3Défi-ChallengeCut - Solides de Palton FACILES + Patrons avec languettes + développements

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[/img][br]Les solides de Platon en 3D de longueur d'arêtes L, dans le but de les imprimer en 3D et de découper leur patron (languettes sans colle) et leur développement avec une découpeuse numérique[br][br] 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[/img][br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAQCAYAAADJViUEAAACB0lEQVQoU42Tu09TURzHv+eeey/pw0EC0tLBVgSDjyguRhk0aHwMPhInBwZXB1f/ABfiY2EkGMIABhIXAhJFBh8JmlK0iUkjYB/YWkUwbW9LoaX3+Du9TOa28J1O8vt9zu/NBAmkTHEbisLks6YEBDRFgVNTqj4s/CsnhkO/kTJKaFA5me0lv902BbZKZdw760PPoUawoVBKTC8X4G92IbZqgDH76DLBg03u6uffVv7gwUU/2PNwWkwuGRCigtMeBxwatw29Wa7g4488LhzzIfl3A1/jqxY8sZiDxgSGbndAQa26Be6MRXDmcAtcuorJhQTYKMFTiwY4M/HkagDNLt028lqhhPtTy+hu90DjCqbDKxb8ktLmMPF4D/D5Ix7oBE98JnjkS1q8+m5QuiYeXdk98qVOL3RVwYv5Hfh1lLos9gZfO+6lWXOMBalmGXkmmie4gr7LARxw16/5+olWqplj5FPcgmdjeYDggRsd4Ny+2yZNuHc8glsnfdWGDc/twG8TBWQ2NtHldcOpW6v3v4plE3PxLO52+6HSig5+iIE9m0+J4M8ijnpow9aLdaYM7HdqOBdoRKliYuA9wcFUVjycieHmqVb0tDWRodZ2U2VkkvbsVhlPZ5eoT6Q30XX0v0uirWWfdRzWodlK7r6MHElkLFh6LaRzCCUNqNSweocpnWVXHDrHP4lr/vzDui9UAAAAAElFTkSuQmCC[/img] [b]Créer un curseur L[/b][br][img]data:image/png;base64,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[/img] [b]Placer un point A(0,0) et tracer[/b][b] un segment de longueur donné L[/b][b][br][img]data:image/png;base64,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[/img] [b]Construire un polygone régulier (carré, triangle ou pentagone)[/b][/b][br][img]data:image/png;base64,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[/img] [b]Construire soit un cube, soit tétraèdre régulier, soit un octaèdre régulier, soit un icosaèdre régulier, soit un dodécaèdre régulier[br][b][img]data:image/png;base64,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[/img] Enregistrer en ggb et exporter en STL solide plein ou solide filaire (dans ce cas désafficher le plan, les axes et les faces)[/b][br][img]data:image/png;base64,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[/img] [b]Construire le développement du cône de révolution et l'exporter en ggb et en SVG[br][/b][b][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAQCAYAAADJViUEAAACB0lEQVQoU42Tu09TURzHv+eeey/pw0EC0tLBVgSDjyguRhk0aHwMPhInBwZXB1f/ABfiY2EkGMIABhIXAhJFBh8JmlK0iUkjYB/YWkUwbW9LoaX3+Du9TOa28J1O8vt9zu/NBAmkTHEbisLks6YEBDRFgVNTqj4s/CsnhkO/kTJKaFA5me0lv902BbZKZdw760PPoUawoVBKTC8X4G92IbZqgDH76DLBg03u6uffVv7gwUU/2PNwWkwuGRCigtMeBxwatw29Wa7g4488LhzzIfl3A1/jqxY8sZiDxgSGbndAQa26Be6MRXDmcAtcuorJhQTYKMFTiwY4M/HkagDNLt028lqhhPtTy+hu90DjCqbDKxb8ktLmMPF4D/D5Ix7oBE98JnjkS1q8+m5QuiYeXdk98qVOL3RVwYv5Hfh1lLos9gZfO+6lWXOMBalmGXkmmie4gr7LARxw16/5+olWqplj5FPcgmdjeYDggRsd4Ny+2yZNuHc8glsnfdWGDc/twG8TBWQ2NtHldcOpW6v3v4plE3PxLO52+6HSig5+iIE9m0+J4M8ijnpow9aLdaYM7HdqOBdoRKliYuA9wcFUVjycieHmqVb0tDWRodZ2U2VkkvbsVhlPZ5eoT6Q30XX0v0uirWWfdRzWodlK7r6MHElkLFh6LaRzCCUNqNSweocpnWVXHDrHP4lr/vzDui9UAAAAAElFTkSuQmCC[/img] Utiliser l'outil [b][b]"Point[sub]3D[/sub] vers Point[sub]2D[/sub]"[/b][/b][img]data:image/png;base64,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[/img] [/b][br][img]data:image/png;base64,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[/img] Utiliser l'outil "Languettes" pour finaliser le patron du prisme[br][/b][b][img]data:image/png;base64,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[/img] Enregistrer en ggb et exporter en SVG[br][/b][br][table][tr][td][br][br][br][/td][td][i][u]Indice : [/u][/i]Saisir, par exemple, "Icosaèdre(poly1)" sachant que poly1 est un triangle équilatéral[br][br][br][br][br][/td][/tr][/table]
Défi 3D-Cut - Solides de Platon 3D + Développé + patron

Information: 3Défi-ChallengeCut - Solides de Palton FACILES + Patrons avec languettes + développements