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Input data and context
% 9_3-2
s.r1.x0.x0.x1.x0.x0.x1.x0.x0.x1.x1.u2
,1
% Symmetry 2 of a 2-bridge knot corresponding to the fraction 19/-6 = [-4,2,-2,2,-2,2] (Sakuma, Prop. 3.6, Case (1), symmetry 2).
% Simplifies with options '-qs' to r1.x2.r2.x3.x3.x4.x4.x3.x2.x1.x2.x2.x2.x2.x1.x2.x1.x1.x4.x3.x4.x3.x4.x3.y2.y1.x4.y1.x4.x3.u2.x1.x1.x2.x2.x1.x2.x2.x1.x1.x1.x2.y0.u1
Bar-Natan multicurve \(\mathrm{\widetilde{BN}}(T)\)
options -c2-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxBNr-c2-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 1 q^ -6 δ^ -4 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
2) h^ 2 q^ -4 δ^ -4 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
3) h^ 3 q^ -2 δ^ -4 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
4) h^-2 q^-10 δ^ -3 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
5) h^-8 q^-23 δ^-7/2 ⬮——D—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯
options -c3-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxBNr-c3-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 1 q^ -6 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
2) h^ 2 q^ -4 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
3) h^ 3 q^ -2 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
4) h^-2 q^-10 δ^ -3 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
5) h^-8 q^-23 δ^-7/2 ⬮——D—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯
options -c5-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxBNr-c5-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 1 q^ -6 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
2) h^ 2 q^ -4 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
3) h^ 3 q^ -2 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
4) h^-2 q^-10 δ^ -3 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
5) h^-8 q^-23 δ^-7/2 ⬮——D—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯
options -c7-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxBNr-c7-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 1 q^ -6 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
2) h^ 2 q^ -4 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
3) h^ 3 q^ -2 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
4) h^-2 q^-10 δ^ -3 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
5) h^-8 q^-23 δ^-7/2 ⬮——D—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯
options -c11-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxBNr-c11-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 1 q^ -6 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
2) h^ 2 q^ -4 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
3) h^ 3 q^ -2 δ^ -4 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
4) h^-2 q^-10 δ^ -3 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<—
5) h^-8 q^-23 δ^-7/2 ⬮——D—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯
Khovanov multicurve \(\mathrm{\widetilde{Kh}}(T)\)
options -c2-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxKhr-c2-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 0 q^ -7 δ^-7/2 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-4
2) h^ 1 q^ -5 δ^-7/2 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
3) h^ 1 q^ -5 δ^-7/2 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
4) h^ 2 q^ -3 δ^-7/2 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
5) h^ 2 q^ -3 δ^-7/2 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
6) h^ 3 q^ -1 δ^-7/2 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^4 δ|^-4
7) h^-3 q^-11 δ^-5/2 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-6 δ|^-3
8) h^-2 q^ -9 δ^-5/2 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-4 δ|^-3
9) h^-1 q^ -7 δ^-5/2 ⬯~~S~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-3
10) h^-9 q^-24 δ^ -3 ⬮~~S^2~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯<—⬯<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<— r(-1/12) q^-144/13 δ|^-3
options -c3-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxKhr-c3-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 0 q^ -7 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-4
2) h^ 1 q^ -5 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
3) h^ 1 q^ -5 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
4) h^ 2 q^ -3 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
5) h^ 2 q^ -3 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
6) h^ 3 q^ -1 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^4 δ|^-4
7) h^-3 q^-11 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-6 δ|^-3
8) h^-2 q^ -9 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-4 δ|^-3
9) h^-1 q^ -7 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-3
10) h^-9 q^-24 δ^ -3 ⬮~~(-S^2)~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯<—⬯<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<— r(-1/12) q^-144/13 δ|^-3
options -c5-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxKhr-c5-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 0 q^ -7 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-4
