toRVT[Knot[0, 1]] := RVT[{Strand [1]},{},{{1,0}}]
toRVT[Knot[3, 1]] := RVT[{Strand [1,2,3,4,5,6]},{Xm[4,1],Xm[6,3],Xm[2,5]},{{1,0},{2,0},{3,0},{4,-1},{5,0},{6,0}}]
toRVT[Knot[4, 1]] := RVT[{Strand [1,2,3,4,5,6,7,8]},{Xp[1,4],Xp[5,8],Xm[3,6],Xm[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,-1}}]
toRVT[Knot[5, 1]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10]},{Xm[6,1],Xm[8,3],Xm[10,5],Xm[2,7],Xm[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,0},{10,0}}]
toRVT[Knot[5, 2]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10]},{Xm[4,1],Xm[8,3],Xm[10,5],Xm[6,9],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1}}]
toRVT[Knot[6, 1]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12]},{Xm[4,1],Xm[10,7],Xp[8,3],Xp[2,9],Xm[12,5],Xm[6,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,-1}}]
toRVT[Knot[6, 2]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12]},{Xm[4,1],Xm[10,5],Xp[8,3],Xp[2,9],Xm[12,7],Xm[6,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,0}}]
toRVT[Knot[6, 3]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12]},{Xp[1,4],Xp[3,8],Xm[9,12],Xm[5,10],Xm[11,6],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,1},{11,1},{12,-1}}]
toRVT[Knot[7, 1]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14]},{Xm[8,1],Xm[10,3],Xm[12,5],Xm[14,7],Xm[2,9],Xm[4,11],Xm[6,13]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0}}]
toRVT[Knot[7, 2]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14]},{Xm[4,1],Xm[10,3],Xm[14,5],Xm[12,7],Xm[8,11],Xm[6,13],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,1},{14,-1}}]
toRVT[Knot[7, 3]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14]},{Xp[1,6],Xp[3,10],Xp[7,14],Xp[13,8],Xp[5,12],Xp[9,2],Xp[11,4]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,1},{14,-1}}]
toRVT[Knot[7, 4]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14]},{Xp[1,6],Xp[5,12],Xp[7,14],Xp[13,8],Xp[11,2],Xp[3,10],Xp[9,4]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1}}]
toRVT[Knot[7, 5]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14]},{Xm[4,1],Xm[10,3],Xm[12,5],Xm[14,7],Xm[6,13],Xm[8,11],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0}}]
toRVT[Knot[7, 6]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14]},{Xm[4,1],Xm[8,3],Xm[12,5],Xp[14,9],Xp[10,13],Xm[6,11],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,0}}]
toRVT[Knot[7, 7]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14]},{Xm[4,1],Xm[10,5],Xp[8,3],Xp[2,9],Xm[14,11],Xp[12,7],Xp[6,13]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1}}]
toRVT[Knot[8, 1]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[12,9],Xp[10,3],Xp[2,11],Xm[16,5],Xm[14,7],Xm[8,13],Xm[6,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,1},{16,-1}}]
toRVT[Knot[8, 2]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[14,7],Xm[16,9],Xm[6,13],Xm[8,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0}}]
toRVT[Knot[8, 3]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,6],Xp[9,14],Xm[5,10],Xm[3,12],Xm[11,4],Xm[13,2],Xp[7,16],Xp[15,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1}}]
toRVT[Knot[8, 4]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,6],Xp[9,14],Xm[3,10],Xm[13,2],Xm[5,12],Xp[7,16],Xm[11,4],Xp[15,8]},{{1,0},{2,1},{3,-1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1}}]
toRVT[Knot[8, 5]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,6],Xp[3,8],Xp[7,2],Xp[9,14],Xm[5,12],Xm[13,4],Xp[11,16],Xp[15,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0}}]
toRVT[Knot[8, 6]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[12,9],Xp[10,3],Xp[2,11],Xm[14,5],Xm[16,7],Xm[6,15],Xm[8,13]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,0}}]
toRVT[Knot[8, 7]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[10,3],Xp[16,11],Xp[12,5],Xp[14,7],Xp[6,13],Xp[8,15],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,-1}}]
toRVT[Knot[8, 8]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[8,3],Xp[14,11],Xp[12,5],Xp[6,13],Xp[16,9],Xp[10,15],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0}}]
toRVT[Knot[8, 9]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,6],Xp[7,14],Xm[3,10],Xm[13,2],Xm[5,12],Xm[11,4],Xp[9,16],Xp[15,8]},{{1,0},{2,1},{3,-1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0}}]
toRVT[Knot[8, 10]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[8,3],Xp[14,9],Xp[12,5],Xp[6,13],Xp[16,11],Xp[10,15],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,-1}}]
toRVT[Knot[8, 11]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[16,9],Xm[6,15],Xm[14,7],Xm[8,13]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0}}]
toRVT[Knot[8, 12]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,4],Xp[7,10],Xm[3,8],Xm[9,2],Xp[5,14],Xm[11,16],Xm[15,12],Xp[13,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,0}}]
toRVT[Knot[8, 13]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[10,3],Xp[16,11],Xp[12,5],Xp[6,15],Xp[14,7],Xp[8,13],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1}}]
toRVT[Knot[8, 14]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[10,5],Xp[8,3],Xp[2,9],Xm[14,7],Xm[16,11],Xm[12,15],Xm[6,13]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1}}]
toRVT[Knot[8, 15]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[8,3],Xm[12,5],Xm[16,13],Xm[14,9],Xm[10,15],Xm[6,11],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1}}]
toRVT[Knot[8, 16]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,6],Xp[5,14],Xm[11,16],Xm[7,12],Xm[3,8],Xm[9,4],Xm[15,10],Xp[13,2]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,-1}}]
toRVT[Knot[8, 17]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,6],Xp[7,14],Xm[3,8],Xm[13,2],Xm[5,12],Xm[9,4],Xp[11,16],Xp[15,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0}}]
toRVT[Knot[8, 18]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,6],Xm[3,8],Xm[11,16],Xp[13,2],Xm[15,4],Xp[5,10],Xm[7,12],Xp[9,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,0},{14,1},{15,0},{16,-1}}]
toRVT[Knot[8, 19]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,4],Xp[3,8],Xp[14,9],Xp[12,5],Xp[6,13],Xp[16,11],Xp[10,15],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,-1}}]
toRVT[Knot[8, 20]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xp[1,4],Xp[3,8],Xm[12,5],Xm[16,13],Xm[14,9],Xm[10,15],Xm[6,11],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1}}]
toRVT[Knot[8, 21]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[4,1],Xm[8,3],Xp[5,12],Xm[16,13],Xm[14,9],Xm[10,15],Xp[11,6],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1}}]
toRVT[Knot[9, 1]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[10,1],Xm[12,3],Xm[14,5],Xm[16,7],Xm[18,9],Xm[2,11],Xm[4,13],Xm[6,15],Xm[8,17]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Knot[9, 2]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,3],Xm[18,5],Xm[16,7],Xm[14,9],Xm[10,13],Xm[8,15],Xm[6,17],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,1},{16,-1},{17,1},{18,-1}}]
toRVT[Knot[9, 3]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,8],Xp[3,12],Xp[9,18],Xp[17,10],Xp[5,14],Xp[7,16],Xp[11,2],Xp[13,4],Xp[15,6]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,-1},{16,0},{17,1},{18,-1}}]
toRVT[Knot[9, 4]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[6,1],Xm[12,3],Xm[18,7],Xm[16,9],Xm[10,15],Xm[8,17],Xm[14,5],Xm[2,11],Xm[4,13]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,0},{15,1},{16,-1},{17,1},{18,-1}}]
toRVT[Knot[9, 5]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,6],Xp[5,14],Xp[7,18],Xp[9,16],Xp[15,10],Xp[17,8],Xp[13,2],Xp[3,12],Xp[11,4]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,-1}}]
toRVT[Knot[9, 6]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,3],Xm[14,5],Xm[16,7],Xm[18,9],Xm[6,15],Xm[8,17],Xm[10,13],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Knot[9, 7]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,3],Xm[16,5],Xm[18,7],Xm[6,17],Xm[14,9],Xm[10,13],Xm[8,15],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 8]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[8,3],Xm[14,5],Xp[18,9],Xp[16,11],Xp[12,15],Xp[10,17],Xm[6,13],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Knot[9, 9]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[6,1],Xm[12,3],Xm[16,7],Xm[18,9],Xm[8,17],Xm[10,15],Xm[14,5],Xm[2,11],Xm[4,13]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 10]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,8],Xp[3,12],Xp[9,18],Xp[17,10],Xp[7,16],Xp[11,2],Xp[15,4],Xp[5,14],Xp[13,6]},{{1,0},{2,1},{3,-1},{4,1},{5,1},{6,-1},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,-1},{16,0},{17,1},{18,-1}}]
toRVT[Knot[9, 11]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,9],Xp[10,3],Xp[2,11],Xp[18,13],Xp[14,5],Xp[16,7],Xp[6,15],Xp[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,-1}}]
toRVT[Knot[9, 12]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,3],Xm[16,5],Xp[18,11],Xp[12,17],Xm[14,7],Xm[8,13],Xm[6,15],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 13]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,6],Xp[5,14],Xp[7,16],Xp[9,18],Xp[17,8],Xp[15,10],Xp[13,2],Xp[3,12],Xp[11,4]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 14]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[18,13],Xp[14,9],Xp[16,7],Xp[8,15],Xp[6,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 15]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,7],Xp[8,3],Xp[2,9],Xp[16,13],Xp[14,5],Xp[6,15],Xp[18,11],Xp[12,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 16]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,4],Xp[3,12],Xp[5,16],Xp[7,18],Xp[17,6],Xp[15,10],Xp[9,14],Xp[13,8],Xp[11,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 17]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[14,7],Xm[6,13],Xm[18,15],Xp[16,9],Xp[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 18]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,3],Xm[14,5],Xm[18,9],Xm[6,17],Xm[16,7],Xm[8,15],Xm[10,13],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Knot[9, 19]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,5],Xp[8,3],Xp[2,9],Xm[16,13],Xp[14,7],Xp[6,15],Xm[18,11],Xm[12,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,1},{18,-1}}]
toRVT[Knot[9, 20]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,3],Xm[14,5],Xm[16,7],Xp[18,11],Xm[6,15],Xp[12,17],Xm[8,13],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Knot[9, 21]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,9],Xp[10,3],Xp[2,11],Xp[18,13],Xp[14,5],Xp[6,17],Xp[16,7],Xp[8,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 22]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,4],Xp[5,10],Xm[3,8],Xm[9,2],Xp[11,16],Xm[7,14],Xm[15,6],Xp[13,18],Xp[17,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 23]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,3],Xm[12,5],Xm[16,7],Xm[18,13],Xm[14,17],Xm[6,15],Xm[8,11],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1}}]
toRVT[Knot[9, 24]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[8,3],Xm[14,5],Xp[16,9],Xp[18,11],Xp[10,17],Xp[12,15],Xm[6,13],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1}}]
toRVT[Knot[9, 25]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[8,3],Xm[12,5],Xp[16,9],Xm[18,13],Xm[14,17],Xp[10,15],Xm[6,11],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,-1}}]
toRVT[Knot[9, 26]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[18,13],Xp[14,7],Xp[6,17],Xp[16,9],Xp[8,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 27]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,3],Xp[18,11],Xp[12,5],Xp[16,13],Xm[14,7],Xm[6,15],Xp[8,17],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,1},{18,-1}}]
toRVT[Knot[9, 28]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[8,3],Xp[14,11],Xp[12,5],Xp[6,13],Xm[18,15],Xm[16,9],Xm[10,17],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 29]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,6],Xm[11,16],Xp[3,10],Xm[15,2],Xm[5,14],Xp[7,18],Xp[9,4],Xm[17,12],Xm[13,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 30]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,4],Xp[5,10],Xm[3,8],Xm[9,2],Xp[7,14],Xm[15,18],Xm[11,16],Xm[17,12],Xp[13,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1}}]
toRVT[Knot[9, 31]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,3],Xp[18,11],Xp[12,5],Xp[6,17],Xm[14,7],Xm[16,13],Xm[8,15],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 32]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[18,13],Xp[8,3],Xp[2,9],Xp[14,7],Xp[10,15],Xm[12,5],Xp[16,11],Xp[6,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 33]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,4],Xp[7,12],Xm[3,8],Xm[9,2],Xm[13,18],Xm[5,14],Xm[17,6],Xp[11,16],Xp[15,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 34]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,6],Xp[7,16],Xm[3,8],Xm[15,2],Xm[9,14],Xp[5,10],Xp[13,4],Xm[11,18],Xm[17,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 35]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[8,1],Xm[14,7],Xm[16,5],Xm[18,9],Xm[6,15],Xm[10,17],Xm[2,13],Xm[12,3],Xm[4,11]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,-1}}]
toRVT[Knot[9, 36]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,7],Xp[8,3],Xp[2,9],Xp[16,11],Xp[14,5],Xp[6,15],Xp[18,13],Xp[12,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,-1}}]
toRVT[Knot[9, 37]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[12,7],Xp[10,3],Xp[2,11],Xm[14,5],Xm[6,13],Xm[18,15],Xp[16,9],Xp[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 38]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[6,1],Xm[14,5],Xm[18,7],Xm[8,15],Xm[10,3],Xm[4,9],Xm[12,17],Xm[16,11],Xm[2,13]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,-1}}]
toRVT[Knot[9, 39]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[6,1],Xp[10,3],Xm[18,7],Xp[12,17],Xp[16,9],Xp[14,5],Xp[4,15],Xp[2,11],Xp[8,13]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 40]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[6,1],Xm[12,7],Xp[14,5],Xp[2,11],Xm[10,15],Xm[16,3],Xm[4,9],Xp[8,17],Xm[18,13]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 41]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,6],Xp[7,12],Xm[5,14],Xm[3,10],Xm[11,2],Xm[15,4],Xm[17,8],Xm[9,16],Xp[13,18]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 42]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,5],Xp[8,3],Xp[2,9],Xp[11,16],Xm[7,14],Xm[15,6],Xp[13,18],Xp[17,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 43]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,4],Xp[5,10],Xm[3,8],Xm[9,2],Xp[7,14],Xp[18,15],Xp[16,11],Xp[12,17],Xp[13,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1}}]
toRVT[Knot[9, 44]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xm[10,5],Xp[8,3],Xp[2,9],Xp[7,14],Xm[15,18],Xm[11,16],Xm[17,12],Xp[13,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1}}]
toRVT[Knot[9, 45]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,4],Xp[5,10],Xm[3,8],Xm[9,2],Xm[14,7],Xm[15,18],Xm[11,16],Xm[17,12],Xm[6,13]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1}}]
toRVT[Knot[9, 46]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,4],Xm[12,7],Xm[3,10],Xm[11,2],Xm[14,5],Xm[6,13],Xm[18,15],Xp[16,9],Xp[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 47]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,6],Xp[7,16],Xm[3,8],Xm[15,2],Xm[9,14],Xp[5,10],Xp[13,4],Xp[18,11],Xp[12,17]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,-1},{17,0},{18,0}}]
toRVT[Knot[9, 48]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[4,1],Xp[7,12],Xp[10,3],Xp[2,11],Xp[5,14],Xp[13,6],Xm[18,15],Xp[16,9],Xp[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[9, 49]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xp[1,6],Xp[7,12],Xp[14,5],Xp[10,3],Xp[2,11],Xp[4,15],Xp[8,17],Xp[16,9],Xp[13,18]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Knot[10, 1]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[14,11],Xp[12,3],Xp[2,13],Xm[20,5],Xm[18,7],Xm[16,9],Xm[10,15],Xm[8,17],Xm[6,19]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 2]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[14,5],Xp[12,3],Xp[2,13],Xm[16,7],Xm[18,9],Xm[20,11],Xm[6,15],Xm[8,17],Xm[10,19]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 3]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[16,11],Xp[12,5],Xp[14,3],Xp[4,13],Xp[2,15],Xm[20,7],Xm[18,9],Xm[10,17],Xm[8,19]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 4]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[11,16],Xm[3,12],Xm[15,2],Xm[5,14],Xp[7,20],Xp[9,18],Xm[13,4],Xp[17,10],Xp[19,8]},{{1,0},{2,1},{3,-1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 5]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,3],Xp[20,13],Xp[14,5],Xp[16,7],Xp[18,9],Xp[6,15],Xp[8,17],Xp[10,19],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 6]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[14,11],Xp[12,3],Xp[2,13],Xm[16,5],Xm[18,7],Xm[20,9],Xm[6,17],Xm[8,19],Xm[10,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 7]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[14,5],Xp[12,3],Xp[2,13],Xm[20,11],Xm[6,19],Xm[18,7],Xm[16,9],Xm[10,15],Xm[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 8]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[16,7],Xp[12,5],Xp[14,3],Xp[4,13],Xp[2,15],Xm[18,9],Xm[20,11],Xm[8,17],Xm[10,19]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 9]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[7,16],Xm[3,12],Xm[15,2],Xm[5,14],Xm[13,4],Xp[9,18],Xp[11,20],Xp[17,8],Xp[19,10]},{{1,0},{2,1},{3,-1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 10]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,3],Xp[20,13],Xp[14,5],Xp[6,19],Xp[18,7],Xp[16,9],Xp[10,15],Xp[8,17],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 11]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[16,11],Xp[12,5],Xp[14,3],Xp[4,13],Xp[2,15],Xm[18,7],Xm[20,9],Xm[8,19],Xm[10,17]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 12]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xp[18,13],Xp[14,5],Xp[16,7],Xp[6,15],Xp[8,17],Xp[20,11],Xp[12,19],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 13]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,9],Xp[10,3],Xp[2,11],Xm[18,5],Xp[20,13],Xp[14,19],Xm[16,7],Xm[8,15],Xm[6,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 14]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[16,7],Xm[20,13],Xm[14,19],Xm[18,9],Xm[6,15],Xm[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 15]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,3],Xm[14,9],Xm[10,13],Xp[20,15],Xp[16,5],Xp[18,7],Xp[6,17],Xp[8,19],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 16]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[7,16],Xm[5,12],Xm[3,14],Xm[13,4],Xm[15,2],Xp[11,20],Xp[19,8],Xp[9,18],Xp[17,10]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 17]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,12],Xm[15,20],Xm[7,16],Xm[9,18],Xm[17,8],Xm[19,10],Xp[5,14],Xp[11,2],Xp[13,4]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 18]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,3],Xm[14,5],Xm[20,15],Xp[16,9],Xp[18,7],Xp[8,17],Xp[6,19],Xm[10,13],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 19]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[12,3],Xp[20,15],Xp[16,7],Xp[8,19],Xp[18,9],Xp[10,17],Xm[14,5],Xm[2,11],Xm[4,13]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 20]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[14,11],Xp[12,3],Xp[2,13],Xm[18,5],Xm[20,7],Xm[6,19],Xm[16,9],Xm[10,15],Xm[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 21]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[14,5],Xp[12,3],Xp[2,13],Xm[16,7],Xm[20,11],Xm[6,15],Xm[8,19],Xm[18,9],Xm[10,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 22]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[11,16],Xm[3,12],Xm[15,2],Xm[5,14],Xp[7,18],Xp[9,20],Xp[19,8],Xm[13,4],Xp[17,10]},{{1,0},{2,1},{3,-1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 23]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,3],Xp[20,13],Xp[14,5],Xp[16,7],Xp[6,15],Xp[8,19],Xp[18,9],Xp[10,17],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 24]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[14,11],Xp[12,3],Xp[2,13],Xm[16,5],Xm[20,9],Xm[6,19],Xm[18,7],Xm[8,17],Xm[10,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 25]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[14,5],Xp[12,3],Xp[2,13],Xm[20,11],Xm[6,19],Xm[18,9],Xm[16,7],Xm[8,17],Xm[10,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 26]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[7,16],Xm[3,12],Xm[15,2],Xm[5,14],Xm[13,4],Xp[11,20],Xp[19,8],Xp[9,18],Xp[17,10]},{{1,0},{2,1},{3,-1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 27]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,12],Xm[13,20],Xm[5,14],Xm[19,6],Xm[9,18],Xm[7,16],Xm[17,8],Xm[15,10],Xp[11,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,1},{16,1},{17,0},{18,-1},{19,0},{20,-1}}]
toRVT[Knot[10, 28]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xp[18,13],Xp[14,5],Xp[6,17],Xp[16,7],Xp[8,15],Xp[20,11],Xp[12,19],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 29]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,9],Xp[10,3],Xp[2,11],Xm[16,5],Xm[18,7],Xp[20,13],Xm[6,17],Xp[14,19],Xm[8,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 30]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[18,9],Xm[20,13],Xm[14,19],Xm[6,17],Xm[16,7],Xm[8,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 31]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,3],Xm[14,9],Xm[10,13],Xp[20,15],Xp[16,5],Xp[6,19],Xp[18,7],Xp[8,17],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 32]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,3],Xm[14,5],Xm[20,15],Xp[16,7],Xp[6,19],Xp[18,9],Xp[8,17],Xm[10,13],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 33]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[5,14],Xm[15,20],Xm[7,16],Xm[19,8],Xm[9,18],Xm[17,10],Xp[13,2],Xp[3,12],Xp[11,4]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 34]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[16,13],Xp[14,5],Xp[6,15],Xp[20,9],Xp[18,11],Xp[12,17],Xp[10,19],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 35]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,7],Xp[8,3],Xp[2,9],Xm[16,5],Xp[20,11],Xp[18,13],Xp[14,17],Xp[12,19],Xm[6,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 36]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,5],Xp[8,3],Xp[2,9],Xm[16,7],Xm[20,11],Xm[18,13],Xm[14,17],Xm[12,19],Xm[6,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 37]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[7,12],Xp[11,8],Xm[15,18],Xm[5,16],Xm[17,6],Xm[13,20],Xm[19,14],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 38]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xm[12,5],Xm[18,15],Xp[16,7],Xp[6,17],Xm[20,13],Xm[14,19],Xm[8,11],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 39]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[14,7],Xm[18,9],Xm[20,15],Xm[16,19],Xm[6,13],Xm[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 40]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xp[20,11],Xp[12,5],Xp[16,7],Xp[18,15],Xp[14,19],Xp[6,13],Xp[8,17],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,1},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 41]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[20,9],Xp[18,15],Xm[8,13],Xm[6,17],Xm[16,7],Xp[14,19]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0}}]
toRVT[Knot[10, 42]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xp[20,11],Xp[12,5],Xm[18,15],Xp[8,13],Xp[6,17],Xp[16,7],Xm[14,19],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 43]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[7,14],Xm[11,20],Xm[19,12],Xp[13,8],Xm[15,18],Xm[5,16],Xm[17,6],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 44]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[20,13],Xp[14,9],Xm[18,15],Xm[16,7],Xm[8,17],Xp[6,19]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,-1}}]
toRVT[Knot[10, 45]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[5,12],Xm[3,10],Xm[11,2],Xp[13,20],Xm[7,14],Xm[19,6],Xm[15,18],Xp[9,16],Xp[17,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 46]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,8],Xp[7,2],Xp[9,16],Xm[5,14],Xm[15,4],Xp[11,18],Xp[13,20],Xp[17,10],Xp[19,12]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 47]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[16,9],Xp[14,5],Xp[6,15],Xp[18,11],Xp[20,13],Xp[10,17],Xp[12,19],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 48]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,8],Xp[5,14],Xm[15,20],Xm[9,16],Xm[11,18],Xm[17,10],Xm[19,12],Xp[7,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 49]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xm[14,5],Xm[20,15],Xm[16,9],Xm[18,11],Xm[10,17],Xm[12,19],Xm[6,13],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 50]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,8],Xp[7,2],Xp[9,16],Xm[5,14],Xm[15,4],Xp[13,20],Xp[19,10],Xp[11,18],Xp[17,12]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 51]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[16,9],Xp[14,5],Xp[6,15],Xp[20,13],Xp[10,19],Xp[18,11],Xp[12,17],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 52]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,8],Xp[5,14],Xm[15,20],Xm[9,16],Xm[19,10],Xm[11,18],Xm[17,12],Xp[7,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 53]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xm[14,5],Xm[20,15],Xm[16,9],Xm[10,19],Xm[18,11],Xm[12,17],Xm[6,13],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 54]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xm[12,7],Xm[8,11],Xp[18,13],Xp[16,5],Xp[6,17],Xp[20,15],Xp[14,19],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 55]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xm[12,5],Xm[18,15],Xm[16,9],Xm[10,17],Xm[20,13],Xm[14,19],Xm[6,11],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 56]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[5,12],Xp[13,18],Xm[7,16],Xm[17,6],Xp[15,20],Xp[19,14],Xp[11,8],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 57]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[14,9],Xp[12,5],Xp[6,13],Xp[18,11],Xp[20,15],Xp[16,19],Xp[10,17],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 58]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,7],Xp[8,3],Xp[2,9],Xm[14,5],Xp[18,11],Xm[20,15],Xm[16,19],Xp[12,17],Xm[6,13]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 59]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[5,10],Xm[3,8],Xm[9,2],Xp[7,14],Xp[11,18],Xm[15,20],Xm[19,16],Xp[17,12],Xp[13,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 60]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[5,10],Xm[3,8],Xm[9,2],Xp[11,16],Xm[7,14],Xm[15,6],Xp[17,20],Xm[13,18],Xm[19,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 61]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,8],Xp[3,10],Xp[9,2],Xp[11,18],Xm[7,14],Xm[5,16],Xm[15,6],Xm[17,4],Xp[13,20],Xp[19,12]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 62]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xp[18,11],Xp[14,5],Xp[16,7],Xp[6,15],Xp[8,17],Xp[20,13],Xp[12,19],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 63]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xm[16,5],Xm[20,17],Xm[18,11],Xm[12,19],Xm[14,7],Xm[8,13],Xm[6,15],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 64]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,8],Xp[3,10],Xp[9,2],Xp[11,18],Xm[5,14],Xm[17,4],Xm[7,16],Xm[15,6],Xp[13,20],Xp[19,12]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 65]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xp[18,11],Xp[14,5],Xp[6,17],Xp[16,7],Xp[8,15],Xp[20,13],Xp[12,19],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 66]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xm[14,5],Xm[16,7],Xm[6,15],Xm[20,17],Xm[18,11],Xm[12,19],Xm[8,13],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 67]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,7],Xp[10,3],Xp[2,11],Xm[14,5],Xm[6,13],Xm[18,9],Xm[20,15],Xm[16,19],Xm[8,17]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 68]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,12],Xm[13,20],Xm[5,16],Xm[19,8],Xm[9,18],Xm[17,10],Xm[7,14],Xm[15,6],Xp[11,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 69]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,7],Xp[10,3],Xp[2,11],Xp[16,13],Xp[14,5],Xp[6,15],Xm[20,17],Xp[18,9],Xp[8,19]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 70]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,7],Xp[8,3],Xp[2,9],Xm[16,5],Xp[18,11],Xp[20,13],Xp[12,19],Xp[14,17],Xm[6,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 71]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[14,11],Xp[12,5],Xp[6,13],Xp[18,9],Xm[20,15],Xm[16,19],Xp[10,17],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 72]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[5,10],Xm[3,8],Xm[9,2],Xp[7,16],Xp[11,18],Xp[13,20],Xp[19,12],Xp[17,14],Xp[15,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 73]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[5,10],Xm[3,8],Xm[9,2],Xp[13,16],Xm[7,14],Xm[15,6],Xm[17,20],Xm[11,18],Xm[19,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Knot[10, 74]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[14,5],Xp[12,3],Xp[2,13],Xm[18,11],Xm[20,9],Xm[10,19],Xm[6,17],Xm[16,7],Xm[8,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 75]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,5],Xp[10,3],Xp[2,11],Xm[16,13],Xp[14,7],Xp[6,15],Xm[20,17],Xp[18,9],Xp[8,19]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 76]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[9,14],Xm[3,12],Xm[13,2],Xp[5,18],Xp[7,20],Xp[19,6],Xp[17,8],Xp[11,16],Xp[15,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 77]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[16,13],Xp[14,5],Xp[6,15],Xp[18,9],Xp[20,11],Xp[10,19],Xp[12,17],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 78]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xm[14,5],Xp[16,11],Xp[12,15],Xm[20,17],Xm[18,9],Xm[10,19],Xm[6,13],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 79]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,8],Xp[5,12],Xm[13,18],Xm[9,16],Xm[17,10],Xm[15,20],Xm[19,14],Xp[7,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 80]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xm[12,5],Xm[18,13],Xm[16,9],Xm[10,17],Xm[20,15],Xm[14,19],Xm[6,11],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 81]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xp[5,12],Xm[9,16],Xm[17,20],Xm[13,18],Xm[19,14],Xm[15,10],Xp[11,6],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Knot[10, 82]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[16,7],Xp[8,3],Xp[2,15],Xp[14,5],Xp[4,9],Xm[18,11],Xm[20,13],Xm[10,17],Xm[12,19]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 83]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[16,5],Xp[20,13],Xp[14,7],Xp[8,3],Xp[4,9],Xp[10,19],Xp[18,11],Xp[12,17],Xm[2,15]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 84]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[11,8],Xm[15,20],Xm[5,16],Xp[17,12],Xp[7,14],Xp[13,18],Xm[19,6],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 85]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[5,16],Xm[11,18],Xm[7,14],Xm[3,8],Xm[9,4],Xm[13,20],Xm[17,10],Xm[19,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 86]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[7,16],Xm[3,8],Xm[15,2],Xm[5,14],Xm[9,4],Xp[13,20],Xp[19,10],Xp[11,18],Xp[17,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 87]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[15,20],Xm[7,16],Xm[19,6],Xp[11,8],Xm[13,18],Xm[17,12],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 88]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[13,20],Xm[3,8],Xm[9,2],Xm[7,14],Xm[15,18],Xp[5,12],Xp[17,10],Xp[11,16],Xm[19,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 89]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[7,12],Xm[3,8],Xm[9,2],Xm[13,20],Xm[5,14],Xm[19,6],Xp[15,18],Xm[11,16],Xm[17,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 90]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[7,2],Xp[13,18],Xm[5,14],Xp[11,20],Xp[19,12],Xm[15,8],Xp[3,10],Xm[9,16],Xm[17,4]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 91]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[5,20],Xm[9,16],Xm[3,10],Xp[17,2],Xm[7,14],Xm[15,8],Xp[19,12],Xp[11,18],Xm[13,4]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,0}}]
