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some of Bucky Fuller`s thoughts …
Richard Buckminster Fuller † 1895 – 1983 . . . „You never change things by fighting the existing reality. To change something, build a new model that makes the existing model obsolete.“ „We are not going to be able to operate our Spaceship Earth successfully nor for much longer unless we see it as a whole […]
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almost a dome
small.shade.structure 4v 3/8 . . . #zomodomo #chillout #designinspiration #organic #architecture #sketchup #smpldomes #domo #geodome #geodesicdome #goodkarma #sacredgeometry #2022 #dometastico
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If AI is sleeping – it dreams about geodesic structures … part1
created with midjourney … . . .
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geodesic dome suppliers / builders – worldwide
still discovering … . . . Dalia Dome Dream Domes Dome Guys Dome Incorporated Domos Argentina Domos Córdoba Domos Lab Domos Valdivia Curico Fdomes Fugu Futurum Domes Geodomes Canada GeoDomeDesign Geodome Slovacia Geodomes Spain GeoDomo Geo-Dome UK l’Atelier Jean Lehmann Igludome Location Dome Quebec Midomo Multidomos Natural Spaces Domes Pacific Domes Pacific Domes Europe Royal […]
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„The 500-year-lifespan geodesic dome“
sounds interesting … . . . Geoship Website Article on Forbes Invest at StartEngine (now closed)
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just print a dome-like-kind-of-structure with raw earth …
looks interesting … . . . https://www.3dwasp.com/ WASP (Italy’s pioneering specialists in 3D printing) has completed the printing phase of the TECLA supporting structure, the first and unique fully 3D printed construction based on natural materials and made with multiple 3D printers operating at the same time. The innovative habitat model engineered by WASP and […]
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„The Hidden History of the Geodesic Dome“
put together by ZipTieDomes – thx a lot! . . . PART 1: PART 2: PART 3: PART 4: PART 5:
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if Hans Rudolf Giger had some dome ideas …
created with midjourney … . . .
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icosahedron – quick`n`easy
Build from three golden-ratio-planes. 1:1,618 . . .
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geodesic – what does it mean?
from https://en.wikipedia.org/wiki/Geodesic . . . In geometry, a geodesic (/ˌdʒiː.əˈdɛsɪk, -oʊ-, -ˈdiːsɪk, -zɪk/)[1][2] is commonly a curve representing in some sense the shortest[a] path (arc) between two points in a surface, or more generally in a Riemannian manifold. The term also has meaning in any differentiable manifold with a connection. It is a generalization of the notion of a „straight line„. The noun geodesic[b] and the adjective geodetic[c] come from geodesy, the science of measuring […]