Torus Kaleidoscope & Group Analyzer
Canvas Size:
300 x 300
600 x 600
800 x 800
Select Group Architecture:
Q=2: SL(2,2) [Size 6] — Symmetric Group S3
Q=2: GL(2,2) [Size 6] — Symmetric Group S3 (Collapse)
Q=3: SL(2,3) [Size 24] — Binary Tetrahedral Group
Q=3: GL(2,3) [Size 48 / Target 48] — S4 Double Cover
Q=4: SL(2,Z4) [Size 48] — Tesseract Shear Kernel
Q=4: GL(2,Z4) [Size 96] — Extended Tesseract Mirror
Q=5: SL(2,5) [Size 120] — Binary Icosahedral Group
Q=5: GL(2,5) [Size 480] — Extended Chiral Icosahedral Split
Q=6: SL(2,Z6) [Size 576, target 144] — Product SL(2,2) x SL(2,3)
Q=6: GL(2,Z6) [Size 1152, target 288] — Product S3 x GL(2,3)
Q=7: SL(2,7) [Size 336] — Klein Quartic Double Cover
Q=7: GL(2,7) [Size 2016] — Extended Klein Reflection Split
Q=8: SL(2,Z8) [Size 384] — Octactinal Hyper-Cube Kernel
Q=8: GL(2,Z8) [Size 1536, target 768] — Extended Octactinal Mirror
Q=9: SL(2,Z9) [Size 648] — Non-Abeled Triadic Complex Core
Q=9: GL(2,Z9) [Size 3888] — Triadic Reflection Cover
Q=10: SL(2,Z10) [Size 720] — Direct Product SL(2,2) x SL(2,5)
Q=10: GL(2,Z10) [Size 2880] — Composite Decaic Fracture
Q=11: SL(2,11) [Size 1320] — Exceptional Prime Field Core
Q=11: GL(2,11) [Size 13200] — Chiral Pentagonal Split
Full Orbit Grid
Points
Lines
Local
Local size:
Signature: ---
Group Elements & Orders:
Copy