toRVT[Knot[10, 92]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[15,20],Xp[11,16],Xm[7,18],Xp[17,12],Xm[19,6],Xp[13,8],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 93]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[5,16],Xp[7,20],Xm[13,18],Xm[9,14],Xm[3,10],Xm[11,4],Xm[17,12],Xp[19,8],Xp[15,2]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,1},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 94]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[7,2],Xp[11,18],Xm[5,14],Xp[13,20],Xm[15,8],Xp[3,10],Xm[9,16],Xm[17,4],Xp[19,12]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 95]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xp[16,11],Xp[8,15],Xp[6,19],Xp[14,5],Xp[18,7],Xp[20,13],Xp[12,17],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 96]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[18,5],Xp[8,3],Xp[2,9],Xp[16,11],Xm[12,7],Xm[6,15],Xp[10,17],Xp[20,13],Xp[14,19]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 97]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[5,12],Xm[3,8],Xm[9,2],Xp[11,16],Xp[17,10],Xp[7,18],Xp[13,20],Xp[19,14],Xp[15,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 98]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[10,3],Xm[18,7],Xm[8,17],Xm[2,9],Xm[16,11],Xp[14,5],Xp[4,15],Xm[20,13],Xm[12,19]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 99]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,10],Xm[11,16],Xm[7,14],Xm[15,8],Xm[13,20],Xm[19,12],Xp[5,18],Xp[9,2],Xp[17,4]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 100]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[5,18],Xm[13,20],Xm[7,14],Xm[3,10],Xm[9,16],Xm[11,4],Xm[15,8],Xm[19,12],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 101]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[15,20],Xp[11,16],Xp[19,12],Xp[7,18],Xp[13,6],Xp[17,8],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 102]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[9,16],Xm[3,10],Xm[15,2],Xm[5,14],Xp[7,18],Xm[11,4],Xp[17,8],Xp[13,20],Xp[19,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 103]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[5,18],Xm[13,20],Xm[7,16],Xm[3,10],Xm[11,4],Xm[9,14],Xm[15,8],Xm[19,12],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 104]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,16],Xm[9,18],Xm[7,14],Xm[13,20],Xm[17,8],Xm[19,10],Xp[5,12],Xp[11,4],Xp[15,2]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 105]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,12],Xp[7,20],Xm[5,16],Xm[15,6],Xm[17,10],Xm[9,18],Xp[13,8],Xp[19,14],Xp[11,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,0},{15,-1},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 106]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[7,16],Xm[3,10],Xm[15,2],Xm[5,14],Xm[11,4],Xp[9,18],Xp[13,20],Xp[17,8],Xp[19,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 107]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,3],Xm[14,7],Xp[18,9],Xp[6,19],Xp[16,5],Xp[10,17],Xm[8,13],Xp[20,15],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 108]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,16],Xm[13,20],Xm[7,14],Xm[19,8],Xm[9,18],Xm[17,10],Xp[5,12],Xp[11,4],Xp[15,2]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 109]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,10],Xm[11,18],Xm[7,16],Xm[17,8],Xm[15,20],Xm[19,12],Xp[5,14],Xp[9,2],Xp[13,4]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 110]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[20,7],Xp[10,3],Xm[16,5],Xm[8,17],Xm[14,9],Xp[2,11],Xm[4,15],Xp[18,13],Xp[12,19]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,1},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 111]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[3,10],Xp[7,14],Xp[13,8],Xp[9,2],Xp[11,18],Xm[5,16],Xm[17,4],Xp[15,20],Xp[19,12]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 112]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xm[3,8],Xm[11,18],Xm[13,20],Xp[15,2],Xm[17,4],Xm[19,12],Xp[5,10],Xm[7,14],Xp[9,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 113]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[15,20],Xm[7,12],Xp[17,8],Xm[19,6],Xp[11,16],Xm[13,18],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 114]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xm[3,8],Xm[13,18],Xm[11,20],Xm[19,12],Xp[15,2],Xm[17,4],Xp[5,10],Xm[7,14],Xp[9,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 115]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[5,14],Xm[15,20],Xm[7,16],Xm[19,8],Xm[11,18],Xp[3,10],Xp[9,4],Xm[17,12],Xp[13,2]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 116]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xm[3,16],Xm[7,14],Xm[15,8],Xp[17,10],Xp[5,18],Xm[13,20],Xm[19,12],Xp[9,2],Xm[11,4]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 117]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[16,5],Xp[20,13],Xp[14,7],Xp[8,19],Xp[10,3],Xp[4,11],Xp[18,9],Xp[12,17],Xm[2,15]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 118]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[5,18],Xm[13,20],Xm[19,12],Xm[7,14],Xm[3,8],Xp[15,2],Xp[17,10],Xp[9,16],Xm[11,4]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,1},{17,-1},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 119]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[18,7],Xp[8,3],Xp[2,17],Xp[14,5],Xp[16,9],Xp[10,15],Xp[4,11],Xm[20,13],Xm[12,19]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 120]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[18,5],Xm[20,13],Xm[16,11],Xm[10,3],Xm[12,7],Xm[4,9],Xm[8,15],Xm[14,19],Xm[2,17]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 121]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[20,7],Xp[18,9],Xp[10,3],Xp[4,17],Xm[12,5],Xm[16,11],Xm[14,19],Xm[8,13],Xm[2,15]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,1},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 122]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xp[14,7],Xm[2,15],Xm[12,5],Xp[18,9],Xp[10,3],Xp[4,17],Xp[8,19],Xm[16,11],Xp[20,13]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 123]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,8],Xm[3,10],Xp[5,12],Xp[17,4],Xm[11,18],Xm[15,2],Xp[9,16],Xp[13,20],Xm[7,14],Xm[19,6]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,-1}}]
toRVT[Knot[10, 124]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xp[16,9],Xp[14,5],Xp[6,15],Xp[18,11],Xp[20,13],Xp[10,17],Xp[12,19],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 125]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xm[14,5],Xp[15,20],Xp[9,16],Xp[11,18],Xp[17,10],Xp[19,12],Xm[6,13],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 126]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xm[14,5],Xm[20,15],Xm[16,9],Xm[18,11],Xm[10,17],Xm[12,19],Xm[6,13],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 127]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[5,14],Xm[20,15],Xm[16,9],Xm[18,11],Xm[10,17],Xm[12,19],Xp[13,6],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 128]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xp[16,9],Xp[14,5],Xp[6,15],Xp[20,13],Xp[10,19],Xp[18,11],Xp[12,17],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 129]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xm[14,5],Xp[15,20],Xp[9,16],Xp[19,10],Xp[11,18],Xp[17,12],Xm[6,13],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 130]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xm[14,5],Xm[20,15],Xm[16,9],Xm[10,19],Xm[18,11],Xm[12,17],Xm[6,13],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 131]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[5,14],Xm[20,15],Xm[16,9],Xm[10,19],Xm[18,11],Xm[12,17],Xp[13,6],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 132]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xm[12,5],Xm[18,15],Xm[16,9],Xm[10,17],Xm[20,13],Xm[14,19],Xm[6,11],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 133]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xm[9,14],Xp[12,5],Xp[6,13],Xm[11,18],Xm[15,20],Xm[19,16],Xm[17,10],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 134]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xp[14,9],Xp[12,5],Xp[6,13],Xp[18,11],Xp[20,15],Xp[16,19],Xp[10,17],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 135]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[14,9],Xm[5,12],Xm[13,6],Xp[18,11],Xp[20,15],Xp[16,19],Xp[10,17],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 136]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,5],Xp[8,3],Xp[2,9],Xp[7,14],Xp[11,18],Xm[15,20],Xm[19,16],Xp[17,12],Xp[13,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 137]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,5],Xp[8,3],Xp[2,9],Xp[11,16],Xm[7,14],Xm[15,6],Xp[17,20],Xm[13,18],Xm[19,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 138]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[5,10],Xm[3,8],Xm[9,2],Xp[11,16],Xp[14,7],Xp[6,15],Xp[17,20],Xm[13,18],Xm[19,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 139]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[18,11],Xp[14,5],Xp[16,7],Xp[6,15],Xp[8,17],Xp[20,13],Xp[12,19],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 140]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xp[18,11],Xm[5,14],Xm[17,6],Xm[7,16],Xm[15,8],Xp[20,13],Xp[12,19],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 141]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xp[5,14],Xp[7,16],Xp[15,6],Xm[20,17],Xm[18,11],Xm[12,19],Xp[13,8],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 142]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xp[18,11],Xp[14,5],Xp[6,17],Xp[16,7],Xp[8,15],Xp[20,13],Xp[12,19],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 143]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xm[14,5],Xm[16,7],Xm[6,15],Xm[20,17],Xm[18,11],Xm[12,19],Xm[8,13],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 144]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[10,3],Xm[11,18],Xp[14,5],Xp[6,17],Xp[16,7],Xp[8,15],Xm[13,20],Xm[19,12],Xm[2,9]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 145]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xm[12,5],Xm[3,8],Xm[9,2],Xm[16,11],Xm[10,17],Xm[18,7],Xm[20,13],Xm[14,19],Xm[6,15]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 146]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xm[18,5],Xm[3,8],Xm[9,2],Xp[16,11],Xm[12,7],Xm[6,15],Xp[10,17],Xp[20,13],Xp[14,19]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 147]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,10],Xm[14,5],Xm[20,15],Xm[7,12],Xp[17,8],Xp[6,19],Xp[11,16],Xm[13,18],Xp[9,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 148]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xm[12,5],Xm[18,13],Xm[16,9],Xm[10,17],Xm[20,15],Xm[14,19],Xm[6,11],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 149]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[5,12],Xm[18,13],Xm[16,9],Xm[10,17],Xm[20,15],Xm[14,19],Xp[11,6],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 150]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xm[12,5],Xp[16,9],Xp[20,17],Xp[18,13],Xp[14,19],Xp[10,15],Xm[6,11],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Knot[10, 151]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[8,3],Xp[5,12],Xp[16,9],Xp[20,17],Xp[18,13],Xp[14,19],Xp[10,15],Xp[11,6],Xm[2,7]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Knot[10, 152]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[8,3],Xm[12,5],Xm[13,18],Xm[9,16],Xm[17,10],Xm[15,20],Xm[19,14],Xm[2,7],Xm[4,11]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 153]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xp[5,12],Xm[18,13],Xm[16,9],Xm[10,17],Xm[20,15],Xm[14,19],Xp[11,6],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 154]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,8],Xp[5,12],Xp[16,9],Xp[20,17],Xp[18,13],Xp[14,19],Xp[10,15],Xp[11,6],Xp[7,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Knot[10, 155]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[16,7],Xp[10,3],Xp[2,15],Xp[14,5],Xp[4,11],Xm[18,9],Xp[13,20],Xm[8,17],Xp[19,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Knot[10, 156]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,12],Xm[14,7],Xm[9,18],Xm[19,6],Xm[5,16],Xm[17,10],Xm[8,13],Xm[15,20],Xp[11,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 157]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xp[3,10],Xm[11,16],Xp[14,7],Xp[8,15],Xp[20,13],Xp[12,19],Xp[5,18],Xp[9,2],Xp[17,4]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,1},{20,-1}}]
toRVT[Knot[10, 158]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xm[10,3],Xp[7,14],Xp[13,8],Xm[2,9],Xm[18,11],Xp[16,5],Xp[4,17],Xp[15,20],Xm[12,19]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,-1}}]
toRVT[Knot[10, 159]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xp[8,3],Xm[11,18],Xm[13,20],Xm[2,15],Xp[4,17],Xm[19,12],Xm[10,5],Xp[14,7],Xm[16,9]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Knot[10, 160]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,4],Xp[3,12],Xm[14,7],Xp[18,9],Xp[6,19],Xp[16,5],Xp[10,17],Xm[8,13],Xp[20,15],Xp[11,2]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 161]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[4,1],Xm[12,3],Xm[14,7],Xm[9,18],Xm[19,6],Xm[5,16],Xm[17,10],Xm[8,13],Xm[15,20],Xm[2,11]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 162]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xp[9,16],Xm[3,10],Xm[15,2],Xm[5,14],Xp[7,18],Xm[11,4],Xp[17,8],Xm[20,13],Xm[12,19]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 163]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xm[3,8],Xp[18,13],Xp[20,11],Xp[12,19],Xp[15,2],Xm[17,4],Xp[5,10],Xm[7,14],Xp[9,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[10, 164]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xp[1,6],Xm[7,14],Xm[2,15],Xm[12,5],Xp[18,9],Xp[10,3],Xp[4,17],Xp[8,19],Xm[16,11],Xm[13,20]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Knot[10, 165]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[6,1],Xm[18,7],Xp[8,3],Xp[2,17],Xp[14,5],Xp[16,9],Xp[10,15],Xp[4,11],Xp[13,20],Xp[19,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Knot[11, Alternating, 1]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[7,14],Xm[9,2],Xp[11,16],Xp[13,20],Xm[15,6],Xp[17,22],Xp[19,12],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 2]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,14],Xm[9,2],Xp[11,18],Xp[13,6],Xp[15,20],Xp[17,12],Xp[19,22],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 3]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,14],Xm[9,2],Xm[11,18],Xp[13,6],Xm[15,20],Xm[17,22],Xm[19,12],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 4]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,14],Xm[9,2],Xm[11,18],Xp[13,6],Xm[15,22],Xm[17,20],Xm[19,12],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 5]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[7,14],Xm[9,2],Xp[11,20],Xp[13,16],Xm[15,6],Xm[17,22],Xp[19,12],Xm[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 6]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,16],Xm[9,2],Xp[11,18],Xm[13,20],Xp[15,6],Xp[17,14],Xp[19,22],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 7]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,16],Xm[9,2],Xm[11,18],Xm[13,20],Xp[15,6],Xm[17,22],Xm[19,12],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 8]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,16],Xm[9,2],Xm[11,18],Xm[13,20],Xp[15,6],Xm[17,22],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 9]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[7,16],Xm[9,2],Xp[11,18],Xp[13,20],Xp[15,22],Xm[17,6],Xp[19,12],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 10]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[7,16],Xm[9,2],Xp[11,18],Xp[13,20],Xp[15,22],Xm[17,6],Xp[19,14],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 11]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,16],Xm[9,2],Xm[11,20],Xp[13,18],Xp[15,6],Xp[17,14],Xm[19,22],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 12]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[7,16],Xm[9,2],Xp[11,20],Xp[13,22],Xp[15,18],Xm[17,6],Xp[19,14],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 13]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[7,16],Xm[9,2],Xp[11,22],Xp[13,20],Xp[15,18],Xm[17,6],Xp[19,14],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 14]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xm[9,14],Xm[11,18],Xm[13,6],Xp[15,20],Xm[17,10],Xp[19,22],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 15]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xm[9,14],Xp[11,18],Xm[13,6],Xm[15,20],Xm[17,22],Xp[19,10],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 16]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xm[9,14],Xp[11,18],Xm[13,6],Xm[15,22],Xm[17,20],Xp[19,10],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 17]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,12],Xp[7,2],Xm[9,16],Xp[11,6],Xp[13,20],Xm[15,10],Xm[17,22],Xp[19,14],Xm[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 18]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,12],Xp[7,2],Xp[9,16],Xp[11,6],Xm[13,20],Xp[15,18],Xp[17,10],Xm[19,22],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 19]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xm[9,16],Xp[11,18],Xm[13,6],Xp[15,20],Xm[17,22],Xp[19,14],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 20]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,12],Xp[7,2],Xm[9,18],Xp[11,6],Xp[13,20],Xp[15,22],Xm[17,10],Xp[19,16],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 21]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,12],Xp[7,2],Xm[9,18],Xp[11,6],Xp[13,22],Xp[15,20],Xm[17,10],Xp[19,16],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 22]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xp[9,18],Xm[11,14],Xm[13,6],Xp[15,20],Xp[17,22],Xp[19,10],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 23]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xp[9,18],Xm[11,14],Xm[13,6],Xp[15,22],Xp[17,20],Xp[19,10],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 24]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xp[9,18],Xm[11,16],Xm[13,6],Xm[15,20],Xp[17,22],Xm[19,14],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 25]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xp[9,18],Xm[11,20],Xm[13,6],Xp[15,10],Xp[17,22],Xm[19,14],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 26]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xm[9,20],Xp[11,18],Xm[13,6],Xp[15,10],Xm[17,22],Xp[19,14],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 27]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,12],Xm[7,14],Xm[9,2],Xm[11,18],Xp[13,22],Xm[15,20],Xm[17,10],Xm[19,16],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 28]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,12],Xm[7,16],Xm[9,2],Xm[11,18],Xp[13,20],Xp[15,22],Xm[17,10],Xm[19,6],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 29]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,12],Xm[7,16],Xm[9,2],Xm[11,18],Xp[13,22],Xp[15,20],Xm[17,10],Xm[19,6],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 30]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,12],Xp[7,18],Xm[9,2],Xp[11,16],Xm[13,20],Xp[15,6],Xp[17,10],Xm[19,22],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 31]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xp[9,16],Xm[11,18],Xp[13,6],Xp[15,22],Xp[17,20],Xm[19,10],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 32]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xp[9,16],Xm[11,18],Xp[13,6],Xp[15,22],Xm[17,20],Xm[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 33]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xm[9,16],Xm[11,18],Xp[13,20],Xm[15,6],Xm[17,10],Xm[19,22],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 34]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xm[9,16],Xp[11,18],Xp[13,20],Xm[15,6],Xm[17,22],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 35]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xm[9,16],Xp[11,18],Xm[13,22],Xm[15,6],Xp[17,20],Xp[19,12],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 36]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xm[9,16],Xm[11,20],Xp[13,6],Xm[15,12],Xm[17,22],Xm[19,10],Xm[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 37]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xm[9,16],Xp[11,20],Xp[13,18],Xm[15,6],Xm[17,22],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 38]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xm[9,18],Xm[11,16],Xp[13,20],Xm[15,6],Xm[17,10],Xm[19,22],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 39]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xm[9,18],Xm[11,20],Xp[13,6],Xp[15,22],Xm[17,12],Xm[19,10],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 40]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xp[9,18],Xp[11,20],Xm[13,16],Xm[15,6],Xp[17,22],Xp[19,10],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 41]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xp[9,18],Xp[11,20],Xm[13,16],Xm[15,6],Xp[17,22],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,1},{12,-1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 42]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xm[9,20],Xm[11,16],Xp[13,6],Xm[15,12],Xp[17,22],Xm[19,10],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 43]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xp[9,20],Xp[11,16],Xp[13,6],Xp[15,18],Xp[17,12],Xp[19,22],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 44]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xp[9,20],Xm[11,16],Xm[13,18],Xm[15,6],Xm[17,12],Xp[19,22],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 45]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xm[9,20],Xm[11,18],Xp[13,6],Xp[15,22],Xm[17,12],Xm[19,10],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 46]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xp[9,20],Xm[11,18],Xm[13,16],Xm[15,6],Xm[17,12],Xp[19,22],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 47]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xm[9,20],Xm[11,22],Xp[13,18],Xm[15,6],Xp[17,12],Xp[19,16],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 48]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,14],Xp[7,10],Xm[9,2],Xm[11,16],Xm[13,20],Xm[15,6],Xm[17,22],Xm[19,12],Xm[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 49]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,14],Xp[7,10],Xm[9,2],Xp[11,18],Xp[13,6],Xp[15,20],Xp[17,22],Xp[19,12],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 50]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,14],Xp[7,10],Xm[9,2],Xp[11,18],Xp[13,6],Xp[15,22],Xp[17,20],Xp[19,12],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 51]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,14],Xp[7,10],Xm[9,2],Xm[11,20],Xm[13,16],Xm[15,6],Xp[17,22],Xm[19,12],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 52]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,14],Xp[7,12],Xm[9,2],Xp[11,18],Xm[13,22],Xp[15,20],Xp[17,10],Xp[19,16],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 53]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,14],Xm[7,16],Xm[9,2],Xm[11,18],Xm[13,20],Xp[15,22],Xm[17,10],Xm[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 54]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,14],Xm[7,16],Xm[9,2],Xm[11,18],Xm[13,20],Xp[15,22],Xm[17,12],Xm[19,10],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 55]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,16],Xp[7,2],Xm[9,18],Xm[11,20],Xm[13,22],Xp[15,6],Xm[17,14],Xm[19,10],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 56]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,16],Xp[7,2],Xm[9,18],Xm[11,20],Xm[13,22],Xp[15,6],Xm[17,14],Xm[19,12],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 57]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,16],Xp[7,2],Xm[9,20],Xm[11,22],Xm[13,18],Xp[15,6],Xm[17,12],Xm[19,14],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 58]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,16],Xp[7,2],Xm[9,20],Xm[11,22],Xm[13,18],Xp[15,6],Xm[17,14],Xm[19,12],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 59]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,16],Xp[7,2],Xm[9,22],Xm[11,20],Xm[13,18],Xp[15,6],Xm[17,14],Xm[19,12],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 60]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,16],Xp[7,10],Xm[9,2],Xp[11,18],Xp[13,20],Xp[15,6],Xp[17,22],Xp[19,12],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 61]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,16],Xp[7,10],Xm[9,2],Xp[11,18],Xp[13,20],Xp[15,6],Xp[17,22],Xp[19,14],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,1},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 62]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,16],Xp[7,10],Xm[9,2],Xm[11,18],Xm[13,20],Xm[15,22],Xm[17,6],Xm[19,12],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 63]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,16],Xp[7,10],Xm[9,2],Xm[11,18],Xm[13,20],Xm[15,22],Xm[17,6],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 64]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,16],Xp[7,10],Xm[9,2],Xm[11,20],Xm[13,22],Xm[15,18],Xm[17,6],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 65]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,16],Xp[7,10],Xm[9,2],Xm[11,22],Xm[13,20],Xm[15,18],Xm[17,6],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 66]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,16],Xp[7,12],Xm[9,2],Xp[11,18],Xm[13,20],Xm[15,22],Xp[17,10],Xm[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 67]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,16],Xp[7,12],Xm[9,2],Xp[11,18],Xm[13,22],Xm[15,20],Xp[17,10],Xm[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 68]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,16],Xp[7,14],Xm[9,2],Xp[11,18],Xp[13,20],Xm[15,22],Xp[17,10],Xp[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 69]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[5,16],Xp[7,14],Xm[9,2],Xp[11,18],Xp[13,20],Xm[15,22],Xp[17,12],Xp[19,10],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 70]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,18],Xp[7,12],Xm[9,2],Xm[11,16],Xp[13,20],Xp[15,6],Xm[17,10],Xp[19,22],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,0},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 71]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,12],Xp[7,14],Xp[9,2],Xm[11,22],Xm[13,18],Xp[15,20],Xp[17,6],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 72]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,12],Xp[7,14],Xp[9,2],Xm[11,22],Xp[13,18],Xm[15,20],Xp[17,8],Xm[19,6],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 73]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,14],Xp[9,16],Xm[11,2],Xm[13,18],Xp[15,20],Xm[17,22],Xp[19,6],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 74]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[7,14],Xm[9,18],Xm[11,2],Xp[13,6],Xp[15,20],Xp[17,22],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 