2) h^ 1 q^ -5 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
3) h^ 1 q^ -5 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
4) h^ 2 q^ -3 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
5) h^ 2 q^ -3 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
6) h^ 3 q^ -1 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^4 δ|^-4
7) h^-3 q^-11 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-6 δ|^-3
8) h^-2 q^ -9 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-4 δ|^-3
9) h^-1 q^ -7 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-3
10) h^-9 q^-24 δ^ -3 ⬮~~(-S^2)~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯<—⬯<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<— r(-1/12) q^-144/13 δ|^-3
options -c7-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxKhr-c7-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 0 q^ -7 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-4
2) h^ 1 q^ -5 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
3) h^ 1 q^ -5 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
4) h^ 2 q^ -3 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
5) h^ 2 q^ -3 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
6) h^ 3 q^ -1 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^4 δ|^-4
7) h^-3 q^-11 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-6 δ|^-3
8) h^-2 q^ -9 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-4 δ|^-3
9) h^-1 q^ -7 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-3
10) h^-9 q^-24 δ^ -3 ⬮~~(-S^2)~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯<—⬯<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<— r(-1/12) q^-144/13 δ|^-3
options -c11-q
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxKhr-c11-q', generated by kht, version v0.1, on Sun Mar 7 16:05:13 2021 GMT
1) h^ 0 q^ -7 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-4
2) h^ 1 q^ -5 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
3) h^ 1 q^ -5 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^0 δ|^-4
4) h^ 2 q^ -3 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
5) h^ 2 q^ -3 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^2 δ|^-4
6) h^ 3 q^ -1 δ^-7/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^4 δ|^-4
7) h^-3 q^-11 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-6 δ|^-3
8) h^-2 q^ -9 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-4 δ|^-3
9) h^-1 q^ -7 δ^-5/2 ⬯~~(-S)~>⬮—>⬮~>⬮—>⬮~>⬯—>⬯<~⬮<—⬮<~⬮<—⬮<~⬯<— s2(0) q^-2 δ|^-3
10) h^-9 q^-24 δ^ -3 ⬮~~(-S^2)~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬮—>⬮~>⬯<—⬯<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<—⬮<~⬮<— r(-1/12) q^-144/13 δ|^-3
Khovanov type D structure \(\mathrm{\widetilde{CKh}}(L)\)
options -c0
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxCKh-c0', generated by kht, version v0.1, on Sun Mar 7 15:45:53 2021 GMT
1) h^0 q^ 6 δ^3 ⬮
2) h^1 q^ 8 δ^3 ⬮——H—>⬮
3) h^2 q^10 δ^3 ⬮——H—>⬮
4) h^3 q^12 δ^3 ⬮——H—>⬮
5) h^4 q^14 δ^3 ⬮——H—>⬮
6) h^4 q^14 δ^3 ⬮——H—>⬮
7) h^5 q^16 δ^3 ⬮——H—>⬮
8) h^6 q^18 δ^3 ⬮——H—>⬮
9) h^6 q^18 δ^3 ⬮——H—>⬮
10) h^8 q^22 δ^3 ⬮——H—>⬮
options -c2
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxCKh-c2', generated by kht, version v0.1, on Sun Mar 7 15:58:53 2021 GMT
1) h^0 q^ 6 δ^3 ⬮
2) h^1 q^ 8 δ^3 ⬮——H—>⬮
3) h^2 q^10 δ^3 ⬮——H—>⬮
4) h^3 q^12 δ^3 ⬮——H—>⬮
5) h^4 q^14 δ^3 ⬮——H—>⬮
6) h^4 q^14 δ^3 ⬮——H—>⬮
7) h^5 q^16 δ^3 ⬮——H—>⬮
8) h^6 q^18 δ^3 ⬮——H—>⬮
9) h^6 q^18 δ^3 ⬮——H—>⬮
10) h^8 q^22 δ^3 ⬮——H—>⬮
options -c3
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxCKh-c3', generated by kht, version v0.1, on Sun Mar 7 15:58:53 2021 GMT
1) h^0 q^ 6 δ^3 ⬮
2) h^1 q^ 8 δ^3 ⬮——H—>⬮
3) h^2 q^10 δ^3 ⬮——H—>⬮
4) h^3 q^12 δ^3 ⬮——H—>⬮
5) h^4 q^14 δ^3 ⬮——H—>⬮
6) h^4 q^14 δ^3 ⬮——H—>⬮
7) h^5 q^16 δ^3 ⬮——H—>⬮
8) h^6 q^18 δ^3 ⬮——H—>⬮
9) h^6 q^18 δ^3 ⬮——H—>⬮
10) h^8 q^22 δ^3 ⬮——H—>⬮
options -c5
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxCKh-c5', generated by kht, version v0.1, on Sun Mar 7 15:58:53 2021 GMT
1) h^0 q^ 6 δ^3 ⬮
2) h^1 q^ 8 δ^3 ⬮——H—>⬮
3) h^2 q^10 δ^3 ⬮——H—>⬮
4) h^3 q^12 δ^3 ⬮——H—>⬮
5) h^4 q^14 δ^3 ⬮——H—>⬮
6) h^4 q^14 δ^3 ⬮——H—>⬮
7) h^5 q^16 δ^3 ⬮——H—>⬮
8) h^6 q^18 δ^3 ⬮——H—>⬮
9) h^6 q^18 δ^3 ⬮——H—>⬮
10) h^8 q^22 δ^3 ⬮——H—>⬮
options -c7
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxCKh-c7', generated by kht, version v0.1, on Sun Mar 7 15:58:53 2021 GMT
1) h^0 q^ 6 δ^3 ⬮
2) h^1 q^ 8 δ^3 ⬮——H—>⬮
3) h^2 q^10 δ^3 ⬮——H—>⬮
4) h^3 q^12 δ^3 ⬮——H—>⬮
5) h^4 q^14 δ^3 ⬮——H—>⬮
6) h^4 q^14 δ^3 ⬮——H—>⬮
7) h^5 q^16 δ^3 ⬮——H—>⬮
8) h^6 q^18 δ^3 ⬮——H—>⬮
9) h^6 q^18 δ^3 ⬮——H—>⬮
10) h^8 q^22 δ^3 ⬮——H—>⬮
options -c11
(diagram)
(metadata)
% file 'examples/strong_inversions/2-bridge_knots/9_3-2/cxCKh-c11', generated by kht, version v0.1, on Sun Mar 7 15:58:53 2021 GMT
1) h^0 q^ 6 δ^3 ⬮
2) h^1 q^ 8 δ^3 ⬮——H—>⬮
3) h^2 q^10 δ^3 ⬮——H—>⬮
4) h^3 q^12 δ^3 ⬮——H—>⬮
5) h^4 q^14 δ^3 ⬮——H—>⬮
6) h^4 q^14 δ^3 ⬮——H—>⬮
7) h^5 q^16 δ^3 ⬮——H—>⬮
8) h^6 q^18 δ^3 ⬮——H—>⬮
9) h^6 q^18 δ^3 ⬮——H—>⬮
10) h^8 q^22 δ^3 ⬮——H—>⬮