Titre : |
Spirograph |
Type de document : |
objet à 3 dimensions, artefacts, ... |
Editeur : |
MB |
Langues : |
Français (fre) |
Catégories : |
A 203 jeu de production graphique à deux dimensions ( jeu symbolique)
|
Nombre minimum de joueurs : |
1 |
Nombre maximum de joueurs : |
16 |
Age minimum : |
6 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
20 |
Principe du jeu : |
Le Spirographe est un instrument de dessin permettant de tracer des figures géométriques, des courbes mathématiques techniquement connues sous le nom d'hypotrochoïdes. |
Contenu : |
- 1 cadre à dessin - 1 réglette - 2 anneaux (96 - 105) - 18 roues - 4 cales |
Spirograph [objet à 3 dimensions, artefacts, ...] . - MB, [s.d.]. Langues : Français ( fre)
Catégories : |
A 203 jeu de production graphique à deux dimensions ( jeu symbolique)
|
Nombre minimum de joueurs : |
1 |
Nombre maximum de joueurs : |
16 |
Age minimum : |
6 |
Age maximum : |
99 |
Durée moyenne (minutes) : |
20 |
Principe du jeu : |
Le Spirographe est un instrument de dessin permettant de tracer des figures géométriques, des courbes mathématiques techniquement connues sous le nom d'hypotrochoïdes. |
Contenu : |
- 1 cadre à dessin - 1 réglette - 2 anneaux (96 - 105) - 18 roues - 4 cales |
| ![Spirograph vignette](data:image/jpeg;base64,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) 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