75]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[7,14],Xm[9,18],Xm[11,2],Xp[13,6],Xp[15,22],Xp[17,20],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 76]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,14],Xm[9,18],Xm[11,2],Xp[13,20],Xm[15,8],Xp[17,22],Xm[19,6],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 77]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,14],Xm[9,18],Xm[11,2],Xp[13,22],Xm[15,20],Xm[17,8],Xm[19,16],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 78]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,14],Xp[9,20],Xm[11,2],Xp[13,16],Xm[15,6],Xp[17,22],Xp[19,8],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 79]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,14],Xp[9,20],Xm[11,2],Xm[13,18],Xm[15,8],Xm[17,22],Xp[19,6],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 80]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,14],Xp[9,22],Xm[11,2],Xp[13,18],Xm[15,20],Xm[17,6],Xp[19,8],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,-1},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Knot[11, Alternating, 81]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,14],Xp[9,22],Xm[11,2],Xm[13,18],Xp[15,20],Xm[17,8],Xp[19,6],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,-1},{18,1},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Knot[11, Alternating, 82]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,12],Xp[7,16],Xp[9,2],Xm[11,22],Xm[13,18],Xm[15,20],Xp[17,6],Xm[19,14],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 83]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,12],Xp[7,16],Xp[9,2],Xm[11,22],Xp[13,18],Xp[15,20],Xp[17,8],Xp[19,14],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 84]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,12],Xp[7,16],Xp[9,2],Xm[11,22],Xm[13,20],Xm[15,18],Xp[17,6],Xm[19,14],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 85]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,12],Xp[7,16],Xp[9,2],Xm[11,22],Xp[13,20],Xp[15,18],Xp[17,8],Xp[19,14],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 86]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[7,16],Xp[9,18],Xm[11,2],Xm[13,20],Xp[15,6],Xp[17,8],Xm[19,22],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 87]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[7,16],Xp[9,18],Xm[11,2],Xm[13,20],Xp[15,8],Xp[17,6],Xm[19,22],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 88]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,16],Xm[9,18],Xm[11,2],Xp[13,20],Xp[15,22],Xm[17,8],Xm[19,6],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 89]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[7,16],Xm[9,18],Xm[11,2],Xp[13,22],Xp[15,6],Xp[17,20],Xm[19,8],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 90]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,16],Xm[9,18],Xm[11,2],Xp[13,22],Xp[15,20],Xm[17,8],Xm[19,6],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 91]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,16],Xp[9,20],Xm[11,2],Xp[13,22],Xm[15,18],Xm[17,8],Xp[19,6],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,1},{8,-1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 92]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,16],Xp[9,22],Xm[11,2],Xm[13,18],Xm[15,20],Xm[17,8],Xm[19,14],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 93]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,16],Xp[9,22],Xm[11,2],Xm[13,20],Xm[15,18],Xm[17,8],Xm[19,14],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 94]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,12],Xp[7,18],Xp[9,2],Xp[11,8],Xp[13,20],Xp[15,22],Xp[17,6],Xp[19,16],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 95]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,12],Xp[7,18],Xp[9,2],Xp[11,8],Xp[13,22],Xp[15,20],Xp[17,6],Xp[19,16],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 96]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,18],Xm[9,14],Xm[11,2],Xp[13,22],Xm[15,8],Xp[17,20],Xm[19,6],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 97]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,18],Xm[9,16],Xm[11,2],Xp[13,20],Xp[15,22],Xm[17,8],Xm[19,6],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 98]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,18],Xm[9,16],Xm[11,2],Xp[13,22],Xp[15,20],Xm[17,8],Xm[19,6],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 99]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[7,20],Xp[9,16],Xm[11,2],Xm[13,18],Xp[15,8],Xm[17,22],Xp[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 100]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[7,20],Xp[9,16],Xm[11,2],Xp[13,22],Xp[15,8],Xp[17,14],Xp[19,6],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 101]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xm[7,12],Xp[9,2],Xm[11,20],Xp[13,18],Xp[15,22],Xp[17,6],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 102]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xp[7,12],Xm[9,18],Xm[11,2],Xp[13,6],Xp[15,20],Xp[17,22],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 103]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xp[7,12],Xm[9,18],Xm[11,2],Xp[13,6],Xp[15,22],Xp[17,20],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 104]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,14],Xp[7,12],Xp[9,20],Xm[11,2],Xm[13,16],Xm[15,6],Xp[17,22],Xp[19,8],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 105]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[7,16],Xp[9,2],Xm[11,20],Xp[13,8],Xp[15,6],Xp[17,22],Xm[19,12],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 106]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xm[7,16],Xp[9,2],Xp[11,20],Xm[13,18],Xm[15,6],Xm[17,8],Xp[19,22],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 107]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xm[7,16],Xp[9,2],Xp[11,20],Xm[13,18],Xm[15,8],Xm[17,6],Xp[19,22],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 108]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xp[7,16],Xp[9,2],Xm[11,20],Xm[13,22],Xm[15,18],Xp[17,6],Xm[19,8],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 109]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xp[7,16],Xp[9,2],Xm[11,20],Xm[13,22],Xp[15,18],Xp[17,8],Xm[19,6],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 110]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xp[7,16],Xp[9,2],Xm[11,22],Xm[13,20],Xm[15,18],Xp[17,6],Xm[19,8],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 111]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xp[7,16],Xp[9,2],Xm[11,22],Xm[13,20],Xp[15,18],Xp[17,8],Xm[19,6],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 112]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xp[7,16],Xm[9,18],Xm[11,2],Xm[13,20],Xp[15,6],Xp[17,22],Xm[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 113]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xm[7,16],Xm[9,18],Xm[11,2],Xm[13,20],Xp[15,22],Xm[17,8],Xm[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 114]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xm[7,18],Xp[9,2],Xp[11,16],Xp[13,6],Xp[15,22],Xm[17,20],Xm[19,8],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 115]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xm[7,18],Xp[9,2],Xm[11,20],Xp[13,6],Xp[15,22],Xm[17,12],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 116]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[7,18],Xp[9,2],Xm[11,20],Xp[13,8],Xp[15,22],Xp[17,6],Xm[19,12],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 117]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[7,18],Xp[9,2],Xm[11,22],Xp[13,8],Xp[15,20],Xp[17,6],Xp[19,16],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 118]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xm[7,18],Xp[9,12],Xm[11,2],Xp[13,8],Xp[15,20],Xp[17,22],Xm[19,6],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 119]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xm[7,18],Xp[9,12],Xm[11,2],Xp[13,8],Xp[15,22],Xp[17,20],Xm[19,6],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 120]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,14],Xm[7,18],Xp[9,12],Xm[11,2],Xm[13,22],Xm[15,6],Xm[17,20],Xm[19,8],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 121]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,14],Xm[7,18],Xp[9,12],Xm[11,2],Xm[13,22],Xm[15,8],Xp[17,20],Xm[19,6],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 122]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xm[7,18],Xm[9,16],Xm[11,2],Xm[13,20],Xp[15,22],Xm[17,8],Xm[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 123]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[7,20],Xp[9,2],Xp[11,8],Xp[13,18],Xp[15,22],Xp[17,6],Xp[19,12],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 124]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[7,20],Xp[9,2],Xp[11,16],Xp[13,8],Xp[15,22],Xp[17,12],Xp[19,6],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 125]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xp[7,20],Xp[9,2],Xm[11,16],Xp[13,18],Xm[15,8],Xm[17,22],Xp[19,6],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 126]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xp[7,20],Xp[9,2],Xm[11,16],Xm[13,22],Xm[15,8],Xm[17,12],Xp[19,6],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 127]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xp[7,20],Xp[9,2],Xm[11,22],Xp[13,18],Xm[15,8],Xp[17,12],Xp[19,6],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,0},{17,-1},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 128]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,14],Xp[7,20],Xp[9,16],Xm[11,2],Xm[13,6],Xp[15,12],Xm[17,22],Xp[19,8],Xm[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 129]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xm[7,20],Xm[9,16],Xm[11,2],Xm[13,18],Xp[15,22],Xm[17,12],Xm[19,6],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 130]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xm[7,20],Xm[9,16],Xm[11,2],Xm[13,18],Xp[15,22],Xm[17,12],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 131]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xp[7,22],Xm[9,18],Xm[11,2],Xm[13,20],Xp[15,6],Xm[17,8],Xm[19,12],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 132]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,16],Xp[7,12],Xm[9,18],Xm[11,2],Xp[13,20],Xp[15,6],Xp[17,22],Xm[19,8],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 133]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,16],Xp[7,14],Xp[9,2],Xm[11,20],Xp[13,8],Xp[15,6],Xp[17,22],Xm[19,12],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 134]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,16],Xp[7,14],Xp[9,2],Xp[11,20],Xp[13,8],Xm[15,18],Xm[17,6],Xp[19,22],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 135]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,16],Xm[7,14],Xp[9,12],Xm[11,2],Xp[13,18],Xm[15,20],Xp[17,22],Xp[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 136]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,16],Xm[7,14],Xm[9,18],Xm[11,2],Xm[13,8],Xm[15,20],Xp[17,22],Xm[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 137]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,16],Xp[7,14],Xm[9,18],Xm[11,2],Xm[13,20],Xp[15,6],Xp[17,22],Xm[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 138]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,16],Xp[7,14],Xp[9,18],Xm[11,2],Xp[13,20],Xm[15,22],Xp[17,12],Xp[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 139]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,16],Xp[7,18],Xp[9,2],Xm[11,20],Xm[13,22],Xp[15,8],Xp[17,6],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 140]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,16],Xp[7,18],Xp[9,2],Xm[11,22],Xm[13,20],Xp[15,8],Xp[17,6],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 141]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,16],Xm[7,18],Xp[9,12],Xm[11,2],Xp[13,8],Xm[15,20],Xp[17,22],Xm[19,14],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 142]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,16],Xm[7,18],Xp[9,12],Xm[11,2],Xm[13,20],Xm[15,22],Xm[17,6],Xm[19,8],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 143]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,16],Xm[7,18],Xp[9,12],Xm[11,2],Xm[13,20],Xm[15,22],Xm[17,8],Xm[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 144]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,16],Xm[7,18],Xp[9,12],Xm[11,2],Xm[13,22],Xm[15,20],Xm[17,6],Xm[19,8],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 145]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,16],Xm[7,18],Xp[9,12],Xm[11,2],Xm[13,22],Xm[15,20],Xm[17,8],Xm[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 146]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,16],Xm[7,18],Xp[9,14],Xm[11,2],Xp[13,20],Xm[15,22],Xm[17,6],Xp[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 147]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,16],Xp[7,20],Xp[9,2],Xm[11,22],Xm[13,18],Xp[15,8],Xm[17,12],Xp[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 148]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,16],Xp[7,20],Xp[9,12],Xm[11,2],Xp[13,18],Xp[15,6],Xp[17,22],Xp[19,8],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 149]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,16],Xm[7,20],Xp[9,12],Xm[11,2],Xp[13,18],Xp[15,8],Xp[17,22],Xp[19,14],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 150]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,16],Xm[7,20],Xp[9,12],Xm[11,2],Xm[13,18],Xm[15,22],Xm[17,8],Xm[19,14],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 151]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,16],Xm[7,20],Xp[9,14],Xm[11,2],Xp[13,18],Xm[15,22],Xp[17,12],Xm[19,6],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 152]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,16],Xm[7,20],Xp[9,14],Xm[11,2],Xp[13,18],Xm[15,22],Xp[17,12],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 153]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,18],Xp[7,12],Xp[9,2],Xp[11,8],Xm[13,20],Xm[15,22],Xp[17,6],Xm[19,16],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 154]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,18],Xp[7,12],Xp[9,2],Xp[11,8],Xm[13,22],Xm[15,20],Xp[17,6],Xm[19,16],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 155]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,18],Xm[7,12],Xp[9,2],Xm[11,16],Xm[13,20],Xm[15,8],Xm[17,22],Xm[19,14],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 156]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xp[7,12],Xp[9,14],Xm[11,2],Xp[13,8],Xm[15,20],Xm[17,22],Xm[19,6],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 157]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xp[7,12],Xp[9,16],Xm[11,2],Xm[13,20],Xp[15,8],Xm[17,22],Xm[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 158]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,18],Xm[7,14],Xp[9,2],Xm[11,16],Xp[13,20],Xm[15,8],Xm[17,22],Xm[19,6],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 159]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,18],Xp[7,14],Xp[9,2],Xm[11,22],Xp[13,8],Xm[15,20],Xp[17,6],Xm[19,16],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 160]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,18],Xm[7,14],Xp[9,2],Xm[11,22],Xp[13,20],Xm[15,8],Xp[17,12],Xm[19,6],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 161]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xp[7,14],Xp[9,12],Xm[11,2],Xp[13,8],Xm[15,20],Xm[17,22],Xm[19,6],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 162]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xm[7,14],Xp[9,16],Xm[11,2],Xm[13,6],Xp[15,20],Xm[17,22],Xp[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 163]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xp[7,14],Xp[9,16],Xm[11,2],Xp[13,20],Xp[15,8],Xm[17,22],Xp[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 164]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,18],Xp[7,14],Xm[9,16],Xm[11,2],Xm[13,20],Xp[15,22],Xm[17,12],Xp[19,6],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 165]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,18],Xp[7,16],Xp[9,2],Xm[11,20],Xm[13,22],Xp[15,8],Xp[17,6],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 166]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,18],Xp[7,16],Xp[9,2],Xm[11,22],Xm[13,20],Xp[15,8],Xp[17,6],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 167]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xp[7,16],Xp[9,12],Xm[11,2],Xp[13,8],Xp[15,20],Xm[17,22],Xp[19,14],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 168]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xp[7,16],Xp[9,14],Xm[11,2],Xp[13,20],Xp[15,8],Xm[17,22],Xp[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 169]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xm[7,16],Xp[9,14],Xm[11,2],Xp[13,20],Xm[15,22],Xm[17,6],Xp[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 170]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,18],Xp[7,20],Xp[9,2],Xm[11,16],Xp[13,6],Xm[15,8],Xm[17,22],Xm[19,14],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 171]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,18],Xp[7,20],Xp[9,2],Xm[11,22],Xp[13,6],Xm[15,8],Xp[17,12],Xm[19,14],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 172]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xp[7,22],Xp[9,14],Xm[11,2],Xp[13,20],Xp[15,8],Xm[17,6],Xp[19,12],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 173]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,20],Xp[7,14],Xp[9,2],Xp[11,8],Xm[13,18],Xm[15,22],Xp[17,6],Xm[19,12],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 174]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,14],Xm[7,16],Xp[9,18],Xp[11,2],Xm[13,22],Xm[15,6],Xm[17,20],Xp[19,8],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 175]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,14],Xm[7,16],Xp[9,18],Xp[11,2],Xm[13,22],Xm[15,6],Xp[17,20],Xp[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 176]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,14],Xp[7,16],Xp[9,18],Xp[11,2],Xm[13,22],Xm[15,20],Xp[17,8],Xp[19,6],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 177]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,14],Xp[7,16],Xp[9,18],Xp[11,2],Xm[13,22],Xp[15,20],Xp[17,8],Xp[19,10],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 178]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,14],Xp[7,16],Xp[9,18],Xp[11,2],Xm[13,22],Xp[15,20],Xp[17,10],Xp[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 179]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xp[7,16],Xp[9,18],Xm[11,20],Xm[13,2],Xp[15,6],Xp[17,8],Xp[19,22],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 180]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xp[7,16],Xm[9,18],Xm[11,20],Xm[13,2],Xp[15,6],Xp[17,22],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 181]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xp[7,16],Xp[9,18],Xm[11,20],Xm[13,2],Xp[15,8],Xp[17,6],Xp[19,22],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 182]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xm[7,16],Xm[9,18],Xm[11,20],Xm[13,2],Xp[15,22],Xm[17,8],Xm[19,10],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 183]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xm[7,16],Xm[9,18],Xm[11,20],Xm[13,2],Xp[15,22],Xm[17,10],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 184]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xm[7,16],Xm[9,18],Xp[11,22],Xm[13,2],Xm[15,20],Xm[17,8],Xm[19,10],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 185]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xm[7,16],Xm[9,18],Xp[11,22],Xm[13,2],Xm[15,20],Xm[17,10],Xm[19,8],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 186]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,14],Xp[7,16],Xp[9,20],Xp[11,2],Xp[13,10],Xp[15,6],Xp[17,22],Xp[19,8],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 187]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,14],Xm[7,16],Xp[9,20],Xp[11,2],Xm[13,22],Xm[15,8],Xm[17,6],Xp[19,10],Xm[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 188]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xp[7,16],Xm[9,20],Xm[11,18],Xm[13,2],Xp[15,6],Xp[17,22],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 189]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xm[7,16],Xp[9,22],Xm[11,18],Xm[13,2],Xp[15,20],Xm[17,10],Xm[19,6],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 190]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,14],Xp[7,18],Xp[9,16],Xp[11,2],Xm[13,22],Xm[15,20],Xp[17,8],Xp[19,6],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 191]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,14],Xp[7,18],Xp[9,20],Xp[11,2],Xp[13,10],Xp[15,22],Xp[17,6],Xp[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 192]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,14],Xp[7,18],Xp[9,20],Xp[11,2],Xp[13,10],Xp[15,22],Xp[17,8],Xp[19,6],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 193]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xm[7,18],Xm[9,20],Xm[11,16],Xm[13,2],Xp[15,22],Xm[17,10],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 194]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xm[7,20],Xm[9,16],Xm[11,18],Xm[13,2],Xp[15,22],Xm[17,10],Xm[19,6],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 195]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xm[7,20],Xm[9,18],Xm[11,16],Xm[13,2],Xp[15,22],Xm[17,10],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 196]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xm[7,20],Xp[9,22],Xm[11,18],Xm[13,2],Xp[15,8],Xm[17,10],Xm[19,6],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 197]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,16],Xp[7,14],Xp[9,18],Xp[11,2],Xp[13,8],Xm[15,22],Xp[17,20],Xp[19,10],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 198]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,16],Xm[7,14],Xp[9,18],Xp[11,2],Xm[13,22],Xm[15,6],Xp[17,20],Xp[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 199]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,16],Xp[7,14],Xm[9,18],Xm[11,20],Xm[13,2],Xp[15,6],Xp[17,22],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 200]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,16],Xp[7,14],Xp[9,20],Xp[11,2],Xp[13,10],Xp[15,6],Xp[17,22],Xp[19,8],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 201]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,16],Xp[7,14],Xm[9,20],Xm[11,18],Xm[13,2],Xp[15,6],Xp[17,22],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 202]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,16],Xp[7,18],Xp[9,14],Xm[11,20],Xm[13,2],Xp[15,8],Xp[17,6],Xp[19,22],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 203]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,2],Xm[13,22],Xp[15,10],Xp[17,6],Xp[19,8],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 204]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,2],Xm[13,22],Xp[15,10],Xp[17,8],Xp[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 205]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,16],Xm[7,18],Xm[9,20],Xp[11,14],Xm[13,2],Xp[15,10],Xp[17,22],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 206]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,16],Xm[7,18],Xm[9,20],Xp[11,14],Xm[13,2],Xm[15,22],Xm[17,6],Xm[19,8],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 207]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,16],Xm[7,18],Xm[9,20],Xp[11,14],Xm[13,2],Xm[15,22],Xm[17,6],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 208]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,16],Xm[7,18],Xm[9,20],Xp[11,14],Xm[13,2],Xm[15,22],Xm[17,10],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 209]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,16],Xm[7,20],Xp[9,14],Xm[11,18],Xm[13,2],Xp[15,8],Xp[17,22],Xm[19,10],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 210]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,16],Xm[7,20],Xm[9,18],Xp[11,14],Xm[13,2],Xp[15,10],Xp[17,22],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 211]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,16],Xm[7,20],Xm[9,18],Xp[11,14],Xm[13,2],Xm[15,22],Xm[17,10],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 212]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[5,16],Xp[7,22],Xp[9,18],Xp[11,2],Xp[13,8],Xm[15,6],Xp[17,20],Xp[19,10],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,0},{15,-1},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 213]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,16],Xp[7,22],Xp[9,18],Xp[11,2],Xm[13,20],Xp[15,10],Xp[17,6],Xm[19,14],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 214]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,16],Xp[7,22],Xp[9,20],Xp[11,18],Xm[13,2],Xm[15,6],Xp[17,14],Xp[19,10],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 215]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,18],Xm[7,14],Xp[9,16],Xp[11,2],Xm[13,22],Xp[15,20],Xp[17,10],Xp[19,6],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 216]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,18],Xm[7,14],Xp[9,20],Xp[11,2],Xm[13,22],Xm[15,8],Xp[17,10],Xp[19,6],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 217]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,18],Xp[7,14],Xm[9,20],Xp[11,16],Xm[13,2],Xp[15,8],Xm[17,22],Xm[19,6],Xm[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 218]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,18],Xp[7,16],Xm[9,20],Xp[11,14],Xm[13,2],Xp[15,8],Xm[17,22],Xm[19,10],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 219]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,18],Xm[7,16],Xm[9,20],Xp[11,14],Xm[13,2],Xm[15,22],Xm[17,6],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 220]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,18],Xp[7,20],Xp[9,14],Xp[11,2],Xp[13,10],Xm[15,22],Xp[17,8],Xp[19,6],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 221]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,18],Xm[7,20],Xp[9,14],Xp[11,16],Xm[13,2],Xp[15,10],Xm[17,22],Xm[19,6],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 222]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,18],Xm[7,20],Xp[9,14],Xp[11,16],Xm[13,2],Xp[15,10],Xm[17,22],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 223]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,18],Xp[7,20],Xp[9,16],Xp[11,2],Xm[13,22],Xp[15,8],Xp[17,10],Xp[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 224]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,18],Xp[7,20],Xp[9,16],Xp[11,2],Xm[13,22],Xp[15,10],Xp[17,8],Xp[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 225]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,18],Xm[7,20],Xp[9,16],Xp[11,14],Xm[13,2],Xp[15,10],Xm[17,22],Xm[19,6],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 226]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,18],Xm[7,20],Xp[9,16],Xp[11,14],Xm[13,2],Xp[15,10],Xm[17,22],Xm[19,8],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 227]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,18],Xp[7,22],Xp[9,16],Xp[11,2],Xp[13,8],Xp[15,20],Xp[17,10],Xp[19,6],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,0},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 228]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[5,18],Xp[7,22],Xm[9,20],Xp[11,14],Xm[13,2],Xp[15,8],Xm[17,6],Xm[19,10],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 229]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,20],Xp[7,18],Xp[9,14],Xp[11,2],Xp[13,10],Xm[15,22],Xp[17,8],Xp[19,6],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 230]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,20],Xp[7,18],Xp[9,16],Xp[11,2],Xm[13,22],Xp[15,10],Xp[17,8],Xp[19,6],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 231]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xm[5,10],Xm[7,12],Xp[9,18],Xm[11,6],Xp[13,2],Xm[15,20],Xm[17,22],Xp[19,8],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 232]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xm[5,10],Xp[7,16],Xm[9,22],Xm[11,18],Xp[13,2],Xm[15,20],Xp[17,6],Xm[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 233]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xm[5,10],Xp[7,20],Xm[9,22],Xm[11,18],Xp[13,2],Xm[15,8],Xp[17,6],Xm[19,12],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 234]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,12],Xp[17,6],Xp[19,8],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 235]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,12],Xp[17,6],Xp[19,10],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 236]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,12],Xp[17,10],Xp[19,8],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 237]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,22],Xp[11,20],Xp[13,2],Xp[15,12],Xp[17,8],Xp[19,6],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 238]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,16],Xp[7,20],Xp[9,18],Xp[11,22],Xp[13,2],Xp[15,12],Xp[17,10],Xp[19,8],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 239]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xm[5,18],Xp[7,20],Xm[9,22],Xp[11,6],Xp[13,2],Xm[15,8],Xp[17,10],Xm[19,12],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 240]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,18],Xp[7,20],Xp[9,22],Xp[11,16],Xp[13,2],Xp[15,10],Xp[17,12],Xp[19,6],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 241]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,18],Xp[7,20],Xp[9,22],Xp[11,16],Xp[13,2],Xp[15,10],Xp[17,12],Xp[19,8],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 242]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,18],Xp[7,20],Xp[9,22],Xp[11,16],Xp[13,2],Xp[15,12],Xp[17,10],Xp[19,6],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 