Some 3D ballmapper graphs obtained for the symmetric group S11, for the KL polynomials P_{1,w}.

• Spring embedding, eps=3e-09
• Spring embedding, eps=3.05e-09
• Spring embedding, eps=3.1e-09
• Spring embedding, eps=3.15e-09
• Spring embedding, eps=3.2e-09
• Spring embedding, eps=3.25e-09
• Spring embedding, eps=3.3e-09
• Spring embedding, eps=3.35e-09
• Spring embedding, eps=3.4e-09
• Spring embedding, eps=3.45e-09
• Spring embedding, eps=4e-09
• Kamada-Kawai embedding, eps=3e-09
• Kamada-Kawai embedding, eps=3.05e-09
• Kamada-Kawai embedding, eps=3.1e-09
• Kamada-Kawai embedding, eps=3.15e-09
• Kamada-Kawai embedding, eps=3.2e-09
• Kamada-Kawai embedding, eps=3.25e-09
• Kamada-Kawai embedding, eps=3.3e-09
• Kamada-Kawai embedding, eps=3.35e-09
• Kamada-Kawai embedding, eps=3.4e-09
• Kamada-Kawai embedding, eps=3.45e-09
• Kamada-Kawai embedding, eps=4e-09

Some 3D ballmapper graphs obtained for the symmetric group S11, for the H polynomials associated to the KL polynomials P_{1,w}.

• Spring embedding, eps=6e-10
• Spring embedding, eps=6.5e-10
• Spring embedding, eps=7e-10
• Spring embedding, eps=7.5e-10
• Spring embedding, eps=8e-10
• Spring embedding, eps=8.5e-10
• Spring embedding, eps=9e-10
• Spring embedding, eps=9.5e-10
• Spring embedding, eps=1e-09
• Kamada-Kawai embedding, eps=6e-10
• Kamada-Kawai embedding, eps=6.5e-10
• Kamada-Kawai embedding, eps=7e-10
• Kamada-Kawai embedding, eps=7.5e-10
• Kamada-Kawai embedding, eps=8e-10
• Kamada-Kawai embedding, eps=8.5e-10
• Kamada-Kawai embedding, eps=9e-10
• Kamada-Kawai embedding, eps=9.5e-10
• Kamada-Kawai embedding, eps=1e-09