@[email protected] to [email protected] • 9 months agoescherulelemmy.mlimagemessage-square7fedilinkarrow-up1453
arrow-up1453imageescherulelemmy.ml@[email protected] to [email protected] • 9 months agomessage-square7fedilink
minus-squareGormadtlinkfedilink37•9 months agoLooks like it’s an edit of this work by M.C. Escher The works of M.C. Escher are absolutely amazing.
minus-squarejlow (he/him)linkfedilink11•9 months agoSomone made a 3D version of it in Blender (and I’m kinda mad it’s not an animation that looks around in the room or something): https://blenderartists.org/t/escher-hand-with-reflecting-sphere/1360631/8 Amazing stuff.
minus-squarePissipissini Johnson 🩵! :Dlinkfedilink4•edit-29 months agoIt shows how to ponder an Orb, which is about visualising the mathematics of a sphere. Specifically its internal geometry, I believe. You can use that to program a virtual world stored inside your Orb using abstractions from your own mind (like a lucid dream universe). It would look something like: https://www.mathsisfun.com/geometry/circle-theorems.html Circles have infinite data points internally, just like spheres.
Looks like it’s an edit of this work by M.C. Escher
The works of M.C. Escher are absolutely amazing.
Somone made a 3D version of it in Blender (and I’m kinda mad it’s not an animation that looks around in the room or something):
https://blenderartists.org/t/escher-hand-with-reflecting-sphere/1360631/8
Amazing stuff.
It shows how to ponder an Orb, which is about visualising the mathematics of a sphere. Specifically its internal geometry, I believe.
You can use that to program a virtual world stored inside your Orb using abstractions from your own mind (like a lucid dream universe).
It would look something like: https://www.mathsisfun.com/geometry/circle-theorems.html
Circles have infinite data points internally, just like spheres.