243]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,18],Xp[7,20],Xp[9,22],Xp[11,16],Xp[13,2],Xp[15,12],Xp[17,10],Xp[19,8],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 244]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,18],Xp[7,22],Xp[9,16],Xp[11,20],Xp[13,2],Xp[15,8],Xp[17,12],Xp[19,6],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 245]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,20],Xp[7,22],Xp[9,16],Xp[11,18],Xp[13,2],Xp[15,12],Xp[17,10],Xp[19,8],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 246]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,20],Xp[7,22],Xp[9,18],Xp[11,16],Xp[13,2],Xp[15,12],Xp[17,10],Xp[19,8],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 247]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[5,22],Xp[7,20],Xp[9,18],Xp[11,16],Xp[13,2],Xp[15,12],Xp[17,10],Xp[19,8],Xp[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 248]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,10],Xp[7,18],Xm[9,16],Xm[11,20],Xm[13,22],Xp[15,4],Xm[17,2],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 249]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,10],Xp[7,18],Xm[9,16],Xm[11,22],Xm[13,20],Xp[15,4],Xm[17,2],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 250]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xm[5,12],Xp[7,2],Xp[9,14],Xm[11,18],Xm[13,4],Xp[15,20],Xp[17,22],Xm[19,10],Xp[21,16]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 251]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xm[5,12],Xp[7,2],Xp[9,16],Xm[11,18],Xm[13,4],Xm[15,20],Xp[17,22],Xm[19,14],Xm[21,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 252]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xm[5,12],Xp[7,2],Xm[9,18],Xp[11,16],Xm[13,4],Xp[15,20],Xm[17,22],Xp[19,14],Xm[21,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 253]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xm[5,12],Xp[7,2],Xm[9,18],Xp[11,20],Xm[13,4],Xm[15,10],Xm[17,22],Xp[19,14],Xm[21,16]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 254]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xm[5,12],Xp[7,2],Xp[9,20],Xm[11,18],Xm[13,4],Xm[15,10],Xp[17,22],Xm[19,14],Xp[21,16]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 255]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,12],Xp[7,20],Xm[9,16],Xm[11,18],Xm[13,22],Xp[15,4],Xm[17,10],Xm[19,2],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 256]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,12],Xp[7,20],Xm[9,18],Xm[11,16],Xm[13,22],Xp[15,4],Xm[17,10],Xm[19,2],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 257]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xm[5,14],Xp[7,2],Xp[9,16],Xm[11,18],Xm[13,20],Xm[15,4],Xp[17,22],Xm[19,12],Xm[21,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 258]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xm[5,14],Xp[7,2],Xp[9,16],Xm[11,20],Xm[13,18],Xm[15,4],Xp[17,22],Xm[19,12],Xm[21,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 259]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xp[5,14],Xp[7,2],Xp[9,18],Xp[11,20],Xp[13,4],Xm[15,22],Xp[17,12],Xp[19,10],Xm[21,16]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 260]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xp[5,14],Xp[7,2],Xp[9,20],Xp[11,18],Xp[13,4],Xm[15,22],Xp[17,12],Xp[19,10],Xm[21,16]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 261]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xm[5,14],Xp[7,16],Xm[9,4],Xm[11,18],Xm[13,20],Xm[15,2],Xp[17,22],Xm[19,12],Xm[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 262]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xm[5,14],Xp[7,16],Xm[9,4],Xm[11,20],Xm[13,18],Xm[15,2],Xp[17,22],Xm[19,12],Xm[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 263]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xp[5,16],Xp[7,2],Xp[9,20],Xp[11,22],Xp[13,18],Xp[15,4],Xp[17,12],Xp[19,14],Xp[21,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 264]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,16],Xm[7,14],Xm[9,4],Xp[11,18],Xp[13,20],Xp[15,2],Xm[17,22],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 265]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,16],Xm[7,14],Xm[9,4],Xp[11,20],Xp[13,18],Xp[15,2],Xm[17,22],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 266]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xm[7,14],Xp[9,16],Xm[11,18],Xm[13,22],Xp[15,20],Xp[17,4],Xm[19,2],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 267]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xm[7,14],Xp[9,20],Xm[11,18],Xm[13,22],Xm[15,8],Xp[17,4],Xm[19,2],Xm[21,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 268]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xp[7,18],Xp[9,20],Xm[11,16],Xm[13,22],Xp[15,4],Xm[17,2],Xp[19,8],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 269]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xp[7,20],Xp[9,16],Xm[11,18],Xm[13,22],Xp[15,8],Xp[17,4],Xm[19,2],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 270]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xp[7,20],Xp[9,18],Xm[11,16],Xm[13,22],Xp[15,4],Xm[17,2],Xp[19,8],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 271]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xp[7,22],Xp[9,16],Xm[11,18],Xp[13,8],Xp[15,20],Xp[17,4],Xm[19,2],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,1},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 272]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xp[7,22],Xp[9,18],Xm[11,16],Xm[13,20],Xp[15,4],Xm[17,2],Xm[19,14],Xp[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 273]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,14],Xp[7,16],Xm[9,20],Xm[11,4],Xm[13,18],Xm[15,2],Xp[17,22],Xm[19,12],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 274]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xm[5,14],Xm[7,18],Xp[9,2],Xm[11,20],Xp[13,22],Xm[15,4],Xm[17,12],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 275]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[5,14],Xp[7,20],Xp[9,2],Xp[11,18],Xp[13,4],Xm[15,22],Xp[17,12],Xp[19,8],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 276]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[5,14],Xp[7,20],Xp[9,4],Xp[11,18],Xp[13,2],Xm[15,22],Xp[17,8],Xp[19,12],Xm[21,16]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 277]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xm[5,16],Xp[7,12],Xp[9,4],Xm[11,18],Xp[13,20],Xp[15,22],Xm[17,2],Xm[19,8],Xp[21,14]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 278]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xm[5,16],Xp[7,12],Xp[9,4],Xm[11,18],Xp[13,22],Xp[15,20],Xm[17,2],Xm[19,8],Xp[21,14]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 279]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,16],Xp[7,12],Xm[9,18],Xm[11,2],Xp[13,20],Xp[15,22],Xm[17,4],Xm[19,8],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 280]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,16],Xp[7,12],Xm[9,18],Xm[11,2],Xp[13,22],Xp[15,20],Xm[17,4],Xm[19,8],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 281]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,16],Xp[7,12],Xp[9,20],Xm[11,2],Xm[13,18],Xp[15,4],Xm[17,22],Xp[19,8],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 282]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xm[5,16],Xp[7,14],Xp[9,4],Xm[11,18],Xm[13,20],Xp[15,22],Xm[17,2],Xm[19,12],Xm[21,8]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 283]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,16],Xp[7,14],Xm[9,18],Xm[11,2],Xm[13,20],Xp[15,22],Xm[17,4],Xm[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 284]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,16],Xm[7,14],Xp[9,20],Xm[11,4],Xp[13,18],Xp[15,2],Xm[17,22],Xp[19,8],Xp[21,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 285]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,16],Xp[7,14],Xm[9,20],Xp[11,18],Xm[13,2],Xp[15,22],Xp[17,12],Xm[19,4],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 286]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,16],Xm[7,18],Xp[9,14],Xm[11,2],Xp[13,20],Xp[15,4],Xm[17,22],Xp[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 287]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,16],Xm[7,18],Xp[9,20],Xm[11,2],Xm[13,8],Xp[15,4],Xm[17,22],Xp[19,12],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 288]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,16],Xm[7,18],Xp[9,20],Xm[11,4],Xp[13,8],Xp[15,2],Xm[17,22],Xm[19,14],Xp[21,12]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 289]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xm[5,16],Xp[7,20],Xp[9,4],Xm[11,18],Xm[13,8],Xp[15,22],Xm[17,2],Xm[19,12],Xp[21,14]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 290]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,16],Xp[7,20],Xm[9,18],Xm[11,2],Xm[13,8],Xp[15,22],Xm[17,4],Xm[19,12],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 291]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[5,16],Xp[7,22],Xp[9,4],Xp[11,18],Xp[13,20],Xp[15,2],Xp[17,8],Xp[19,12],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 292]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[5,16],Xp[7,22],Xp[9,4],Xp[11,18],Xp[13,20],Xp[15,2],Xp[17,8],Xp[19,14],Xp[21,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 293]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xm[5,16],Xp[7,22],Xp[9,4],Xm[11,18],Xm[13,20],Xm[15,8],Xm[17,2],Xm[19,12],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 294]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xm[5,16],Xp[7,22],Xp[9,4],Xm[11,18],Xm[13,20],Xm[15,8],Xm[17,2],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 295]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,16],Xp[7,22],Xm[9,18],Xm[11,2],Xm[13,20],Xm[15,8],Xm[17,4],Xm[19,12],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 296]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,16],Xp[7,22],Xm[9,18],Xm[11,2],Xm[13,20],Xm[15,8],Xm[17,4],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 297]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,16],Xp[7,22],Xm[9,20],Xp[11,18],Xm[13,2],Xm[15,8],Xp[17,12],Xm[19,4],Xm[21,14]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 298]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[5,18],Xp[7,2],Xp[9,16],Xp[11,20],Xp[13,22],Xp[15,4],Xp[17,8],Xp[19,14],Xp[21,12]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 299]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[5,18],Xp[7,2],Xp[9,16],Xp[11,22],Xp[13,20],Xp[15,4],Xp[17,8],Xp[19,14],Xp[21,12]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 300]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xm[5,18],Xm[7,14],Xp[9,2],Xp[11,20],Xm[13,22],Xm[15,8],Xp[17,12],Xm[19,4],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 301]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,18],Xm[7,14],Xp[9,16],Xm[11,4],Xm[13,22],Xp[15,20],Xp[17,12],Xm[19,2],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 302]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,18],Xm[7,14],Xp[9,20],Xm[11,4],Xm[13,22],Xm[15,8],Xp[17,12],Xm[19,2],Xm[21,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 303]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,18],Xp[7,22],Xp[9,16],Xm[11,4],Xp[13,8],Xp[15,20],Xp[17,12],Xm[19,2],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,1},{14,0},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 304]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[5,20],Xp[7,14],Xp[9,2],Xm[11,18],Xp[13,8],Xp[15,22],Xm[17,12],Xp[19,4],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 305]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xm[5,10],Xp[7,22],Xm[9,16],Xp[11,18],Xm[13,20],Xm[15,8],Xp[17,4],Xm[19,2],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 306]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,12],Xm[5,14],Xp[7,16],Xm[9,18],Xm[11,20],Xm[13,4],Xm[15,2],Xp[17,22],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 307]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,12],Xm[5,14],Xp[7,16],Xm[9,20],Xm[11,18],Xm[13,4],Xm[15,2],Xp[17,22],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 308]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,14],Xp[7,18],Xp[9,20],Xp[11,2],Xp[13,4],Xm[15,22],Xp[17,10],Xp[19,8],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 309]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,14],Xp[7,18],Xp[9,20],Xp[11,4],Xp[13,2],Xm[15,22],Xp[17,10],Xp[19,8],Xm[21,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 310]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,14],Xp[7,20],Xp[9,18],Xp[11,2],Xp[13,4],Xm[15,22],Xp[17,10],Xp[19,8],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 311]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,14],Xp[7,20],Xp[9,18],Xp[11,4],Xp[13,2],Xm[15,22],Xp[17,10],Xp[19,8],Xm[21,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 312]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,12],Xm[5,16],Xp[7,14],Xm[9,18],Xm[11,20],Xm[13,2],Xp[15,22],Xm[17,4],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 313]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,12],Xm[5,16],Xp[7,14],Xm[9,20],Xm[11,18],Xm[13,2],Xp[15,22],Xm[17,4],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 314]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xm[5,16],Xp[7,18],Xp[9,14],Xp[11,4],Xm[13,20],Xp[15,22],Xm[17,2],Xp[19,8],Xm[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 315]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xm[5,16],Xp[7,18],Xp[9,22],Xp[11,4],Xm[13,20],Xm[15,10],Xm[17,2],Xp[19,8],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 316]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xm[5,16],Xp[7,20],Xp[9,22],Xp[11,4],Xm[13,18],Xm[15,10],Xm[17,2],Xm[19,14],Xp[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 317]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,12],Xm[5,16],Xp[7,20],Xp[9,22],Xm[11,18],Xm[13,2],Xm[15,10],Xm[17,4],Xm[19,14],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 318]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,16],Xp[7,22],Xp[9,18],Xp[11,2],Xp[13,20],Xp[15,4],Xp[17,8],Xp[19,14],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,-1},{16,0},{17,1},{18,1},{19,0},{20,0},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 319]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,16],Xp[7,22],Xp[9,18],Xp[11,4],Xp[13,20],Xp[15,2],Xp[17,8],Xp[19,10],Xp[21,14]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 320]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,16],Xp[7,22],Xp[9,18],Xp[11,4],Xp[13,20],Xp[15,2],Xp[17,10],Xp[19,8],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 321]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,12],Xm[5,16],Xp[7,22],Xm[9,18],Xm[11,20],Xm[13,2],Xm[15,8],Xm[17,4],Xm[19,10],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 322]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xm[5,16],Xp[7,22],Xm[9,20],Xp[11,4],Xm[13,18],Xm[15,8],Xm[17,2],Xm[19,10],Xm[21,14]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 323]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xm[5,16],Xp[7,22],Xp[9,20],Xp[11,4],Xm[13,18],Xm[15,10],Xm[17,2],Xm[19,14],Xp[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 324]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,12],Xm[5,16],Xp[7,22],Xm[9,20],Xm[11,18],Xm[13,2],Xm[15,8],Xm[17,4],Xm[19,10],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 325]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,12],Xm[5,16],Xp[7,22],Xp[9,20],Xm[11,18],Xm[13,2],Xm[15,10],Xm[17,4],Xm[19,14],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 326]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xm[5,18],Xp[7,14],Xp[9,22],Xp[11,4],Xm[13,20],Xp[15,8],Xm[17,10],Xm[19,2],Xm[21,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 327]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,18],Xm[7,16],Xp[9,14],Xp[11,4],Xp[13,20],Xm[15,22],Xp[17,2],Xp[19,10],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 328]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,18],Xm[7,16],Xp[9,22],Xp[11,4],Xp[13,20],Xm[15,8],Xp[17,2],Xp[19,10],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 329]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xp[5,18],Xp[7,22],Xp[9,14],Xp[11,4],Xp[13,20],Xp[15,8],Xp[17,2],Xp[19,10],Xp[21,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 330]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xm[5,18],Xp[7,22],Xm[9,16],Xp[11,4],Xm[13,20],Xm[15,8],Xm[17,10],Xm[19,2],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 331]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,12],Xm[5,18],Xp[7,22],Xm[9,16],Xp[11,4],Xm[13,20],Xm[15,10],Xm[17,8],Xm[19,2],Xm[21,14]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 332]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,14],Xp[5,10],Xm[7,18],Xp[9,2],Xm[11,22],Xp[13,20],Xm[15,4],Xp[17,12],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 333]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,14],Xm[5,12],Xp[7,16],Xm[9,20],Xm[11,18],Xm[13,4],Xm[15,2],Xp[17,22],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 334]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,4],Xp[17,12],Xp[19,8],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 335]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,4],Xp[17,12],Xp[19,10],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 336]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,4],Xp[15,2],Xp[17,12],Xp[19,8],Xp[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 337]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,4],Xp[15,2],Xp[17,12],Xp[19,10],Xp[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 338]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,20],Xp[9,22],Xp[11,18],Xp[13,2],Xp[15,4],Xp[17,10],Xp[19,12],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,1},{19,-1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 339]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,20],Xp[9,22],Xp[11,18],Xp[13,2],Xp[15,4],Xp[17,12],Xp[19,10],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 340]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,20],Xp[9,22],Xp[11,18],Xp[13,4],Xp[15,2],Xp[17,10],Xp[19,12],Xp[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 341]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,20],Xp[9,22],Xp[11,18],Xp[13,4],Xp[15,2],Xp[17,12],Xp[19,10],Xp[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 342]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,22],Xp[9,20],Xp[11,18],Xp[13,2],Xp[15,4],Xp[17,12],Xp[19,10],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 343]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,16],Xp[7,22],Xp[9,20],Xp[11,18],Xp[13,4],Xp[15,2],Xp[17,12],Xp[19,10],Xp[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 344]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,18],Xm[7,16],Xp[9,20],Xp[11,22],Xp[13,4],Xm[15,8],Xp[17,2],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 345]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,14],Xp[5,18],Xm[7,16],Xp[9,22],Xp[11,20],Xp[13,4],Xm[15,8],Xp[17,2],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 346]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,16],Xp[5,12],Xp[7,18],Xp[9,20],Xp[11,4],Xm[13,22],Xp[15,10],Xm[17,2],Xp[19,8],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 347]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,16],Xp[5,12],Xp[7,20],Xp[9,18],Xp[11,4],Xm[13,22],Xp[15,10],Xm[17,2],Xp[19,8],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 348]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,18],Xm[5,16],Xp[7,12],Xp[9,4],Xm[11,2],Xp[13,20],Xp[15,22],Xp[17,10],Xm[19,8],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 349]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,18],Xm[5,16],Xp[7,12],Xp[9,4],Xm[11,2],Xp[13,22],Xp[15,20],Xp[17,10],Xm[19,8],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 350]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,18],Xm[5,16],Xp[7,14],Xp[9,4],Xm[11,2],Xm[13,20],Xp[15,22],Xp[17,10],Xm[19,12],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 351]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,18],Xm[5,16],Xp[7,14],Xm[9,20],Xp[11,4],Xm[13,2],Xp[15,22],Xp[17,12],Xm[19,8],Xm[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 352]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,18],Xm[5,16],Xp[7,14],Xm[9,20],Xp[11,4],Xm[13,2],Xp[15,22],Xp[17,12],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, Alternating, 353]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,12],Xp[5,16],Xp[7,18],Xp[9,22],Xp[11,4],Xp[13,20],Xp[15,2],Xp[17,6],Xp[19,10],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, Alternating, 354]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,12],Xp[5,16],Xp[7,20],Xp[9,2],Xp[11,18],Xp[13,22],Xp[15,6],Xp[17,4],Xp[19,10],Xp[21,14]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,-1},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 355]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,4],Xp[17,6],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,-1},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 356]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,6],Xp[17,4],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,1},{5,1},{6,-1},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 357]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,6],Xp[15,4],Xp[17,2],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,1},{4,0},{5,-1},{6,0},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 358]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,22],Xp[11,20],Xp[13,2],Xp[15,4],Xp[17,6],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,-1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 359]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,22],Xp[11,20],Xp[13,2],Xp[15,6],Xp[17,4],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,1},{5,1},{6,-1},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 360]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,22],Xp[11,20],Xp[13,6],Xp[15,4],Xp[17,2],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,1},{4,0},{5,-1},{6,0},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 361]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,14],Xp[5,18],Xp[7,16],Xp[9,20],Xp[11,22],Xp[13,4],Xp[15,2],Xp[17,6],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, Alternating, 362]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,14],Xp[5,18],Xp[7,16],Xp[9,22],Xp[11,20],Xp[13,4],Xp[15,2],Xp[17,6],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 363]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,8],Xp[3,16],Xp[5,14],Xp[7,18],Xp[9,22],Xp[11,20],Xp[13,6],Xp[15,4],Xp[17,2],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 364]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,10],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,4],Xp[17,6],Xp[19,8],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,1},{7,-1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,-1},{18,1},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 365]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,10],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,4],Xp[17,8],Xp[19,6],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,1},{7,1},{8,-1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 366]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,10],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,4],Xp[15,2],Xp[17,8],Xp[19,6],Xp[21,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,-1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, Alternating, 367]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,12],Xp[3,14],Xp[5,16],Xp[7,18],Xp[9,20],Xp[11,22],Xp[13,2],Xp[15,4],Xp[17,6],Xp[19,8],Xp[21,10]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 1]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[7,14],Xm[9,2],Xm[16,11],Xm[20,13],Xm[15,6],Xm[22,17],Xm[12,19],Xm[18,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 2]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[14,7],Xm[9,2],Xp[11,16],Xp[13,20],Xp[6,15],Xp[17,22],Xp[19,12],Xp[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 3]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[14,7],Xm[9,2],Xm[16,11],Xm[20,13],Xp[6,15],Xm[22,17],Xm[12,19],Xm[18,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 4]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,14],Xm[9,2],Xp[11,18],Xp[13,6],Xm[20,15],Xp[17,12],Xm[22,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 5]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,14],Xm[9,2],Xm[18,11],Xp[13,6],Xp[15,20],Xm[12,17],Xp[19,22],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 6]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,14],Xm[9,2],Xm[18,11],Xp[13,6],Xm[20,15],Xm[12,17],Xm[22,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 7]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[14,7],Xm[9,2],Xp[11,18],Xm[6,13],Xp[15,20],Xp[17,12],Xp[19,22],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 8]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[14,7],Xm[9,2],Xm[18,11],Xm[6,13],Xm[20,15],Xm[12,17],Xm[22,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 9]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,14],Xm[9,2],Xp[18,11],Xp[13,6],Xp[20,15],Xp[22,17],Xp[12,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 10]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[14,7],Xm[9,2],Xm[11,18],Xm[6,13],Xm[15,20],Xm[17,22],Xm[19,12],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 11]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[14,7],Xm[9,2],Xp[18,11],Xm[6,13],Xp[20,15],Xp[22,17],Xp[12,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 12]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[14,7],Xm[9,2],Xp[18,11],Xm[6,13],Xp[22,15],Xp[20,17],Xp[12,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 13]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,16],Xm[9,2],Xp[18,11],Xp[20,13],Xp[15,6],Xp[22,17],Xp[12,19],Xp[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 14]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[16,7],Xm[9,2],Xm[11,18],Xm[13,20],Xm[6,15],Xm[17,22],Xm[19,12],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 15]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[16,7],Xm[9,2],Xp[18,11],Xp[20,13],Xm[6,15],Xp[22,17],Xp[12,19],Xp[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 16]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[7,16],Xm[9,2],Xp[18,11],Xp[20,13],Xp[15,6],Xp[22,17],Xp[14,19],Xp[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 17]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[16,7],Xm[9,2],Xm[11,18],Xm[13,20],Xm[6,15],Xm[17,22],Xm[19,14],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 18]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xm[16,7],Xm[9,2],Xp[18,11],Xp[20,13],Xm[6,15],Xp[22,17],Xp[14,19],Xp[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 19]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[16,7],Xm[9,2],Xm[18,11],Xm[20,13],Xm[22,15],Xp[6,17],Xm[12,19],Xm[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 20]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,10],Xp[16,7],Xm[9,2],Xm[18,11],Xm[20,13],Xm[22,15],Xp[6,17],Xm[14,19],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 21]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xp[14,9],Xp[18,11],Xm[13,6],Xm[20,15],Xp[10,17],Xm[22,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 22]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xm[9,14],Xm[11,18],Xp[6,13],Xp[15,20],Xm[17,10],Xp[19,22],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 23]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xp[14,9],Xp[18,11],Xp[6,13],Xm[20,15],Xp[10,17],Xm[22,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 24]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xm[9,14],Xm[18,11],Xm[13,6],Xp[20,15],Xp[22,17],Xm[10,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 25]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xp[14,9],Xm[18,11],Xm[13,6],Xp[20,15],Xp[22,17],Xm[10,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 26]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xm[9,14],Xp[11,18],Xp[6,13],Xm[15,20],Xm[17,22],Xp[19,10],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 27]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xp[14,9],Xm[18,11],Xp[6,13],Xp[20,15],Xp[22,17],Xm[10,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 28]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xp[14,9],Xm[18,11],Xm[13,6],Xp[22,15],Xp[20,17],Xm[10,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 29]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xm[9,14],Xp[11,18],Xp[6,13],Xm[15,22],Xm[17,20],Xp[19,10],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 30]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xp[14,9],Xm[18,11],Xp[6,13],Xp[22,15],Xp[20,17],Xm[10,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 31]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,12],Xp[7,2],Xp[16,9],Xp[11,6],Xm[20,13],Xp[10,15],Xp[22,17],Xm[14,19],Xp[18,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 32]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[12,5],Xp[7,2],Xm[9,16],Xm[6,11],Xp[13,20],Xm[15,10],Xm[17,22],Xp[19,14],Xm[21,18]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 33]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[12,5],Xp[7,2],Xp[16,9],Xm[6,11],Xm[20,13],Xp[10,15],Xp[22,17],Xm[14,19],Xp[18,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 34]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xp[16,9],Xm[18,11],Xm[13,6],Xm[20,15],Xp[22,17],Xm[14,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 35]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xm[9,16],Xp[11,18],Xp[6,13],Xp[15,20],Xm[17,22],Xp[19,14],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 