet every rabbit has two! This is a centuries-old puzzle motif. Put the three bunnies and the ears together so that each bunny gets two ears. Do you succeed?
Holger Seifert | 8. September 2022
Domino This exhibit is a game for "little ones": Place the blocks together so that the numbers match. A closed path is created.
Holger Seifert | 8. September 2022
Duckling This exhibit is a puzzle for "little ones": Lay out the waves with the ducklings. You may only use different colored parts each time. Does everything fit together in the end?
Holger Seifert | 8. September 2022
Birthday table This is a game for "little ones". We are celebrating a birthday and you have to help: Set a beautiful birthday table with the three cakes in the middle. Everyone gets a plate and a cup. Pay attention to the colors!
Holger Seifert | 8. September 2022
How tall am I? In probability theory, one deals with the distribution of random variables: How large a proportion of the collected data points lies in a certain interval? In this exhibit, the distribution of body size as a function of age is shown: What is the average height of a person of a certain ... How tall am I?
Holger Seifert | 8. September 2022
Kangaroo Puzzle Here you have to do the puzzle again: The kangaroos fit together so well that they form a large pattern. Can you design another shape where the pieces fit together as well?
Holger Seifert | 8. September 2022
Marble Run The theme of this exhibit is marble rolling down an embankment: Place the two marbles at the beginning of the two given paths. Launch them simultaneously. Which one arrives first? Can you explain this physically?
Holger Seifert | 8. September 2022
Ellipse Mountains If you cut a cone diagonally and rotate the two parts 180° against each other, they surprisingly fit together again. This shows the symmetry of the intersection (an ellipse). You can check this out for yourself on this exhibit. More information Advanced text
Holger Seifert | 8. September 2022
Crawl-through Stool This stool is for children to crawl through. Adults can sit on it in the meantime. The backrests have the same shape as the openings.
