Loco-Quartet

For my 17th sketch of Mathober2024, LocoQuartet is coded in Locomotion group in sets that works for the “perfect” number that is 6.

The 19th prompt of Mathober is Perfect.

“In number theory, a perfect number is a positive integer that is equal to the sum of its positive proper divisors, that is, divisors excluding the number itself. For instance, 6 has proper divisors 1, 2 and 3, and 1 + 2 + 3 = 6, so 6 is a perfect number” - Wikipedia

So in this Piece, There are 4 groups dancing with their other parallel partners in the Locomotion World Lore:

1 OrDroid, 2 Raccoons , 3 Mushys and to represent 6, the Dataghosts.

Poetry

Shaking and Flipping
Tilting and twisting
Spinning and Tipping
Over and Under,
As they wander,
Into a whole new listing

Video

Locomotion Code

dancer { url="ordroid", size = 1.5, y = 1,x = -9 };

b n = dancer {url = "raccoon",dur = 3.5, rx = range n n*45,lz = n * 5, ry = n +  range 10  260 (osc n * 0.215 / 10),  x = n - (3) * 3 + 4, lx = n * 20 , lz = n * 40 + range 40 190  (osc n * 1.44), animation = [n,0.25, n + (-2),0.5,n*3,07.5,n*2.1], size = 1.9 + n /72 };
for [0..1] b;

b n = dancer {url = "mushy",dur = 3.5, rx = range n n*45,lz = n * 5, ry = n +  range 10  260 (osc n * 0.215 / 10), y = -2 + 2* n, x = n - (3) * 3 + 9, lx = n * 20 , lz = n * 40 + range 40 190  (osc n * 1.44), animation = [n,0.25, n + (-2),0.5,n*3,07.5,n*2.1], size = 1.9 + n /72 };
for [0..2] b;

b n = dancer {url = "dataghost",dur = 3.5, rx = range n n*45,lz = n * 5, ry = n +  range 10  260 (osc n * 0.215 / 10), y = -3 + n, x = n - (3) * 3 + 9, lx = n * 20 , lz = n * 40 + range 40 190  (osc n * 1.44), animation = [n,0.25, n + (-2),0.5,n*3,07.5,n*2.1], size = 0.9 + n /72 };
for [0..6] b;