36]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xp[16,9],Xm[18,11],Xp[6,13],Xm[20,15],Xp[22,17],Xm[14,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 37]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[12,5],Xp[7,2],Xp[18,9],Xm[6,11],Xm[20,13],Xm[22,15],Xp[10,17],Xm[16,19],Xm[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 38]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[12,5],Xp[7,2],Xp[18,9],Xm[6,11],Xm[22,13],Xm[20,15],Xp[10,17],Xm[16,19],Xm[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 39]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xm[18,9],Xp[16,11],Xm[13,6],Xp[20,15],Xm[22,17],Xp[14,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 40]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xp[9,18],Xm[11,16],Xp[6,13],Xm[15,20],Xp[17,22],Xm[19,14],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 41]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xm[18,9],Xp[16,11],Xp[6,13],Xp[20,15],Xm[22,17],Xp[14,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 42]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xm[18,9],Xp[20,11],Xm[13,6],Xm[10,15],Xm[22,17],Xp[14,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 43]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xp[9,18],Xm[11,20],Xp[6,13],Xp[15,10],Xp[17,22],Xm[19,14],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 44]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xm[18,9],Xp[20,11],Xp[6,13],Xm[10,15],Xm[22,17],Xp[14,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 45]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,12],Xp[7,2],Xp[20,9],Xm[18,11],Xm[13,6],Xm[10,15],Xp[22,17],Xm[14,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 46]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xm[9,20],Xp[11,18],Xp[6,13],Xp[15,10],Xm[17,22],Xp[19,14],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 47]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[12,5],Xp[7,2],Xp[20,9],Xm[18,11],Xp[6,13],Xm[10,15],Xp[22,17],Xm[14,19],Xp[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 48]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[12,5],Xp[16,7],Xm[9,2],Xp[18,11],Xm[20,13],Xm[22,15],Xp[10,17],Xp[6,19],Xm[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 49]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[12,5],Xp[16,7],Xm[9,2],Xp[18,11],Xm[22,13],Xm[20,15],Xp[10,17],Xp[6,19],Xm[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 50]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[12,5],Xm[18,7],Xm[9,2],Xm[16,11],Xp[20,13],Xm[6,15],Xm[10,17],Xp[22,19],Xp[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 51]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xm[16,9],Xp[18,11],Xp[13,6],Xm[22,15],Xm[20,17],Xp[10,19],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,-1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 52]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xp[9,16],Xm[11,18],Xm[6,13],Xp[15,22],Xp[17,20],Xm[19,10],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,-1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 53]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xm[16,9],Xp[18,11],Xm[6,13],Xm[22,15],Xm[20,17],Xp[10,19],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,-1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 54]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xm[16,9],Xp[18,11],Xp[13,6],Xm[22,15],Xp[20,17],Xp[12,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 55]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xp[9,16],Xm[11,18],Xm[6,13],Xp[15,22],Xm[17,20],Xm[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 56]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xm[16,9],Xp[18,11],Xm[6,13],Xm[22,15],Xp[20,17],Xp[12,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 57]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xp[16,9],Xp[18,11],Xm[20,13],Xp[6,15],Xp[10,17],Xp[22,19],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 58]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xp[16,9],Xm[18,11],Xm[20,13],Xm[15,6],Xp[22,17],Xm[12,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 59]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xm[9,16],Xp[11,18],Xp[13,20],Xp[6,15],Xm[17,22],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 60]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xp[16,9],Xm[18,11],Xm[20,13],Xp[6,15],Xp[22,17],Xm[12,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 61]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xp[16,9],Xm[18,11],Xp[22,13],Xp[6,15],Xm[20,17],Xm[12,19],Xp[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 62]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xp[16,9],Xm[20,11],Xm[18,13],Xm[15,6],Xp[22,17],Xm[12,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 63]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xm[9,16],Xp[11,20],Xp[13,18],Xp[6,15],Xm[17,22],Xp[19,12],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 64]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xp[16,9],Xm[20,11],Xm[18,13],Xp[6,15],Xp[22,17],Xm[12,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 65]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xm[9,18],Xm[11,16],Xm[20,13],Xm[15,6],Xm[17,10],Xp[22,19],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 66]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xp[18,9],Xp[16,11],Xp[13,20],Xm[15,6],Xp[10,17],Xm[19,22],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 67]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xp[18,9],Xp[16,11],Xm[20,13],Xm[15,6],Xp[10,17],Xp[22,19],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 68]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xm[9,18],Xm[11,16],Xp[13,20],Xp[6,15],Xm[17,10],Xm[19,22],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 69]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xp[18,9],Xp[16,11],Xm[20,13],Xp[6,15],Xp[10,17],Xp[22,19],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 70]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xp[18,9],Xp[20,11],Xm[6,13],Xm[22,15],Xp[12,17],Xp[10,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 71]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[5,14],Xp[7,2],Xm[20,9],Xp[11,16],Xp[13,6],Xp[15,18],Xp[17,12],Xm[22,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 72]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xp[9,20],Xp[11,16],Xm[6,13],Xp[15,18],Xp[17,12],Xp[19,22],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 73]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xp[9,20],Xm[16,11],Xm[6,13],Xm[18,15],Xm[12,17],Xp[19,22],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 74]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xm[20,9],Xp[11,16],Xm[6,13],Xp[15,18],Xp[17,12],Xm[22,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 75]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xm[20,9],Xm[16,11],Xm[6,13],Xm[18,15],Xm[12,17],Xm[22,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 76]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[5,14],Xp[7,2],Xm[20,9],Xm[11,16],Xm[13,18],Xm[15,6],Xm[17,12],Xm[22,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 77]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xp[9,20],Xp[16,11],Xp[18,13],Xp[6,15],Xp[12,17],Xp[19,22],Xp[21,10]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 78]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xp[14,5],Xp[7,2],Xm[20,9],Xp[16,11],Xp[18,13],Xp[6,15],Xp[12,17],Xm[22,19],Xm[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 79]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[14,5],Xp[7,2],Xp[20,9],Xp[18,11],Xm[6,13],Xm[22,15],Xp[12,17],Xp[10,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 80]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[5,14],Xp[7,10],Xm[9,2],Xm[18,11],Xp[13,6],Xm[20,15],Xm[22,17],Xm[12,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 81]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,8],Xm[16,5],Xp[7,2],Xp[20,9],Xp[22,11],Xp[18,13],Xm[6,15],Xp[12,17],Xp[14,19],Xp[10,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 82]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[16,5],Xm[12,7],Xm[9,2],Xm[18,11],Xp[20,13],Xp[22,15],Xm[10,17],Xp[6,19],Xp[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 83]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xp[16,5],Xm[12,7],Xm[9,2],Xm[18,11],Xp[22,13],Xp[20,15],Xm[10,17],Xp[6,19],Xp[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 84]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,8],Xm[18,5],Xm[12,7],Xm[9,2],Xp[16,11],Xm[20,13],Xm[6,15],Xp[10,17],Xm[22,19],Xm[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,0},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 85]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[14,7],Xp[9,16],Xm[11,2],Xp[18,13],Xp[15,20],Xm[17,22],Xm[6,19],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 86]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[14,7],Xm[16,9],Xm[11,2],Xp[18,13],Xm[20,15],Xp[22,17],Xm[6,19],Xp[8,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 87]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[7,14],Xm[9,18],Xm[11,2],Xp[13,20],Xm[15,8],Xm[22,17],Xm[19,6],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 88]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[7,16],Xp[9,18],Xm[11,2],Xp[20,13],Xp[15,6],Xp[17,8],Xp[22,19],Xp[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 89]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[16,7],Xm[18,9],Xm[11,2],Xm[13,20],Xm[6,15],Xm[8,17],Xm[19,22],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 90]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xp[7,16],Xp[9,18],Xm[11,2],Xp[20,13],Xp[15,8],Xp[17,6],Xp[22,19],Xp[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 91]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[16,7],Xm[18,9],Xm[11,2],Xm[13,20],Xm[8,15],Xm[6,17],Xm[19,22],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 92]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,12],Xm[20,7],Xm[16,9],Xm[11,2],Xp[18,13],Xm[8,15],Xp[22,17],Xm[6,19],Xp[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 93]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[12,7],Xp[9,2],Xp[20,11],Xp[13,18],Xp[15,22],Xp[17,6],Xp[8,19],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 94]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xm[7,12],Xp[9,2],Xm[11,20],Xp[13,18],Xm[22,15],Xp[17,6],Xm[19,8],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 95]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[12,7],Xp[9,2],Xp[20,11],Xp[13,18],Xm[22,15],Xp[17,6],Xp[8,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 96]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[14,5],Xp[12,7],Xp[9,2],Xp[20,11],Xm[18,13],Xm[22,15],Xm[6,17],Xp[8,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 97]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xp[7,12],Xp[18,9],Xm[11,2],Xp[13,6],Xm[20,15],Xm[22,17],Xp[8,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 98]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xm[12,7],Xm[9,18],Xm[11,2],Xm[6,13],Xp[15,20],Xp[17,22],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 99]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xm[12,7],Xp[18,9],Xm[11,2],Xm[6,13],Xm[20,15],Xm[22,17],Xp[8,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 100]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xp[7,12],Xp[18,9],Xm[11,2],Xp[13,6],Xm[22,15],Xm[20,17],Xp[8,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 101]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xm[12,7],Xm[9,18],Xm[11,2],Xm[6,13],Xp[15,22],Xp[17,20],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 102]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xm[12,7],Xp[18,9],Xm[11,2],Xm[6,13],Xm[22,15],Xm[20,17],Xp[8,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 103]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,14],Xp[7,12],Xm[20,9],Xm[11,2],Xm[13,16],Xm[15,6],Xm[22,17],Xm[8,19],Xm[18,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 104]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[14,5],Xm[16,7],Xp[9,2],Xp[20,11],Xp[22,13],Xp[18,15],Xm[6,17],Xp[8,19],Xp[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 105]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xp[7,16],Xp[9,2],Xp[20,11],Xp[22,13],Xp[15,18],Xp[17,8],Xm[19,6],Xp[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 106]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[14,5],Xm[16,7],Xp[9,2],Xm[11,20],Xm[13,22],Xm[18,15],Xm[8,17],Xp[6,19],Xm[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 107]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[14,5],Xm[16,7],Xp[9,2],Xp[20,11],Xp[22,13],Xm[18,15],Xm[8,17],Xp[6,19],Xp[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 108]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xm[16,7],Xm[9,18],Xm[11,2],Xm[13,20],Xm[6,15],Xp[17,22],Xm[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 109]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xm[7,16],Xm[9,18],Xm[11,2],Xm[13,20],Xm[22,15],Xm[17,8],Xm[19,12],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 110]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xp[16,7],Xp[18,9],Xm[11,2],Xm[13,20],Xp[15,22],Xp[8,17],Xm[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 111]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xp[16,7],Xp[18,9],Xm[11,2],Xp[20,13],Xm[22,15],Xp[8,17],Xp[12,19],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 112]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[5,14],Xp[7,18],Xp[9,2],Xm[11,20],Xp[13,8],Xm[22,15],Xp[17,6],Xm[19,12],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 113]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xm[7,18],Xm[9,16],Xm[11,2],Xm[13,20],Xm[22,15],Xm[17,8],Xm[19,12],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 114]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xm[7,18],Xm[9,16],Xm[11,2],Xp[20,13],Xp[15,22],Xm[17,8],Xp[12,19],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 115]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,14],Xp[18,7],Xp[16,9],Xm[11,2],Xm[13,20],Xp[15,22],Xp[8,17],Xm[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 116]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xp[18,7],Xp[16,9],Xm[11,2],Xm[13,20],Xm[22,15],Xp[8,17],Xm[19,12],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 117]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[14,5],Xp[18,7],Xp[16,9],Xm[11,2],Xp[20,13],Xm[22,15],Xp[8,17],Xp[12,19],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 118]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[14,5],Xp[7,20],Xp[9,2],Xp[16,11],Xm[18,13],Xp[8,15],Xp[22,17],Xp[19,6],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 119]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xm[5,14],Xm[20,7],Xp[9,2],Xm[11,16],Xp[13,18],Xm[15,8],Xm[17,22],Xm[6,19],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 120]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[14,5],Xm[20,7],Xp[9,2],Xp[16,11],Xm[18,13],Xp[8,15],Xp[22,17],Xm[6,19],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 121]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[16,5],Xm[12,7],Xm[9,18],Xm[11,2],Xm[20,13],Xm[6,15],Xp[17,22],Xm[19,8],Xm[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 122]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[16,5],Xm[12,7],Xp[18,9],Xm[11,2],Xm[20,13],Xm[6,15],Xm[22,17],Xp[8,19],Xm[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 123]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[16,5],Xp[14,7],Xp[9,12],Xm[11,2],Xm[18,13],Xp[20,15],Xm[22,17],Xm[8,19],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 124]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[5,16],Xp[14,7],Xp[18,9],Xm[11,2],Xp[8,13],Xm[15,20],Xp[17,22],Xp[12,19],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 125]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[16,5],Xp[18,7],Xp[9,14],Xm[11,2],Xp[13,20],Xm[15,22],Xp[6,17],Xp[19,12],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 126]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[18,5],Xp[12,7],Xp[9,2],Xp[16,11],Xp[20,13],Xp[8,15],Xp[22,17],Xp[14,19],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,1},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 127]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xm[12,7],Xm[16,9],Xm[11,2],Xp[20,13],Xm[8,15],Xm[17,22],Xm[19,6],Xp[14,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 128]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[18,5],Xp[14,7],Xm[16,9],Xm[11,2],Xp[6,13],Xm[20,15],Xp[22,17],Xm[12,19],Xp[8,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 129]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[18,5],Xm[14,7],Xm[16,9],Xm[11,2],Xm[20,13],Xm[8,15],Xp[22,17],Xm[12,19],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 130]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[18,5],Xm[14,7],Xp[16,9],Xm[11,2],Xp[20,13],Xm[22,15],Xp[12,17],Xm[6,19],Xp[8,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 131]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xm[5,18],Xm[16,7],Xm[14,9],Xm[11,2],Xp[13,20],Xm[8,15],Xm[17,22],Xp[19,12],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 132]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[18,5],Xm[16,7],Xm[14,9],Xm[11,2],Xm[20,13],Xm[8,15],Xp[22,17],Xm[12,19],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 133]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,10],Xp[18,5],Xm[20,7],Xp[9,2],Xp[16,11],Xm[6,13],Xp[8,15],Xp[22,17],Xp[14,19],Xm[12,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,1},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 134]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,10],Xp[18,5],Xm[22,7],Xm[14,9],Xm[11,2],Xm[20,13],Xm[8,15],Xp[6,17],Xm[12,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 135]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,14],Xp[16,7],Xp[9,22],Xp[18,11],Xm[13,2],Xm[20,15],Xp[10,17],Xp[6,19],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 136]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[16,5],Xp[7,14],Xp[9,18],Xp[11,2],Xp[13,8],Xp[22,15],Xp[17,20],Xp[19,10],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 137]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[16,5],Xm[14,7],Xm[9,18],Xm[11,20],Xm[13,2],Xm[6,15],Xp[17,22],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 138]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[16,5],Xm[14,7],Xp[18,9],Xp[20,11],Xm[13,2],Xm[6,15],Xm[22,17],Xp[10,19],Xp[8,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 139]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xp[5,16],Xp[7,14],Xp[20,9],Xp[18,11],Xm[13,2],Xp[15,6],Xm[22,17],Xp[10,19],Xp[8,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 140]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[16,5],Xm[14,7],Xm[9,20],Xm[11,18],Xm[13,2],Xm[6,15],Xp[17,22],Xm[19,10],Xm[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 141]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[16,5],Xm[14,7],Xp[20,9],Xp[18,11],Xm[13,2],Xm[6,15],Xm[22,17],Xp[10,19],Xp[8,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 142]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xm[3,12],Xm[16,5],Xp[20,7],Xm[14,9],Xp[18,11],Xm[13,2],Xm[8,15],Xm[22,17],Xp[10,19],Xp[6,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 143]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xm[16,5],Xp[7,22],Xm[18,9],Xp[11,2],Xp[20,13],Xm[10,15],Xm[6,17],Xp[14,19],Xp[21,8]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,0},{12,0},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 144]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,12],Xp[5,18],Xp[14,7],Xp[9,16],Xp[11,2],Xm[13,22],Xm[20,15],Xp[17,10],Xp[19,6],Xp[8,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,1},{17,-1},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 145]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[10,5],Xm[20,7],Xp[22,9],Xm[11,18],Xp[13,2],Xp[8,15],Xm[6,17],Xm[19,12],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 146]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xm[5,10],Xp[7,20],Xm[9,22],Xp[18,11],Xp[13,2],Xm[15,8],Xp[17,6],Xp[12,19],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 147]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[10,5],Xm[20,7],Xp[22,9],Xp[18,11],Xp[13,2],Xp[8,15],Xm[6,17],Xp[12,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 148]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,4],Xp[3,14],Xp[18,5],Xm[20,7],Xp[22,9],Xm[6,11],Xp[13,2],Xp[8,15],Xm[10,17],Xp[12,19],Xm[16,21]},{{1,0},{2,1},{3,-1},{4,-1},{5,0},{6,1},{7,0},{8,-1},{9,0},{10,1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 149]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,10],Xp[7,18],Xm[9,16],Xp[20,11],Xp[22,13],Xp[15,4],Xm[17,2],Xp[14,19],Xp[12,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 150]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,10],Xp[7,18],Xm[9,16],Xp[22,11],Xp[20,13],Xp[15,4],Xm[17,2],Xp[14,19],Xp[12,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 151]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xm[5,12],Xp[7,2],Xm[16,9],Xp[18,11],Xm[13,4],Xp[20,15],Xm[22,17],Xp[14,19],Xp[10,21]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 152]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,8],Xm[5,12],Xp[7,2],Xp[18,9],Xm[20,11],Xm[13,4],Xp[10,15],Xp[22,17],Xm[14,19],Xp[16,21]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 153]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,12],Xp[7,20],Xm[9,16],Xm[11,18],Xp[22,13],Xp[15,4],Xm[17,10],Xm[19,2],Xp[14,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 154]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,12],Xp[7,20],Xp[16,9],Xp[18,11],Xm[13,22],Xp[15,4],Xp[10,17],Xm[19,2],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 155]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,8],Xp[5,12],Xp[7,20],Xm[9,18],Xm[11,16],Xp[22,13],Xp[15,4],Xm[17,10],Xm[19,2],Xp[14,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 156]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[5,12],Xm[7,14],Xp[9,16],Xp[18,11],Xm[13,22],Xp[15,20],Xm[4,17],Xm[19,2],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 157]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xm[12,5],Xm[7,14],Xm[16,9],Xp[18,11],Xm[13,22],Xp[15,20],Xm[4,17],Xp[2,19],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 158]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xp[7,18],Xp[9,20],Xm[11,16],Xp[22,13],Xp[15,4],Xm[17,2],Xp[19,8],Xp[14,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 159]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xm[18,7],Xm[20,9],Xm[11,16],Xm[13,22],Xp[15,4],Xm[17,2],Xm[8,19],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 160]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[5,12],Xp[7,20],Xp[9,16],Xp[18,11],Xm[13,22],Xp[15,8],Xm[4,17],Xm[19,2],Xm[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 161]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xp[5,12],Xp[7,20],Xp[9,18],Xm[11,16],Xp[22,13],Xp[15,4],Xm[17,2],Xp[19,8],Xp[14,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 162]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[5,12],Xp[7,22],Xp[9,16],Xp[18,11],Xp[13,8],Xp[15,20],Xm[4,17],Xm[19,2],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,1},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 163]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xm[12,5],Xp[7,22],Xm[16,9],Xp[18,11],Xp[13,8],Xp[15,20],Xm[4,17],Xp[2,19],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,1},{10,0},{11,-1},{12,0},{13,1},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 164]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xm[5,14],Xp[7,16],Xp[20,9],Xp[4,11],Xp[18,13],Xm[15,2],Xp[17,22],Xp[12,19],Xp[8,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 165]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xm[5,14],Xp[7,16],Xm[9,20],Xp[4,11],Xm[13,18],Xm[15,2],Xp[17,22],Xm[19,12],Xm[21,8]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 166]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[14,5],Xm[7,18],Xp[9,2],Xm[11,20],Xp[13,22],Xp[4,15],Xm[17,12],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 167]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[5,14],Xp[7,20],Xp[9,2],Xm[18,11],Xp[13,4],Xm[15,22],Xm[12,17],Xp[19,8],Xm[21,16]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 168]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,10],Xp[5,14],Xp[7,20],Xp[9,4],Xm[18,11],Xp[13,2],Xm[15,22],Xp[17,8],Xm[12,19],Xm[21,16]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 169]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[16,5],Xp[7,12],Xp[18,9],Xp[2,11],Xp[13,20],Xp[15,22],Xp[4,17],Xp[8,19],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Knot[11, NonAlternating, 170]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[5,16],Xp[7,12],Xm[9,18],Xm[11,2],Xm[22,13],Xm[20,15],Xm[17,4],Xm[19,8],Xm[14,21]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 171]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[16,5],Xp[7,12],Xp[18,9],Xp[2,11],Xp[13,22],Xp[15,20],Xp[4,17],Xp[8,19],Xp[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 172]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[16,5],Xp[7,12],Xp[9,20],Xm[11,2],Xm[13,18],Xm[4,15],Xm[17,22],Xp[19,8],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 173]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[5,16],Xp[7,12],Xp[9,20],Xp[2,11],Xm[13,18],Xp[15,4],Xm[17,22],Xp[19,8],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 174]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[5,16],Xm[7,14],Xp[9,20],Xp[4,11],Xp[13,18],Xp[15,2],Xm[17,22],Xp[19,8],Xp[21,12]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 175]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[16,5],Xp[7,14],Xp[20,9],Xm[18,11],Xp[2,13],Xp[15,22],Xm[12,17],Xp[4,19],Xp[8,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,0},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 176]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[3,10],Xm[16,5],Xm[7,18],Xp[9,20],Xm[11,2],Xm[13,8],Xm[4,15],Xm[17,22],Xp[19,12],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 177]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[5,16],Xm[7,18],Xp[9,20],Xp[2,11],Xm[13,8],Xp[15,4],Xm[17,22],Xp[19,12],Xm[21,14]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 178]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[10,3],Xp[5,16],Xm[7,18],Xp[9,20],Xp[4,11],Xp[13,8],Xp[15,2],Xm[17,22],Xm[19,14],Xp[21,12]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 179]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[10,3],Xm[20,5],Xp[7,14],Xm[2,9],Xp[18,11],Xp[13,8],Xp[15,22],Xp[12,17],Xm[4,19],Xp[21,16]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Knot[11, NonAlternating, 180]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[12,3],Xp[16,5],Xp[7,14],Xp[18,9],Xp[20,11],Xp[2,13],Xp[15,22],Xp[4,17],Xp[10,19],Xp[8,21]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 181]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[12,3],Xp[16,5],Xp[7,14],Xp[20,9],Xp[18,11],Xp[2,13],Xp[15,22],Xp[4,17],Xp[10,19],Xp[8,21]},{{1,0},{2,1},{3,-1},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 182]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xm[12,3],Xm[5,16],Xp[7,18],Xp[9,14],Xm[4,11],Xm[13,20],Xp[15,22],Xm[17,2],Xp[19,8],Xm[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 183]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[14,3],Xp[5,10],Xp[18,7],Xp[9,2],Xm[11,22],Xp[13,20],Xp[4,15],Xp[17,12],Xp[8,19],Xp[21,16]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 184]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[14,3],Xp[5,10],Xm[7,18],Xp[9,2],Xm[11,22],Xp[13,20],Xp[4,15],Xp[17,12],Xm[19,8],Xp[21,16]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Knot[11, NonAlternating, 185]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xp[1,6],Xp[3,18],Xm[5,16],Xp[7,14],Xp[20,9],Xp[11,4],Xm[13,2],Xp[15,22],Xp[17,12],Xp[8,19],Xp[10,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]

toRVT[Link[2, Alternating, 1]] := RVT[{Strand [1,2],Strand [3,4]},{Xm[1,4],Xm[3,2]},{{1,0},{2,0},{3,0},{4,1}}]
toRVT[Link[4, Alternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8]},{Xm[1,6],Xm[3,8],Xm[5,2],Xm[7,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,0},{8,1}}]
toRVT[Link[5, Alternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10]},{Xm[1,6],Xm[7,10],Xm[5,4],Xp[9,2],Xp[3,8]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,1},{7,1},{8,0},{9,0},{10,0}}]
toRVT[Link[6, Alternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12]},{Xm[1,6],Xm[3,10],Xp[7,12],Xp[11,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,0},{12,0}}]
toRVT[Link[6, Alternating, 2]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12]},{Xm[1,8],Xm[5,12],Xm[3,10],Xm[11,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1}}]
toRVT[Link[6, Alternating, 3]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,12],Xm[7,6],Xm[11,4]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,-1}}]
toRVT[Link[6, Alternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12]},{Xm[1,6],Xp[7,12],Xp[11,4],Xm[5,10],Xp[3,8],Xm[9,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0}}]
toRVT[Link[6, Alternating, 5]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12]},{Xm[1,6],Xm[3,10],Xm[7,12],Xm[11,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,0},{12,0}}]
toRVT[Link[6, NonAlternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12]},{Xm[1,6],Xp[7,12],Xp[11,4],Xp[10,5],Xm[8,3],Xp[2,9]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0}}]
toRVT[Link[7, Alternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[5,10],Xp[3,8],Xp[9,14],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,0},{12,0},{13,0},{14,1}}]
toRVT[Link[7, Alternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xm[11,14],Xm[7,12],Xm[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,0},{12,0},{13,1},{14,0}}]
