Tensegrity

Mass angular string shift (Tensegrity).

Floating table designs, triangular to infinite floating tables.

Quadratic, triangular, square, pentagonal, hexagonal, heptagonal, octagonal and so on N x tensegrity tables.

Video In Facebook: https://www.facebook.com/share/v/1ACs8nennU/

Desmos 2D/4D (+90^ +90^ -90^ -90^): https://www.desmos.com/calculator/c26c3ffca1

LinkedIn: Ferdi Tekin www.linkedin.com/in/ferdi-tekin-9ab1419a

Angular TRUNCATEs/ESTIMATEs Paralles:

a_1_to_n_point = n1_sqrt{2} * n2_sqrt{1} b_1_to_n_point = n3_sqrt{2} * n4_sqrt{1}

Angular TRUNCATEs/ESTIMATEs: Absulute 0^ degrees angle to absulete 45^ absulute angles. Auto complete for 8 level limited OCTAGON like CIRCLEs.

n2_{1} + n4_{1} = n5_{2} n2_{1.5} + n4_{0.5} = n5_{2} n2_{0.5} + n4_{1.5} = n5_{2} n2_{0.133974} + n4_{1.866026} = n5_{2} n2_{1.866026} + n4_{0.133974} = n5_{2} n2_{c1(0.00 to 2)} + n4_{d1(2 to 0.00)} = n5_{2}

f(x)=mx+b

Can I estimate the lower and upper values ​​of the line at the relevant height and create absulute BETA / ALPHA (Hallucination / Imagination) parallels? It actually seems like a parallels, but not only parallels, point upper INTEGRALs (5Ds, circles root), point lower DERIVATIVEs (7Ds, corporealities root). REALIZATIONs contains; Hallucination / Illustration AND/OR Dimensionalvision / Imagination.

Where do we STAND in terms of size of DIMENSIONs?: 3D/6D (+90^ +90^ +90^ -90^ -90^ -90^)

If possible, I would like to see an example from your in 1Ds / 2Ds / 3Ds / 4Ds / 5Ds / 6Ds.

QUANTs: ATOM; ATALL Regions, OMALL Regions. OBJECT; OBALL Regions, JECTALL Regions. SYSTEM; SYSALL Regions, TEMALL Regions. SLUSTER; SLUSALL Regions, terall Regions. CLUSTER; CLUSALL Regions, TERALL Regions. QUANTAIR; QUANTALL Regions, AIRALL Regions. (Difficult quantitative simulation.)