toRVT[Link[7, Alternating, 3]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[9,14],Xp[13,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0}}]
toRVT[Link[7, Alternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xp[3,10],Xp[7,14],Xp[9,12],Xp[13,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0}}]
toRVT[Link[7, Alternating, 5]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14]},{Xm[1,8],Xm[3,10],Xp[5,12],Xm[11,14],Xp[13,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,0},{12,1},{13,0},{14,0}}]
toRVT[Link[7, Alternating, 6]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14]},{Xm[1,8],Xp[3,10],Xp[9,14],Xp[5,12],Xm[7,2],Xp[11,4],Xp[13,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0}}]
toRVT[Link[7, Alternating, 7]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xp[11,14],Xp[13,8],Xp[7,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,-1}}]
toRVT[Link[7, NonAlternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[10,5],Xm[8,3],Xm[14,9],Xm[2,11]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,0},{12,0},{13,0},{14,1}}]
toRVT[Link[7, NonAlternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xp[4,13],Xm[10,5],Xm[8,3],Xm[14,9],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,0},{12,0},{13,0},{14,1}}]
toRVT[Link[8, Alternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[9,12],Xp[3,8],Xm[5,10],Xm[11,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1}}]
toRVT[Link[8, Alternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[13,16],Xm[9,14],Xm[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1}}]
toRVT[Link[8, Alternating, 3]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xp[7,14],Xm[11,16],Xm[15,12],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0}}]
toRVT[Link[8, Alternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[9,12],Xm[13,16],Xm[7,14],Xm[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0}}]
toRVT[Link[8, Alternating, 5]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,12],Xp[7,14],Xp[9,16],Xp[15,8],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0}}]
toRVT[Link[8, Alternating, 6]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,12],Xp[7,16],Xp[9,14],Xp[13,10],Xp[15,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0}}]
toRVT[Link[8, Alternating, 7]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[5,10],Xm[3,12],Xm[11,16],Xm[9,2],Xm[13,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,1}}]
toRVT[Link[8, Alternating, 8]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16]},{Xm[1,8],Xp[3,10],Xp[9,16],Xm[7,2],Xp[11,14],Xm[5,12],Xm[13,4],Xp[15,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0}}]
toRVT[Link[8, Alternating, 9]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16]},{Xm[1,8],Xp[3,10],Xp[9,16],Xm[7,2],Xp[15,4],Xm[5,12],Xm[11,14],Xm[13,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,0},{16,0}}]
toRVT[Link[8, Alternating, 10]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16]},{Xm[1,8],Xm[3,10],Xm[15,12],Xm[5,14],Xm[13,4],Xm[11,16],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,0}}]
toRVT[Link[8, Alternating, 11]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xm[11,16],Xm[15,12],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1}}]
toRVT[Link[8, Alternating, 12]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16]},{Xm[1,10],Xm[7,16],Xm[3,12],Xm[5,14],Xm[13,4],Xm[15,6],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,-1}}]
toRVT[Link[8, Alternating, 13]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16]},{Xm[1,10],Xm[7,16],Xm[3,12],Xm[13,6],Xm[5,14],Xm[15,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1}}]
toRVT[Link[8, Alternating, 14]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[7,16],Xm[9,8],Xm[13,4],Xm[15,6]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,-1}}]
toRVT[Link[8, Alternating, 15]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xp[11,16],Xp[15,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1}}]
toRVT[Link[8, Alternating, 16]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[13,2],Xm[7,14],Xp[9,16],Xp[11,10],Xm[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1}}]
toRVT[Link[8, Alternating, 17]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xm[3,12],Xm[13,10],Xm[15,8],Xm[7,14],Xm[9,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,1},{13,0},{14,0},{15,1},{16,-1}}]
toRVT[Link[8, Alternating, 18]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xp[3,12],Xp[15,8],Xp[7,14],Xp[9,16],Xp[11,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0}}]
toRVT[Link[8, Alternating, 19]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xp[3,12],Xm[5,14],Xp[11,8],Xp[7,16],Xm[13,10],Xm[9,2],Xp[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0}}]
toRVT[Link[8, Alternating, 20]] := RVT[{Strand [1,2,3,4],Strand [13,14,15,16],Strand [5,6,7,8,9,10,11,12]},{Xm[1,6],Xm[3,10],Xp[11,16],Xp[7,14],Xp[13,8],Xp[15,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0}}]
toRVT[Link[8, Alternating, 21]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16]},{Xm[1,6],Xm[5,2],Xm[11,16],Xm[3,10],Xm[9,4],Xm[7,14],Xm[13,8],Xm[15,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0}}]
toRVT[Link[8, NonAlternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,9],Xm[8,3],Xp[10,5],Xp[16,11],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1}}]
toRVT[Link[8, NonAlternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[12,9],Xm[8,3],Xp[10,5],Xp[16,11],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1}}]
toRVT[Link[8, NonAlternating, 3]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,13],Xm[7,14],Xm[16,9],Xm[10,11],Xm[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1}}]
toRVT[Link[8, NonAlternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[13,2],Xm[7,14],Xm[16,9],Xm[10,11],Xp[4,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1}}]
toRVT[Link[8, NonAlternating, 5]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xm[12,5],Xp[3,8],Xp[13,2],Xm[7,14],Xm[16,9],Xm[10,11],Xm[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1}}]
toRVT[Link[8, NonAlternating, 6]] := RVT[{Strand [1,2,3,4],Strand [13,14,15,16],Strand [5,6,7,8,9,10,11,12]},{Xm[1,6],Xm[3,10],Xm[16,11],Xm[14,7],Xm[8,13],Xm[12,15],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0}}]
toRVT[Link[8, NonAlternating, 7]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16]},{Xm[1,6],Xm[5,2],Xp[16,11],Xp[10,3],Xp[4,9],Xp[14,7],Xp[8,13],Xp[12,15]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0}}]
toRVT[Link[8, NonAlternating, 8]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16]},{Xm[1,6],Xm[5,2],Xm[11,16],Xp[10,3],Xp[4,9],Xp[14,7],Xp[8,13],Xm[15,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0}}]
toRVT[Link[9, Alternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,10],Xp[3,8],Xp[11,18],Xp[17,12],Xp[9,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,12],Xp[3,8],Xp[9,16],Xp[11,18],Xp[17,10],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1}}]
toRVT[Link[9, Alternating, 3]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,12],Xp[3,8],Xp[9,14],Xp[13,10],Xp[11,18],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1}}]
toRVT[Link[9, Alternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[9,16],Xp[13,18],Xp[17,14],Xp[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1}}]
toRVT[Link[9, Alternating, 5]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[7,14],Xp[15,18],Xp[11,16],Xp[17,12],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 6]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[11,16],Xm[7,14],Xm[15,8],Xm[13,18],Xm[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1}}]
toRVT[Link[9, Alternating, 7]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[13,16],Xm[7,14],Xm[15,8],Xm[11,18],Xm[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,0},{12,1},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 8]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,10],Xp[7,16],Xm[13,18],Xm[17,14],Xp[9,12],Xp[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 9]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[9,16],Xm[15,8],Xm[17,4],Xp[5,12],Xp[3,10],Xp[11,18],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1}}]
toRVT[Link[9, Alternating, 10]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,12],Xp[3,10],Xp[11,18],Xm[9,14],Xp[13,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1}}]
toRVT[Link[9, Alternating, 11]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xp[7,14],Xp[15,18],Xm[9,16],Xm[17,8],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 12]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xm[13,18],Xm[7,14],Xm[9,16],Xm[15,8],Xm[17,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0}}]
toRVT[Link[9, Alternating, 13]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xm[13,18],Xm[7,14],Xm[17,8],Xm[9,16],Xm[15,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,0}}]
toRVT[Link[9, Alternating, 14]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[9,16],Xp[11,18],Xp[15,8],Xp[17,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 15]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[11,18],Xp[17,8],Xp[9,16],Xp[15,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 16]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xp[9,14],Xp[13,10],Xm[15,18],Xm[7,16],Xm[17,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0}}]
toRVT[Link[9, Alternating, 17]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xp[7,16],Xp[9,18],Xp[17,8],Xp[11,14],Xp[15,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 18]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xp[7,18],Xp[9,16],Xp[11,14],Xp[15,10],Xp[17,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 19]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[9,2],Xm[3,12],Xm[5,10],Xm[11,18],Xm[17,4],Xp[13,16],Xp[7,14],Xp[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,1}}]
toRVT[Link[9, Alternating, 20]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[11,16],Xp[3,10],Xm[15,2],Xm[5,12],Xm[7,6],Xp[9,14],Xp[13,18],Xp[17,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 21]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[7,14],Xp[13,18],Xm[17,6],Xm[11,16],Xp[5,12],Xp[15,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1}}]
toRVT[Link[9, Alternating, 22]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[11,16],Xp[5,12],Xm[17,4],Xm[7,14],Xm[13,18],Xp[15,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 23]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[3,10],Xp[15,18],Xm[5,14],Xm[13,4],Xp[17,12],Xp[11,16],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 24]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[3,10],Xp[5,14],Xm[11,16],Xm[13,18],Xm[17,12],Xp[15,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,-1}}]
toRVT[Link[9, Alternating, 25]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[3,10],Xp[5,14],Xm[11,18],Xm[13,16],Xm[17,12],Xp[15,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,0},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 26]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xp[3,10],Xp[9,18],Xp[5,14],Xp[13,16],Xp[17,12],Xm[7,2],Xp[11,4],Xp[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 27]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xp[3,10],Xp[9,18],Xm[7,2],Xm[13,16],Xp[11,6],Xp[15,4],Xp[5,14],Xm[17,12]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0}}]
toRVT[Link[9, Alternating, 28]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xp[15,18],Xp[11,16],Xp[17,12],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 29]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[11,16],Xp[5,14],Xp[15,4],Xm[13,18],Xm[17,12]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,1},{14,0},{15,1},{16,-1},{17,1},{18,-1}}]
toRVT[Link[9, Alternating, 30]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[13,16],Xp[5,14],Xp[15,4],Xm[11,18],Xm[17,12]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 31]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[9,16],Xm[7,6],Xm[13,18],Xp[3,10],Xp[5,14],Xp[11,4],Xm[17,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,-1},{13,1},{14,0},{15,0},{16,0},{17,1},{18,-1}}]
toRVT[Link[9, Alternating, 32]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[3,12],Xm[13,18],Xm[9,14],Xm[17,10],Xm[5,16],Xm[7,2],Xm[11,4],Xm[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 33]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[3,12],Xp[9,18],Xp[13,10],Xm[5,16],Xp[17,14],Xm[7,2],Xm[11,4],Xm[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 34]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xm[5,14],Xm[3,12],Xp[7,16],Xm[15,18],Xm[13,4],Xp[17,6],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1}}]
toRVT[Link[9, Alternating, 35]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xm[3,12],Xp[7,16],Xp[5,14],Xm[13,18],Xp[15,6],Xp[17,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,0},{14,1},{15,-1},{16,1},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 36]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xp[3,12],Xp[11,18],Xp[5,14],Xp[7,16],Xm[9,2],Xp[13,4],Xp[15,6],Xp[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 37]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xp[3,12],Xp[11,18],Xm[9,2],Xp[17,4],Xp[7,16],Xp[5,14],Xp[15,6],Xp[13,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,1},{7,-1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 38]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xp[5,14],Xp[13,18],Xp[7,16],Xp[15,6],Xp[17,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 39]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[9,6],Xp[7,16],Xp[15,18],Xp[17,8],Xm[13,4]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 40]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,8],Xm[13,18],Xp[7,14],Xp[5,16],Xp[15,6],Xp[17,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,1},{16,-1},{17,1},{18,-1}}]
toRVT[Link[9, Alternating, 41]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,18],Xp[7,14],Xp[13,16],Xp[15,8],Xm[9,6],Xm[17,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 42]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xp[3,12],Xm[5,18],Xm[9,6],Xp[11,16],Xp[7,14],Xp[13,4],Xp[15,8],Xm[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 43]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xm[11,16],Xm[15,18],Xm[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1}}]
toRVT[Link[9, Alternating, 44]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[13,18],Xp[11,16],Xp[17,12],Xp[15,8],Xp[7,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 45]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[11,18],Xp[13,16],Xp[15,8],Xp[7,14],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,1},{18,-1}}]
toRVT[Link[9, Alternating, 46]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[13,2],Xm[7,14],Xp[11,16],Xm[9,18],Xm[17,10],Xm[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1}}]
toRVT[Link[9, Alternating, 47]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xm[13,10],Xm[15,18],Xm[7,14],Xp[17,8],Xp[9,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,1},{16,1},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 48]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xp[13,18],Xp[15,8],Xp[7,14],Xp[9,16],Xp[17,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 49]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xp[9,16],Xp[7,14],Xp[13,18],Xp[15,10],Xp[17,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 50]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xp[15,18],Xp[7,14],Xp[11,10],Xm[17,8],Xm[9,16],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, Alternating, 51]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xp[11,8],Xp[7,18],Xm[13,16],Xp[5,14],Xp[15,10],Xm[9,2],Xp[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0}}]
toRVT[Link[9, Alternating, 52]] := RVT[{Strand [1,2,3,4],Strand [13,14,15,16,17,18],Strand [5,6,7,8,9,10,11,12]},{Xm[1,6],Xm[3,10],Xm[11,16],Xp[7,14],Xp[13,8],Xm[15,18],Xm[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1}}]
toRVT[Link[9, Alternating, 53]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[9,18],Xp[3,8],Xm[5,16],Xm[17,14],Xp[15,10],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,-1},{17,0},{18,1}}]
toRVT[Link[9, Alternating, 54]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[13,18],Xp[9,16],Xp[15,8],Xm[17,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1}}]
toRVT[Link[9, Alternating, 55]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16,17,18]},{Xm[1,6],Xm[5,2],Xp[11,16],Xm[3,10],Xm[9,4],Xm[7,14],Xm[13,8],Xp[15,18],Xp[17,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,-1},{18,0}}]
toRVT[Link[9, NonAlternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xm[8,3],Xm[18,11],Xm[12,17],Xm[16,9],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0}}]
toRVT[Link[9, NonAlternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[10,5],Xm[8,3],Xm[18,11],Xm[12,17],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0}}]
toRVT[Link[9, NonAlternating, 3]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xp[3,8],Xm[18,11],Xm[12,17],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0}}]
toRVT[Link[9, NonAlternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,5],Xm[8,3],Xm[16,9],Xm[18,11],Xm[10,17],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1}}]
toRVT[Link[9, NonAlternating, 5]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[12,5],Xm[8,3],Xm[16,9],Xm[18,11],Xm[10,17],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1}}]
toRVT[Link[9, NonAlternating, 6]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,5],Xp[3,8],Xm[16,9],Xm[18,11],Xm[10,17],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1}}]
toRVT[Link[9, NonAlternating, 7]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xm[8,3],Xm[14,9],Xm[10,13],Xm[18,11],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1}}]
toRVT[Link[9, NonAlternating, 8]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xp[3,8],Xm[14,9],Xm[10,13],Xm[18,11],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1}}]
toRVT[Link[9, NonAlternating, 9]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[14,7],Xm[18,15],Xm[16,11],Xm[12,17],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, NonAlternating, 10]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[14,7],Xp[15,18],Xp[11,16],Xp[17,12],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, NonAlternating, 11]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[7,14],Xm[18,15],Xm[16,11],Xm[12,17],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, NonAlternating, 12]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[16,11],Xp[14,7],Xp[8,15],Xp[18,13],Xp[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1}}]
toRVT[Link[9, NonAlternating, 13]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xp[16,11],Xm[10,3],Xp[2,15],Xp[12,5],Xm[7,6],Xm[14,9],Xm[18,13],Xm[4,17]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, NonAlternating, 14]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xp[16,11],Xm[10,3],Xp[2,15],Xp[12,5],Xm[7,6],Xp[9,14],Xp[13,18],Xm[4,17]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, NonAlternating, 15]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[11,16],Xm[10,3],Xm[15,2],Xm[5,12],Xm[7,6],Xm[14,9],Xm[18,13],Xm[4,17]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, NonAlternating, 16]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xp[16,11],Xm[10,3],Xm[15,2],Xm[5,12],Xm[7,6],Xp[9,14],Xp[13,18],Xm[4,17]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1}}]
toRVT[Link[9, NonAlternating, 17]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[14,7],Xm[18,13],Xp[6,17],Xm[11,16],Xm[12,5],Xp[15,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1}}]
toRVT[Link[9, NonAlternating, 18]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,18],Xm[14,7],Xm[16,13],Xm[8,15],Xm[9,6],Xm[17,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, NonAlternating, 19]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,10],Xm[12,3],Xm[5,18],Xm[9,6],Xp[11,16],Xm[14,7],Xm[4,13],Xm[8,15],Xm[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0}}]
toRVT[Link[9, NonAlternating, 20]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xp[16,11],Xp[18,15],Xp[12,17],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1}}]
toRVT[Link[9, NonAlternating, 21]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xm[11,16],Xm[15,18],Xm[17,12],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1}}]
toRVT[Link[9, NonAlternating, 22]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xp[16,11],Xp[18,15],Xp[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1}}]
toRVT[Link[9, NonAlternating, 23]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,13],Xm[7,14],Xm[16,11],Xp[18,9],Xp[10,17],Xm[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1}}]
toRVT[Link[9, NonAlternating, 24]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[13,2],Xm[7,14],Xm[16,11],Xp[18,9],Xp[10,17],Xp[4,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1}}]
toRVT[Link[9, NonAlternating, 25]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[12,5],Xp[3,8],Xp[13,2],Xm[7,14],Xm[16,11],Xp[18,9],Xp[10,17],Xm[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1}}]
toRVT[Link[9, NonAlternating, 26]] := RVT[{Strand [1,2,3,4],Strand [13,14,15,16,17,18],Strand [5,6,7,8,9,10,11,12]},{Xm[1,6],Xm[3,10],Xp[16,11],Xm[14,7],Xm[8,13],Xp[18,15],Xp[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1}}]
toRVT[Link[9, NonAlternating, 27]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[18,9],Xp[3,8],Xp[16,5],Xp[14,17],Xm[10,15],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,-1},{17,0},{18,1}}]
toRVT[Link[9, NonAlternating, 28]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[9,18],Xp[3,8],Xp[16,5],Xp[14,17],Xp[15,10],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,-1},{17,0},{18,1}}]
toRVT[Link[10, Alternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,10],Xp[3,8],Xm[11,18],Xm[17,20],Xm[19,12],Xp[9,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[9,14],Xp[3,8],Xm[5,10],Xm[13,20],Xm[11,18],Xm[19,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 3]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[9,14],Xp[3,8],Xm[5,10],Xm[11,20],Xm[13,18],Xm[19,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, Alternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,12],Xp[3,8],Xp[9,16],Xp[17,20],Xm[11,18],Xm[19,10],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 5]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xp[9,14],Xp[3,8],Xm[5,12],Xm[13,20],Xp[11,16],Xp[15,10],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 6]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xp[5,12],Xp[3,8],Xm[13,16],Xm[9,14],Xm[15,10],Xp[11,20],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 7]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xp[11,14],Xp[3,8],Xm[5,12],Xm[13,20],Xp[9,16],Xp[15,10],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 8]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[9,16],Xm[17,20],Xm[13,18],Xm[19,14],Xp[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 9]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[13,18],Xm[9,16],Xm[17,8],Xp[15,20],Xp[19,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 10]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[15,18],Xm[9,16],Xm[17,8],Xp[13,20],Xp[19,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 11]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[11,16],Xm[7,14],Xm[15,8],Xm[17,20],Xp[13,18],Xp[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 12]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xp[7,14],Xm[11,18],Xp[15,20],Xp[19,16],Xm[17,12],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 13]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[13,16],Xm[7,14],Xm[15,8],Xp[17,20],Xp[11,18],Xp[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 14]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[7,14],Xp[15,20],Xm[9,16],Xm[19,8],Xm[13,18],Xm[17,12],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 15]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xp[7,16],Xm[11,18],Xm[13,20],Xm[19,12],Xm[17,14],Xp[15,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 16]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xp[7,16],Xm[11,20],Xm[13,18],Xm[17,14],Xm[19,12],Xp[15,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,0},{12,1},{13,-1},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 17]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[7,16],Xp[17,20],Xp[13,18],Xp[19,14],Xp[9,12],Xp[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 18]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[9,12],Xm[13,18],Xm[7,16],Xm[17,8],Xm[15,20],Xm[19,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 19]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[9,12],Xm[15,18],Xm[7,16],Xm[17,8],Xm[13,20],Xm[19,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 20]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xm[15,20],Xm[7,16],Xp[17,12],Xp[9,14],Xp[13,18],Xm[19,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 21]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,14],Xm[15,18],Xp[9,16],Xp[17,8],Xm[19,4],Xp[5,12],Xp[3,10],Xp[11,20],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,1},{16,1},{17,0},{18,-1},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 22]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[9,14],Xm[19,4],Xp[5,12],Xp[3,10],Xp[11,20],Xp[13,2],Xp[15,18],Xp[7,16],Xp[17,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 23]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xm[9,18],Xm[17,8],Xm[19,4],Xp[11,14],Xp[3,10],Xm[5,12],Xm[13,20],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 24]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xp[11,14],Xp[3,10],Xm[5,12],Xm[13,20],Xm[9,16],Xp[15,2],Xm[17,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 25]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xm[13,20],Xm[7,14],Xm[15,18],Xp[9,16],Xp[17,8],Xm[19,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 26]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xm[13,20],Xm[7,14],Xm[19,8],Xp[9,16],Xp[15,18],Xp[17,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 27]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[9,16],Xp[15,8],Xp[17,20],Xm[11,18],Xm[19,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 28]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[15,20],Xm[9,16],Xm[19,8],Xm[11,18],Xm[17,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 29]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[11,20],Xp[19,8],Xm[9,16],Xm[15,18],Xm[17,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 30]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xp[7,14],Xp[9,18],Xp[15,20],Xp[19,16],Xp[17,8],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 31]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[15,20],Xm[11,16],Xm[9,18],Xm[17,10],Xm[19,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 32]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[7,16],Xp[17,20],Xm[11,18],Xm[19,10],Xp[9,14],Xp[15,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 33]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xp[7,16],Xp[9,18],Xm[13,20],Xp[17,8],Xm[19,14],Xp[15,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 34]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[7,16],Xp[17,20],Xm[9,18],Xm[19,8],Xp[11,14],Xp[15,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 35]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[11,14],Xm[15,20],Xm[7,16],Xm[9,18],Xm[17,8],Xm[19,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 36]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[11,14],Xm[15,20],Xm[7,16],Xm[19,8],Xm[9,18],Xm[17,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 37]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xp[7,18],Xm[15,20],Xm[19,16],Xp[9,14],Xp[13,10],Xp[17,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 38]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xm[13,16],Xm[9,14],Xm[15,10],Xm[17,20],Xm[7,18],Xm[19,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 39]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[9,14],Xp[11,16],Xp[15,10],Xm[17,20],Xm[7,18],Xm[19,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 40]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xp[7,18],Xm[13,20],Xm[19,14],Xp[9,16],Xp[15,10],Xp[17,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 41]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[9,16],Xp[11,14],Xp[15,10],Xm[17,20],Xm[7,18],Xm[19,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 42]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xp[13,18],Xp[17,14],Xm[19,4],Xm[5,10],Xm[3,12],Xm[11,20],Xm[9,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 43]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[9,2],Xm[3,12],Xp[11,20],Xp[5,18],Xp[19,10],Xm[17,4],Xp[13,16],Xp[7,14],Xp[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 44]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,14],Xp[7,16],Xp[9,18],Xp[11,20],Xp[17,8],Xp[19,10],Xp[15,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 45]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,14],Xp[7,16],Xp[11,20],Xp[19,8],Xp[9,18],Xp[17,10],Xp[15,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 46]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,14],Xp[7,18],Xp[9,20],Xp[19,8],Xp[17,12],Xp[11,16],Xp[15,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 47]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,14],Xp[7,18],Xp[9,20],Xp[19,8],Xp[11,16],Xp[15,12],Xp[17,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 48]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,14],Xp[7,20],Xp[9,18],Xp[11,16],Xp[15,12],Xp[17,10],Xp[19,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 49]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[5,10],Xm[3,14],Xm[11,18],Xm[13,20],Xm[19,12],Xm[9,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 50]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[5,10],Xm[3,14],Xm[11,20],Xm[13,18],Xm[19,12],Xm[9,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, Alternating, 51]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xm[15,4],Xm[5,12],Xp[11,16],Xp[17,6],Xm[19,14],Xm[13,18]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 52]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xm[11,16],Xm[5,12],Xp[17,4],Xp[19,14],Xp[13,18],Xm[15,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 53]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,18],Xm[7,6],Xp[13,20],Xm[5,12],Xp[3,10],Xm[15,4],Xp[11,16],Xp[19,14],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 54]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[11,18],Xp[5,12],Xp[17,4],Xm[7,14],Xp[13,16],Xm[15,20],Xm[19,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 55]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[7,14],Xm[13,16],Xp[17,6],Xp[11,18],Xp[5,12],Xp[15,20],Xm[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 56]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[7,16],Xp[3,10],Xm[5,12],Xp[11,20],Xm[13,18],Xm[15,2],Xm[19,4],Xp[9,14],Xp[17,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 57]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,10],Xp[5,14],Xm[11,16],Xm[17,20],Xp[13,18],Xp[19,12],Xp[15,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 58]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,10],Xp[15,20],Xm[5,14],Xm[13,4],Xm[17,12],Xm[11,18],Xp[19,16],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 59]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,10],Xp[5,14],Xm[13,16],Xp[17,20],Xp[11,18],Xp[19,12],Xp[15,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 60]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xp[5,14],Xm[13,18],Xm[19,16],Xm[17,12],Xm[7,2],Xp[11,4],Xp[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 61]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xp[13,18],Xp[11,6],Xp[19,16],Xp[15,4],Xp[5,14],Xp[17,12]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 62]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xp[11,16],Xm[5,14],Xm[15,4],Xp[13,18],Xp[17,12],Xp[19,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 63]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xp[19,4],Xm[5,14],Xm[11,16],Xm[13,18],Xm[17,12],Xm[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 64]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xp[13,16],Xm[5,14],Xm[15,4],Xp[11,18],Xp[17,12],Xp[19,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 65]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xp[19,4],Xm[5,14],Xm[11,18],Xm[13,16],Xm[17,12],Xm[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 66]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[11,16],Xp[5,14],Xp[15,4],Xm[17,20],Xp[13,18],Xp[19,12]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 67]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xm[11,18],Xp[15,20],Xp[19,16],Xm[17,12],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 68]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[13,16],Xp[5,14],Xp[15,4],Xp[17,20],Xp[11,18],Xp[19,12]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,0},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 69]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,16],Xm[7,6],Xm[17,20],Xp[3,10],Xp[5,14],Xp[11,4],Xp[13,18],Xp[19,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 70]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,18],Xp[5,14],Xp[11,16],Xp[3,10],Xm[7,12],Xm[15,20],Xp[13,6],Xm[19,4],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 71]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,18],Xp[5,14],Xp[7,16],Xp[3,10],Xp[11,20],Xm[15,12],Xp[13,6],Xm[19,4],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 72]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,10],Xm[17,14],Xm[5,16],Xm[15,4],Xm[11,18],Xm[13,20],Xm[19,12],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 73]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,10],Xm[17,14],Xm[5,16],Xm[15,4],Xm[11,20],Xm[13,18],Xm[19,12],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,0},{12,1},{13,-1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 74]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,16],Xm[11,18],Xm[13,20],Xm[19,12],Xm[17,14],Xm[7,6],Xm[15,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 75]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,16],Xm[11,20],Xm[13,18],Xm[17,14],Xm[19,12],Xm[7,6],Xm[15,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 76]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,14],Xm[7,6],Xm[15,20],Xp[5,16],Xp[19,4],Xp[3,10],Xm[17,12],Xm[11,18],Xp[13,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,1},{19,-1},{20,-1}}]
toRVT[Link[10, Alternating, 77]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,16],Xm[7,14],Xm[11,18],Xm[15,20],Xm[17,12],Xm[13,4],Xm[19,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 78]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[7,14],Xm[13,6],Xp[11,18],Xm[5,16],Xp[17,12],Xp[15,20],Xm[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 79]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,12],Xm[13,20],Xm[9,14],Xm[19,10],Xp[5,16],Xp[15,18],Xm[7,2],Xm[11,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 80]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,12],Xp[9,18],Xm[13,20],Xm[19,14],Xp[15,10],Xp[5,16],Xm[7,2],Xm[11,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 81]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,12],Xm[19,14],Xm[5,16],Xp[9,18],Xm[15,4],Xp[17,10],Xm[13,20],Xm[7,2],Xm[11,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 82]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,12],Xp[9,20],Xp[13,10],Xp[5,16],Xp[15,18],Xp[19,14],Xm[7,2],Xm[11,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 83]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,12],Xp[9,20],Xm[17,14],Xm[5,16],Xm[15,4],Xm[13,18],Xp[19,10],Xm[7,2],Xm[11,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 84]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,14],Xm[7,4],Xp[5,16],Xp[15,18],Xp[17,6],Xm[11,20],Xm[19,10],Xp[13,2],Xp[3,12]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 85]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[5,16],Xp[9,18],Xp[19,10],Xp[17,14],Xm[11,2],Xm[3,12],Xm[7,4],Xp[13,20],Xm[15,6]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 86]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[5,16],Xp[9,18],Xm[19,14],Xp[15,10],Xm[11,20],Xm[7,4],Xp[13,2],Xp[3,12],Xp[17,6]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 87]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,20],Xm[7,6],Xm[11,2],Xm[3,12],Xm[5,16],Xm[13,18],Xm[17,14],Xm[15,4],Xm[19,10]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 88]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[3,12],Xp[5,14],Xm[7,16],Xp[15,18],Xm[13,20],Xm[17,6],Xp[19,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 89]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xp[3,12],Xp[11,20],Xp[5,14],Xm[9,2],Xp[13,4],Xp[15,18],Xm[7,16],Xm[17,6],Xp[19,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 90]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xp[3,12],Xp[11,20],Xp[5,14],Xm[9,2],Xp[13,4],Xp[19,6],Xm[7,16],Xm[15,18],Xm[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 91]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xp[3,12],Xp[11,20],Xm[9,2],Xp[19,4],Xp[5,14],Xm[7,16],Xp[15,18],Xm[17,6],Xp[13,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,1},{7,-1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 92]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xp[3,12],Xp[11,20],Xm[9,2],Xp[13,18],Xm[5,14],Xm[17,4],Xm[7,16],Xm[15,6],Xp[19,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 93]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xp[3,12],Xp[11,20],Xm[9,2],Xp[19,4],Xm[5,14],Xm[13,18],Xm[7,16],Xm[15,6],Xm[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 94]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[5,14],Xm[3,12],Xm[13,4],Xm[19,16],Xm[7,18],Xm[17,6],Xm[15,20],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 95]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[3,12],Xp[5,14],Xm[13,16],Xp[7,18],Xm[17,20],Xp[15,4],Xp[19,6],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 96]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xm[5,14],Xm[19,16],Xm[7,18],Xm[17,6],Xm[15,20],Xm[13,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 97]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[9,6],Xm[7,18],Xp[15,20],Xp[19,16],Xm[17,8],Xm[13,4]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 98]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[7,18],Xm[15,20],Xm[19,16],Xm[9,8],Xm[13,4],Xm[17,6]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,1},{17,-1},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 99]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xp[3,12],Xp[11,20],Xm[9,2],Xp[13,18],Xm[7,14],Xm[5,16],Xm[15,6],Xm[17,4],Xp[19,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 100]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[3,12],Xm[19,14],Xm[7,18],Xm[5,16],Xm[15,4],Xm[17,6],Xm[13,20],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 101]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[3,12],Xm[19,14],Xm[7,18],Xm[15,6],Xm[5,16],Xm[17,4],Xm[13,20],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 102]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,16],Xm[13,20],Xm[19,14],Xm[7,18],Xm[9,8],Xm[15,4],Xm[17,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 103]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xp[3,12],Xp[11,20],Xm[9,2],Xm[17,4],Xm[5,18],Xp[13,6],Xp[7,14],Xp[15,8],Xm[19,16]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 104]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[11,16],Xm[9,8],Xm[17,20],Xp[3,12],Xp[7,14],Xp[13,6],Xp[5,18],Xp[19,4],Xp[15,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 105]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[9,16],Xm[13,6],Xm[7,14],Xm[15,8],Xp[17,20],Xm[19,4],Xm[5,18]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 106]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[11,18],Xm[5,20],Xm[7,14],Xp[3,12],Xp[13,16],Xm[15,6],Xm[9,8],Xm[19,4],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 107]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[5,20],Xm[3,14],Xm[15,4],Xm[7,16],Xp[11,18],Xp[17,12],Xm[9,2],Xm[13,8],Xm[19,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 108]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[7,16],Xm[5,10],Xm[3,6],Xm[9,4],Xm[17,20],Xm[13,18],Xm[19,14],Xm[11,2],Xm[15,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 109]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xp[7,16],Xm[5,10],Xm[3,6],Xm[9,4],Xp[13,18],Xp[15,20],Xp[19,14],Xm[11,2],Xp[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 110]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xp[3,8],Xp[13,18],Xp[15,20],Xp[19,14],Xm[17,6],Xm[7,16],Xp[5,10],Xp[9,4],Xm[11,2]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 111]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[7,16],Xm[3,8],Xp[17,2],Xp[5,14],Xp[11,6],Xp[9,18],Xm[15,20],Xm[13,10],Xm[19,4]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 112]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xp[3,8],Xp[5,14],Xm[7,18],Xp[9,16],Xm[11,10],Xp[13,6],Xm[19,4],Xm[15,20],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 113]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xp[3,8],Xp[13,18],Xp[7,20],Xp[19,6],Xm[15,4],Xm[5,14],Xp[9,16],Xm[11,2],Xp[17,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 114]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[9,20],Xm[3,14],Xm[5,16],Xm[7,18],Xm[15,4],Xm[17,6],Xm[19,8],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,1},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 115]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[9,20],Xm[3,14],Xm[5,16],Xm[15,4],Xm[17,8],Xm[7,18],Xm[19,6],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,1},{19,-1},{20,-1}}]
toRVT[Link[10, Alternating, 116]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[9,20],Xm[3,14],Xm[15,8],Xm[5,16],Xm[7,18],Xm[17,6],Xm[19,4],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,1},{17,0},{18,-1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 117]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[11,4],Xm[9,20],Xm[5,16],Xm[7,18],Xm[17,6],Xm[19,8],Xm[15,10]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 118]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[5,16],Xm[7,18],Xm[9,20],Xm[11,10],Xm[15,4],Xm[17,6],Xm[19,8]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 119]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[7,20],Xm[3,14],Xm[15,6],Xm[5,16],Xm[17,4],Xm[9,18],Xm[11,2],Xm[13,10],Xm[19,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,1},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 120]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[5,16],Xm[11,6],Xm[7,20],Xm[9,18],Xm[17,10],Xm[19,8],Xm[15,4]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, Alternating, 121]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[5,20],Xm[3,16],Xm[15,10],Xm[19,8],Xm[9,18],Xm[17,4],Xm[11,2],Xm[13,6],Xm[7,14]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,1},{8,1},{9,-1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 122]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xp[11,16],Xm[13,18],Xp[17,20],Xm[19,12],Xp[15,8],Xp[7,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 123]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xp[11,18],Xm[15,20],Xm[19,16],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 124]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[11,18],Xm[17,20],Xp[13,16],Xp[15,8],Xp[7,14],Xm[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 125]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[7,16],Xm[15,8],Xp[13,20],Xp[11,18],Xp[19,12],Xp[17,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 126]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[7,16],Xm[15,8],Xp[11,20],Xp[13,18],Xp[17,14],Xp[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 127]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[13,2],Xm[7,14],Xp[9,18],Xp[11,16],Xp[17,20],Xm[15,4],Xp[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 128]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xp[13,20],Xp[15,18],Xp[7,14],Xp[19,10],Xm[17,8],Xm[9,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 129]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xm[9,16],Xp[7,14],Xm[15,18],Xp[13,20],Xm[17,10],Xp[19,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 130]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xm[13,10],Xm[15,20],Xm[7,14],Xm[17,8],Xm[9,18],Xm[19,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,0},{14,0},{15,1},{16,1},{17,0},{18,-1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 131]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[15,20],Xp[7,14],Xp[11,10],Xp[17,8],Xp[9,18],Xp[19,16],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 132]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xp[13,20],Xm[15,10],Xm[17,8],Xm[7,16],Xm[9,18],Xp[19,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 133]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[11,14],Xp[15,20],Xp[17,8],Xp[7,16],Xp[9,18],Xp[19,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 134]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xm[7,16],Xm[9,20],Xp[11,18],Xm[15,8],Xm[19,10],Xp[17,14],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 135]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xm[5,14],Xp[11,16],Xm[13,10],Xp[17,20],Xp[19,8],Xp[7,18],Xm[9,2],Xp[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, Alternating, 136]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xm[7,20],Xm[19,8],Xp[11,18],Xm[13,16],Xp[5,14],Xp[15,10],Xm[9,2],Xp[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 137]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[5,14],Xp[3,8],Xp[15,2],Xm[7,16],Xp[9,18],Xm[17,4],Xp[19,12],Xp[11,20],Xp[13,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 138]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[5,14],Xp[3,8],Xp[15,2],Xm[7,16],Xp[9,18],Xp[11,20],Xp[13,12],Xm[17,4],Xp[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, Alternating, 139]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xp[11,18],Xp[7,14],Xp[13,8],Xm[15,20],Xm[19,16],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,1}}]
toRVT[Link[10, Alternating, 140]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[15,2],Xp[3,10],Xp[5,14],Xp[11,20],Xp[13,12],Xm[19,4],Xm[17,8],Xm[7,16],Xm[9,18]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 141]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[5,14],Xp[3,10],Xp[15,2],Xm[7,18],Xm[9,16],Xm[17,8],Xp[11,20],Xp[13,12],Xm[19,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 142]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,14],Xm[15,12],Xm[17,8],Xm[7,16],Xm[9,18],Xm[11,20],Xm[19,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 143]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,14],Xm[15,12],Xm[9,18],Xm[7,16],Xm[11,20],Xm[17,10],Xm[19,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,0},{14,1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,-1}}]
toRVT[Link[10, Alternating, 144]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,14],Xp[17,8],Xp[7,16],Xp[9,18],Xp[13,10],Xp[11,20],Xp[19,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 145]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,14],Xp[17,8],Xp[7,16],Xp[9,18],Xp[11,20],Xp[13,12],Xp[19,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 146]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,14],Xp[11,20],Xp[7,18],Xp[9,16],Xp[17,8],Xp[13,10],Xp[19,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 147]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,14],Xm[5,16],Xp[9,20],Xp[7,18],Xp[13,8],Xm[15,12],Xp[19,10],Xm[11,2],Xp[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 148]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,14],Xm[5,16],Xm[15,12],Xp[19,8],Xp[7,18],Xp[9,20],Xp[13,10],Xm[11,2],Xp[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 149]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[5,16],Xp[3,8],Xp[17,20],Xp[19,10],Xp[9,18],Xp[15,14],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 150]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[13,18],Xp[9,16],Xp[15,8],Xp[17,20],Xp[19,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 151]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xp[3,10],Xp[7,14],Xp[13,18],Xm[9,16],Xm[15,8],Xm[17,20],Xp[19,12],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,-1},{19,1},{20,1}}]
toRVT[Link[10, Alternating, 152]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xp[13,20],Xp[7,16],Xp[15,8],Xp[11,18],Xp[19,12],Xp[17,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 153]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xm[11,18],Xm[17,8],Xm[7,16],Xm[13,20],Xm[15,14],Xm[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 154]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xp[7,14],Xm[15,20],Xm[11,18],Xm[17,12],Xm[19,16],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, Alternating, 155]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,12],Xp[13,20],Xp[7,18],Xp[17,10],Xm[9,14],Xm[15,8],Xp[19,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 156]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[9,18],Xp[17,6],Xm[7,16],Xp[3,10],Xp[5,14],Xp[13,4],Xm[11,20],Xm[15,12],Xm[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 157]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[11,18],Xp[3,10],Xp[19,2],Xp[7,16],Xm[9,20],Xp[17,12],Xm[13,4],Xm[5,14],Xm[15,6]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 158]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[5,14],Xm[9,20],Xp[19,2],Xp[3,10],Xp[11,18],Xp[7,16],Xp[17,12],Xm[13,6],Xm[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 159]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[5,16],Xm[3,14],Xm[15,4],Xm[17,12],Xm[19,10],Xm[9,18],Xm[11,20],Xm[7,2],Xm[13,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 160]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,14],Xp[11,20],Xp[9,18],Xp[13,10],Xp[19,12],Xp[5,16],Xm[7,2],Xp[15,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 161]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,14],Xp[19,10],Xp[9,18],Xp[11,20],Xp[13,12],Xp[5,16],Xm[7,2],Xp[15,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 162]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[5,16],Xp[19,10],Xp[9,18],Xp[11,20],Xm[13,2],Xm[3,14],Xm[7,4],Xp[15,12],Xp[17,6]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 163]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[9,20],Xp[19,6],Xm[7,18],Xm[11,4],Xp[5,16],Xp[15,10],Xm[17,12],Xm[13,2],Xm[3,14]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 164]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,14],Xm[15,12],Xm[19,10],Xm[9,16],Xm[11,20],Xm[5,18],Xm[7,2],Xm[13,4],Xm[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 165]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[5,2],Xm[11,18],Xm[3,10],Xm[9,4],Xm[7,14],Xm[13,8],Xp[15,20],Xp[19,16],Xm[17,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 166]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[5,2],Xm[13,20],Xm[3,10],Xm[9,4],Xm[7,16],Xm[15,8],Xm[11,18],Xm[19,12],Xm[17,14]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, Alternating, 167]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[5,2],Xp[11,18],Xm[3,10],Xm[9,4],Xp[17,8],Xp[7,16],Xp[13,20],Xp[15,14],Xp[19,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 168]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xp[11,18],Xp[15,20],Xp[19,16],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 169]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[15,2],Xm[7,16],Xm[9,14],Xm[13,20],Xm[19,10],Xp[11,18],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 170]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[15,2],Xm[7,16],Xm[19,14],Xm[13,20],Xp[9,18],Xp[11,10],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, Alternating, 171]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xm[3,12],Xm[13,10],Xp[15,20],Xm[7,14],Xp[19,16],Xm[17,8],Xm[9,18],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,-1},{19,-1},{20,0}}]
toRVT[Link[10, Alternating, 172]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xp[3,12],Xm[15,20],Xp[7,14],Xp[11,10],Xm[19,16],Xp[17,8],Xp[9,18],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, Alternating, 173]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xm[3,12],Xm[13,20],Xm[19,16],Xm[7,18],Xp[15,8],Xp[9,14],Xm[17,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, Alternating, 174]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16],Strand [17,18,19,20]},{Xm[1,6],Xm[5,2],Xm[11,18],Xm[3,10],Xm[9,4],Xm[7,14],Xm[13,8],Xm[15,20],Xm[19,16],Xm[17,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xm[8,3],Xp[18,11],Xp[20,17],Xp[12,19],Xm[16,9],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[10,5],Xm[8,3],Xp[18,11],Xp[20,17],Xp[12,19],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 3]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xp[3,8],Xp[18,11],Xp[20,17],Xp[12,19],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,9],Xm[8,3],Xp[10,5],Xp[20,13],Xp[18,11],Xp[12,19],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 5]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xp[4,17],Xm[14,9],Xm[8,3],Xp[10,5],Xp[20,13],Xp[18,11],Xp[12,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 6]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,9],Xp[3,8],Xp[10,5],Xp[20,13],Xp[18,11],Xp[12,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 7]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,9],Xm[8,3],Xp[10,5],Xp[20,11],Xp[18,13],Xp[12,19],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, NonAlternating, 8]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xp[4,17],Xm[14,9],Xm[8,3],Xp[10,5],Xp[20,11],Xp[18,13],Xp[12,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, NonAlternating, 9]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,9],Xp[3,8],Xp[10,5],Xp[20,11],Xp[18,13],Xp[12,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, NonAlternating, 10]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,5],Xm[8,3],Xm[16,9],Xm[20,17],Xp[18,11],Xp[10,19],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 11]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[12,5],Xm[8,3],Xm[16,9],Xm[20,17],Xp[18,11],Xp[10,19],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 12]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,5],Xp[3,8],Xm[16,9],Xm[20,17],Xp[18,11],Xp[10,19],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 13]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[14,9],Xm[8,3],Xp[12,5],Xp[20,13],Xm[16,11],Xm[10,15],Xm[2,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 14]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[14,9],Xp[3,8],Xp[12,5],Xp[20,13],Xm[16,11],Xm[10,15],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 15]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xp[9,14],Xp[3,8],Xp[12,5],Xp[20,13],Xp[11,16],Xp[15,10],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 16]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[14,9],Xp[3,8],Xm[5,12],Xm[13,20],Xm[16,11],Xm[10,15],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 17]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[12,5],Xm[8,3],Xp[16,13],Xp[14,9],Xp[10,15],Xm[20,11],Xm[2,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 18]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[12,5],Xp[3,8],Xp[16,13],Xp[14,9],Xp[10,15],Xm[20,11],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 19]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[14,11],Xm[8,3],Xp[12,5],Xp[20,13],Xm[16,9],Xm[10,15],Xm[2,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 20]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[14,11],Xp[3,8],Xp[12,5],Xp[20,13],Xm[16,9],Xm[10,15],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 21]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[16,9],Xp[20,17],Xp[18,13],Xp[14,19],Xm[8,15],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 22]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[16,9],Xm[17,20],Xm[13,18],Xm[19,14],Xm[8,15],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 23]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[9,16],Xp[20,17],Xp[18,13],Xp[14,19],Xp[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 24]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[18,13],Xp[16,9],Xp[8,17],Xm[20,15],Xm[14,19],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 25]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xp[16,11],Xp[14,7],Xp[8,15],Xp[20,17],Xm[18,13],Xm[12,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 26]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[11,16],Xp[14,7],Xp[8,15],Xm[17,20],Xp[13,18],Xp[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 27]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xp[16,11],Xm[7,14],Xm[15,8],Xp[20,17],Xm[18,13],Xm[12,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,1},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 28]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[14,7],Xp[18,11],Xm[20,15],Xm[16,19],Xp[12,17],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 29]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[10,3],Xm[14,7],Xm[20,15],Xp[16,9],Xp[8,19],Xp[18,13],Xp[12,17],Xm[5,2],Xm[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 30]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[10,3],Xp[20,15],Xp[16,7],Xm[12,17],Xm[14,9],Xm[18,13],Xp[8,19],Xm[5,2],Xm[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1}}]
toRVT[Link[10, NonAlternating, 31]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[14,11],Xm[10,3],Xp[12,5],Xp[20,13],Xm[9,16],Xm[2,15],Xm[17,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 32]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xm[16,7],Xm[20,17],Xp[18,11],Xp[10,19],Xm[14,9],Xm[8,15],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, NonAlternating, 33]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xm[16,7],Xp[17,20],Xm[11,18],Xm[19,10],Xm[14,9],Xm[8,15],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, NonAlternating, 34]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[7,16],Xm[20,17],Xp[18,11],Xp[10,19],Xp[9,14],Xp[15,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, NonAlternating, 35]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[12,3],Xp[16,13],Xp[14,9],Xp[10,15],Xp[20,17],Xp[18,7],Xp[8,19],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 36]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[12,3],Xm[13,16],Xm[9,14],Xm[15,10],Xp[20,17],Xp[18,7],Xp[8,19],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 37]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xp[16,13],Xp[14,9],Xp[10,15],Xp[20,17],Xp[18,7],Xp[8,19],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 38]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,12],Xm[13,16],Xm[9,14],Xm[15,10],Xp[20,17],Xp[18,7],Xp[8,19],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 39]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[9,14],Xp[11,16],Xp[15,10],Xp[20,17],Xp[18,7],Xp[8,19],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 40]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xp[4,15],Xp[12,5],Xm[16,11],Xp[17,6],Xm[19,14],Xm[13,18]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 41]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xm[15,4],Xp[12,5],Xm[16,11],Xm[6,17],Xm[19,14],Xm[13,18]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 42]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xp[4,15],Xp[12,5],Xp[11,16],Xp[17,6],Xp[14,19],Xp[18,13]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 43]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[3,10],Xp[9,20],Xm[7,2],Xm[15,4],Xp[12,5],Xp[11,16],Xm[6,17],Xp[14,19],Xp[18,13]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 44]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[18,9],Xm[7,6],Xm[20,13],Xp[12,5],Xm[10,3],Xp[4,15],Xm[16,11],Xm[14,19],Xm[2,17]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 45]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,18],Xm[7,6],Xp[13,20],Xp[12,5],Xm[10,3],Xp[4,15],Xm[16,11],Xp[19,14],Xm[2,17]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 46]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[18,9],Xm[7,6],Xm[20,13],Xm[5,12],Xm[10,3],Xm[15,4],Xp[11,16],Xm[14,19],Xm[2,17]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 47]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[18,9],Xm[7,6],Xp[13,20],Xm[5,12],Xm[10,3],Xm[15,4],Xp[11,16],Xp[19,14],Xm[2,17]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 48]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,18],Xm[7,6],Xp[13,20],Xm[5,12],Xm[10,3],Xp[4,15],Xm[16,11],Xp[19,14],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 49]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,18],Xm[7,6],Xp[13,20],Xm[5,12],Xm[10,3],Xm[15,4],Xm[16,11],Xp[19,14],Xm[2,17]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 50]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,18],Xm[7,6],Xm[20,13],Xm[5,12],Xp[3,10],Xm[15,4],Xp[11,16],Xm[14,19],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 51]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[18,11],Xm[12,5],Xm[4,17],Xm[7,14],Xp[13,16],Xm[15,20],Xm[19,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 52]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[18,9],Xp[5,14],Xp[11,16],Xm[10,3],Xm[7,12],Xm[15,20],Xp[13,6],Xm[19,4],Xm[2,17]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 53]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[3,12],Xm[13,20],Xp[14,9],Xp[10,19],Xm[16,5],Xm[18,15],Xm[7,2],Xm[11,4],Xm[6,17]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 54]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xp[3,12],Xp[11,20],Xm[9,2],Xp[4,17],Xp[18,5],Xp[13,6],Xp[7,14],Xp[15,8],Xp[16,19]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, NonAlternating, 55]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xp[16,11],Xm[9,8],Xp[20,17],Xm[12,3],Xm[14,7],Xm[6,13],Xm[18,5],Xm[4,19],Xm[2,15]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1}}]
toRVT[Link[10, NonAlternating, 56]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[11,18],Xm[5,20],Xp[14,7],Xp[3,12],Xm[16,13],Xp[6,15],Xm[9,8],Xm[19,4],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 57]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,10],Xm[5,20],Xp[14,3],Xp[4,15],Xp[16,7],Xm[18,11],Xm[12,17],Xm[9,2],Xp[8,13],Xm[19,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 58]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xp[16,7],Xp[10,5],Xp[6,3],Xp[4,9],Xp[20,17],Xp[18,13],Xp[14,19],Xm[11,2],Xp[8,15]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 59]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xp[16,7],Xp[10,5],Xp[6,3],Xp[4,9],Xm[17,20],Xm[13,18],Xm[19,14],Xm[11,2],Xp[8,15]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 60]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[7,16],Xp[10,5],Xp[6,3],Xp[4,9],Xp[20,17],Xp[18,13],Xp[14,19],Xm[11,2],Xm[15,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 61]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[7,16],Xp[10,5],Xp[6,3],Xp[4,9],Xm[17,20],Xm[13,18],Xm[19,14],Xm[11,2],Xm[15,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 62]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xp[7,16],Xp[10,5],Xp[6,3],Xp[4,9],Xp[13,18],Xp[15,20],Xp[19,14],Xm[11,2],Xp[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 63]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xp[16,7],Xp[8,3],Xm[2,17],Xm[14,5],Xm[6,11],Xm[18,9],Xp[20,15],Xm[13,10],Xp[4,19]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 64]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,12],Xm[7,16],Xp[8,3],Xm[2,17],Xp[5,14],Xp[11,6],Xm[18,9],Xm[15,20],Xm[13,10],Xm[19,4]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 65]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[10,3],Xm[16,11],Xp[18,13],Xm[20,17],Xp[12,19],Xm[8,15],Xm[14,7],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, NonAlternating, 66]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[10,3],Xp[11,16],Xm[13,18],Xp[17,20],Xm[19,12],Xm[8,15],Xm[14,7],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, NonAlternating, 67]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[16,11],Xp[18,13],Xm[20,17],Xp[12,19],Xp[15,8],Xp[7,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,-1}}]
toRVT[Link[10, NonAlternating, 68]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,13],Xm[7,14],Xm[18,9],Xm[16,11],Xm[20,17],Xm[15,4],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 69]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[13,2],Xm[7,14],Xm[18,9],Xm[16,11],Xm[20,17],Xp[4,15],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 70]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[12,5],Xp[3,8],Xp[13,2],Xm[7,14],Xm[18,9],Xm[16,11],Xm[20,17],Xm[15,4],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 71]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[12,3],Xp[16,7],Xp[20,9],Xm[18,11],Xp[8,15],Xp[10,19],Xm[14,17],Xm[5,2],Xm[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 72]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[16,7],Xp[20,9],Xm[18,11],Xp[8,15],Xp[10,19],Xm[14,17],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 73]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,12],Xp[16,7],Xm[9,20],Xp[11,18],Xp[8,15],Xm[19,10],Xm[14,17],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 74]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[14,5],Xm[8,3],Xm[2,15],Xm[7,16],Xm[18,9],Xm[17,4],Xm[12,19],Xm[20,11],Xm[10,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 75]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[14,5],Xm[8,3],Xp[15,2],Xm[7,16],Xm[18,9],Xp[4,17],Xm[12,19],Xm[20,11],Xm[10,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 76]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[14,5],Xp[3,8],Xp[15,2],Xm[7,16],Xm[18,9],Xm[17,4],Xm[12,19],Xm[20,11],Xm[10,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 77]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[14,5],Xm[8,3],Xm[2,15],Xm[7,16],Xm[18,9],Xm[20,11],Xm[12,13],Xm[17,4],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, NonAlternating, 78]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[14,5],Xm[8,3],Xp[15,2],Xm[7,16],Xm[18,9],Xm[20,11],Xm[12,13],Xp[4,17],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, NonAlternating, 79]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[14,5],Xp[3,8],Xp[15,2],Xm[7,16],Xm[18,9],Xm[20,11],Xm[12,13],Xm[17,4],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1}}]
toRVT[Link[10, NonAlternating, 80]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xm[3,10],Xm[18,11],Xm[14,7],Xm[8,13],Xp[20,15],Xp[16,19],Xm[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,1}}]
toRVT[Link[10, NonAlternating, 81]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[15,2],Xm[10,3],Xm[14,5],Xm[20,11],Xm[12,13],Xp[4,19],Xm[17,8],Xm[7,16],Xm[9,18]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 82]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,6],Xp[3,14],Xm[20,11],Xm[18,7],Xm[16,9],Xm[8,17],Xm[10,13],Xm[12,19],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 83]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[16,5],Xp[3,8],Xm[20,17],Xm[10,19],Xm[18,9],Xm[14,15],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, NonAlternating, 84]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xm[20,13],Xm[16,7],Xm[8,15],Xm[18,11],Xm[12,19],Xm[14,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 85]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xp[13,20],Xm[16,7],Xm[8,15],Xp[11,18],Xp[19,12],Xp[17,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 86]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xm[20,13],Xp[7,16],Xp[15,8],Xm[18,11],Xm[12,19],Xm[14,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 87]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xp[18,11],Xp[8,17],Xp[16,7],Xp[20,13],Xp[14,15],Xp[12,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 88]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[14,7],Xp[20,15],Xp[18,11],Xp[12,17],Xp[16,19],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 89]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[14,7],Xm[15,20],Xm[11,18],Xm[17,12],Xm[19,16],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1}}]
toRVT[Link[10, NonAlternating, 90]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[12,3],Xm[20,13],Xm[18,7],Xm[10,17],Xp[14,9],Xp[8,15],Xm[16,19],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 91]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,12],Xm[20,13],Xm[18,7],Xm[10,17],Xp[14,9],Xp[8,15],Xm[16,19],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,-1},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 92]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[9,18],Xm[6,17],Xp[16,7],Xm[10,3],Xm[14,5],Xm[4,13],Xp[20,11],Xp[12,15],Xm[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 93]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xm[18,9],Xm[6,17],Xm[7,16],Xm[10,3],Xm[14,5],Xm[4,13],Xm[11,20],Xm[15,12],Xm[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 94]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[9,18],Xp[17,6],Xp[16,7],Xm[10,3],Xp[5,14],Xp[13,4],Xp[20,11],Xp[12,15],Xp[2,19]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 95]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20]},{Xm[1,8],Xp[11,18],Xm[10,3],Xm[2,19],Xp[7,16],Xp[20,9],Xp[17,12],Xm[13,4],Xm[5,14],Xm[15,6]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 96]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[5,2],Xp[20,13],Xp[10,3],Xp[4,9],Xp[16,7],Xp[8,15],Xp[18,11],Xp[12,19],Xp[14,17]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 97]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[5,2],Xm[13,20],Xp[10,3],Xp[4,9],Xp[16,7],Xp[8,15],Xm[11,18],Xm[19,12],Xm[17,14]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 98]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[5,2],Xp[20,13],Xm[3,10],Xm[9,4],Xm[7,16],Xm[15,8],Xp[18,11],Xp[12,19],Xp[14,17]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 99]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xm[18,11],Xm[20,15],Xm[16,19],Xm[12,17],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, NonAlternating, 100]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xm[18,11],Xp[15,20],Xp[19,16],Xm[12,17],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, NonAlternating, 101]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xp[11,18],Xp[15,20],Xp[19,16],Xp[17,12],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, NonAlternating, 102]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xm[18,11],Xm[20,15],Xm[16,19],Xm[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, NonAlternating, 103]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xm[18,11],Xp[15,20],Xp[19,16],Xm[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,-1},{20,0}}]
toRVT[Link[10, NonAlternating, 104]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,15],Xp[16,7],Xm[9,14],Xm[13,20],Xp[10,19],Xm[18,11],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 105]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[15,2],Xp[16,7],Xm[9,14],Xm[13,20],Xp[10,19],Xm[18,11],Xp[4,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 106]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,15],Xm[7,16],Xp[14,9],Xp[20,13],Xp[10,19],Xm[18,11],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 107]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[12,5],Xp[3,8],Xp[15,2],Xm[7,16],Xp[14,9],Xp[20,13],Xp[10,19],Xm[18,11],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 108]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,15],Xm[7,16],Xp[14,19],Xp[20,13],Xm[18,9],Xm[10,11],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 109]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[15,2],Xm[7,16],Xp[14,19],Xp[20,13],Xm[18,9],Xm[10,11],Xp[4,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0}}]
toRVT[Link[10, NonAlternating, 110]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xp[12,3],Xp[20,13],Xp[16,19],Xp[18,7],Xm[8,15],Xm[14,9],Xp[10,17],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 111]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16]},{Xm[1,6],Xm[3,12],Xp[20,13],Xp[16,19],Xp[18,7],Xm[8,15],Xm[14,9],Xp[10,17],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,0}}]
toRVT[Link[10, NonAlternating, 112]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16],Strand [17,18,19,20]},{Xm[1,6],Xm[5,2],Xp[18,11],Xp[10,3],Xp[4,9],Xp[14,7],Xp[8,13],Xp[20,15],Xp[16,19],Xp[12,17]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[10, NonAlternating, 113]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16],Strand [17,18,19,20]},{Xm[1,6],Xm[5,2],Xp[18,11],Xp[10,3],Xp[4,9],Xp[14,7],Xp[8,13],Xm[15,20],Xm[19,16],Xp[12,17]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,0},{19,1},{20,-1}}]
toRVT[Link[11, Alternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,10],Xp[3,8],Xp[11,20],Xm[17,22],Xm[21,18],Xp[19,12],Xp[9,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[9,14],Xp[3,8],Xm[5,10],Xm[11,18],Xp[13,20],Xm[19,22],Xp[21,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 3]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[9,14],Xp[3,8],Xm[5,10],Xp[11,20],Xp[19,22],Xm[13,18],Xp[21,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,10],Xp[3,8],Xp[13,22],Xp[11,20],Xp[21,12],Xp[19,14],Xp[9,18],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 5]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,10],Xp[3,8],Xp[11,22],Xp[13,20],Xp[19,14],Xp[21,12],Xp[9,18],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 6]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,12],Xp[3,8],Xp[9,16],Xp[11,20],Xp[17,22],Xp[21,18],Xp[19,10],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 7]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,12],Xp[3,8],Xp[13,22],Xp[21,14],Xp[9,18],Xp[11,20],Xp[19,10],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 8]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[9,20],Xp[3,8],Xp[21,18],Xp[11,14],Xm[5,12],Xm[13,22],Xm[19,10],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 9]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,12],Xp[3,8],Xp[13,22],Xp[21,14],Xp[11,18],Xp[9,20],Xp[19,10],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 10]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[19,4],Xp[5,12],Xp[3,8],Xp[9,16],Xp[13,22],Xp[15,10],Xp[21,14],Xp[11,20],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 11]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xp[9,14],Xp[3,8],Xm[5,12],Xm[13,22],Xp[15,18],Xm[11,16],Xm[17,10],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 12]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xp[11,14],Xp[3,8],Xm[5,12],Xm[13,22],Xm[15,18],Xm[9,16],Xm[17,10],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 13]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xp[5,12],Xp[3,8],Xp[9,16],Xm[13,18],Xm[17,14],Xp[15,10],Xp[11,22],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 14]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[9,18],Xp[3,8],Xp[5,14],Xp[15,20],Xp[17,22],Xp[21,16],Xp[19,10],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 15]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[9,18],Xp[3,8],Xp[5,14],Xp[15,22],Xp[17,20],Xp[21,16],Xp[19,10],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 16]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,14],Xp[3,8],Xp[9,18],Xp[11,20],Xp[13,22],Xp[19,10],Xp[21,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 17]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[19,4],Xp[5,14],Xp[3,8],Xp[9,16],Xp[15,10],Xp[11,20],Xp[13,22],Xp[21,12],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 18]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[13,18],Xm[9,16],Xm[17,8],Xp[19,22],Xm[15,20],Xm[21,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 19]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[9,16],Xp[13,20],Xm[17,22],Xm[21,18],Xp[19,14],Xp[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 20]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[15,18],Xm[9,16],Xm[17,8],Xm[19,22],Xm[13,20],Xm[21,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 21]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[9,18],Xp[13,20],Xp[15,22],Xp[21,14],Xp[19,16],Xp[17,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 22]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[9,18],Xp[13,22],Xp[15,20],Xp[19,16],Xp[21,14],Xp[17,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 23]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[11,16],Xm[7,14],Xm[15,8],Xm[13,20],Xm[17,22],Xm[21,18],Xm[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 24]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,14],Xm[11,18],Xm[19,22],Xm[15,20],Xm[21,16],Xm[17,12],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 25]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,14],Xp[15,20],Xp[11,18],Xp[19,12],Xp[17,22],Xp[21,16],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 26]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,14],Xp[17,20],Xp[11,18],Xp[19,12],Xp[15,22],Xp[21,16],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 27]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[13,16],Xm[7,14],Xm[15,8],Xm[11,20],Xp[17,22],Xp[21,18],Xm[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 28]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,14],Xp[15,22],Xm[9,16],Xm[21,8],Xm[17,20],Xp[13,18],Xp[19,12],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 29]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[9,20],Xp[13,18],Xp[7,14],Xp[17,8],Xp[19,12],Xp[15,22],Xp[21,16],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 30]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,16],Xm[11,18],Xm[19,22],Xp[13,20],Xp[21,12],Xm[17,14],Xp[15,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 31]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,16],Xp[17,22],Xp[11,18],Xp[13,20],Xp[19,12],Xp[21,14],Xp[15,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 32]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,16],Xp[17,22],Xp[11,18],Xp[21,12],Xp[13,20],Xp[19,14],Xp[15,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 33]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[11,18],Xm[7,16],Xm[17,8],Xm[13,20],Xm[15,22],Xm[19,12],Xm[21,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 34]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[11,18],Xm[7,16],Xm[17,8],Xm[15,22],Xm[21,12],Xm[13,20],Xm[19,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 35]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,16],Xm[13,18],Xm[17,14],Xp[19,22],Xp[11,20],Xp[21,12],Xp[15,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 36]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[15,18],Xm[7,16],Xm[17,8],Xm[11,20],Xm[13,22],Xm[21,12],Xm[19,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 37]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[15,18],Xm[7,16],Xm[17,8],Xm[11,22],Xm[13,20],Xm[19,14],Xm[21,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,0},{12,1},{13,-1},{14,1},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 38]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[9,12],Xm[13,18],Xm[7,16],Xm[17,8],Xm[19,22],Xp[15,20],Xp[21,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 39]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,16],Xm[13,20],Xp[17,22],Xp[21,18],Xm[19,14],Xp[9,12],Xp[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 40]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[9,12],Xm[15,18],Xm[7,16],Xm[17,8],Xp[19,22],Xp[13,20],Xp[21,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 41]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xm[15,22],Xm[7,16],Xp[17,20],Xp[9,14],Xm[19,12],Xm[13,18],Xm[21,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 42]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,18],Xm[13,20],Xm[15,22],Xm[21,14],Xm[19,16],Xp[9,12],Xp[17,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 43]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,18],Xm[13,22],Xm[15,20],Xm[19,16],Xm[21,14],Xp[9,12],Xp[17,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 44]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,20],Xm[15,22],Xm[21,16],Xp[9,14],Xm[13,18],Xm[19,12],Xp[17,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 45]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,14],Xm[9,18],Xm[15,20],Xm[19,16],Xm[17,8],Xm[21,4],Xp[5,12],Xp[3,10],Xp[11,22],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,1},{16,1},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 46]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,20],Xp[9,18],Xp[19,8],Xm[21,4],Xp[11,14],Xp[3,10],Xm[5,12],Xm[13,22],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 47]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[9,18],Xm[17,8],Xm[19,4],Xp[5,12],Xp[3,10],Xp[13,22],Xp[21,14],Xp[11,20],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 48]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xp[15,20],Xp[19,16],Xm[21,4],Xp[5,12],Xp[3,10],Xp[11,22],Xm[9,14],Xp[13,2],Xm[17,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 49]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[9,16],Xm[21,4],Xp[11,14],Xp[3,10],Xm[5,12],Xm[13,22],Xp[15,2],Xp[17,20],Xp[7,18],Xp[19,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 50]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[19,4],Xp[5,12],Xp[3,10],Xp[13,22],Xp[21,14],Xp[11,20],Xm[9,16],Xp[15,2],Xm[17,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 51]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[9,18],Xm[17,8],Xm[19,4],Xp[5,14],Xp[3,10],Xp[11,20],Xp[13,22],Xp[21,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 52]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[19,4],Xp[5,14],Xp[3,10],Xp[11,20],Xp[13,22],Xp[21,12],Xm[9,16],Xp[15,2],Xm[17,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 53]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[9,20],Xm[19,8],Xm[21,4],Xp[5,14],Xp[3,10],Xp[11,16],Xp[15,12],Xp[13,22],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 54]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xp[5,14],Xp[3,10],Xp[11,16],Xp[15,12],Xp[13,22],Xm[9,18],Xp[17,2],Xm[19,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 55]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[15,22],Xm[9,16],Xm[21,8],Xm[17,20],Xp[11,18],Xp[19,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 56]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[9,16],Xp[11,20],Xp[17,22],Xp[21,18],Xp[15,8],Xp[19,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 57]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[15,18],Xm[9,16],Xm[17,8],Xp[19,22],Xm[11,20],Xm[21,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 58]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,14],Xp[9,18],Xm[19,22],Xm[15,20],Xm[21,16],Xp[17,8],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 59]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,14],Xp[15,20],Xm[9,18],Xm[19,8],Xp[17,22],Xp[21,16],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 60]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,14],Xp[17,20],Xm[9,18],Xm[19,8],Xp[15,22],Xp[21,16],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 61]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,22],Xm[7,14],Xm[9,18],Xm[17,20],Xm[21,16],Xm[15,8],Xm[19,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 62]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,22],Xm[7,14],Xp[17,20],Xm[15,10],Xm[19,8],Xm[9,18],Xp[21,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 63]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[15,22],Xm[11,16],Xp[17,20],Xp[9,18],Xp[19,10],Xm[21,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,0},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 64]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[9,18],Xp[15,22],Xp[21,16],Xp[11,20],Xp[17,8],Xp[19,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 65]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[11,20],Xp[15,22],Xp[21,16],Xp[19,8],Xp[9,18],Xp[17,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,0},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 66]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[11,22],Xm[17,20],Xp[15,10],Xp[19,8],Xp[9,18],Xm[21,16],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 67]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,16],Xp[17,22],Xm[9,14],Xp[19,10],Xm[21,8],Xp[13,18],Xm[15,20],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 68]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,16],Xp[11,20],Xp[17,22],Xp[21,18],Xp[19,10],Xp[9,14],Xp[15,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 69]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[9,14],Xp[19,22],Xm[11,20],Xm[21,10],Xm[15,18],Xm[7,16],Xm[17,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 70]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,16],Xp[17,22],Xm[9,18],Xm[21,8],Xp[13,10],Xm[15,20],Xm[19,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 71]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,16],Xp[9,18],Xp[17,8],Xp[19,22],Xp[13,20],Xp[21,14],Xp[15,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 72]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,20],Xm[7,16],Xm[9,18],Xm[17,8],Xm[19,10],Xm[15,22],Xm[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 73]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,20],Xm[7,16],Xm[19,8],Xm[9,18],Xm[17,10],Xm[15,22],Xm[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 74]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,16],Xm[13,22],Xp[17,20],Xm[9,18],Xm[19,8],Xm[21,14],Xp[15,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 75]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[15,20],Xm[7,16],Xm[9,18],Xm[17,8],Xm[19,10],Xm[13,22],Xm[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 76]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[15,20],Xm[7,16],Xm[19,8],Xm[9,18],Xm[17,10],Xm[13,22],Xm[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 77]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[11,14],Xm[15,22],Xm[7,16],Xm[17,20],Xp[9,18],Xp[19,8],Xm[21,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 78]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[11,14],Xm[15,22],Xm[7,16],Xm[21,8],Xp[9,18],Xp[17,20],Xp[19,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 79]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,16],Xp[17,22],Xp[13,18],Xp[21,14],Xp[9,20],Xp[15,8],Xp[19,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 80]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,16],Xp[17,22],Xp[13,18],Xm[9,20],Xp[19,14],Xm[21,8],Xp[15,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 81]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,18],Xm[17,10],Xm[21,8],Xm[7,16],Xm[9,20],Xm[15,22],Xm[19,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 82]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,16],Xm[13,22],Xm[17,14],Xp[9,20],Xm[21,18],Xp[15,8],Xp[19,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 83]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,16],Xp[9,20],Xp[17,22],Xp[21,18],Xp[19,8],Xp[11,14],Xp[15,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 84]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,18],Xp[19,22],Xp[15,20],Xp[21,16],Xp[9,14],Xp[13,10],Xp[17,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 85]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[9,14],Xp[13,10],Xm[15,20],Xm[7,18],Xm[19,8],Xm[17,22],Xm[21,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 86]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[9,14],Xp[13,10],Xm[17,20],Xm[7,18],Xm[19,8],Xm[15,22],Xm[21,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 87]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[13,10],Xm[17,22],Xm[7,18],Xp[19,14],Xp[9,16],Xp[15,20],Xm[21,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 88]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,18],Xp[19,22],Xp[13,20],Xp[21,14],Xp[9,16],Xp[15,10],Xp[17,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 89]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[9,16],Xm[13,22],Xm[21,14],Xp[15,10],Xm[17,20],Xm[7,18],Xm[19,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 90]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,18],Xp[9,20],Xm[15,22],Xp[19,8],Xm[21,16],Xp[11,14],Xp[17,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 91]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,18],Xp[19,22],Xm[9,20],Xm[21,8],Xm[11,16],Xm[17,14],Xm[15,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 92]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,20],Xm[17,22],Xm[21,18],Xm[13,16],Xm[9,14],Xm[15,10],Xp[19,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 93]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,20],Xm[17,22],Xm[21,18],Xp[9,14],Xp[11,16],Xp[15,10],Xp[19,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 94]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,20],Xm[17,22],Xm[21,18],Xp[9,16],Xp[11,14],Xp[15,10],Xp[19,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 95]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[11,14],Xm[15,18],Xm[9,16],Xm[17,10],Xm[19,22],Xm[7,20],Xm[21,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 96]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,20],Xm[15,22],Xm[21,16],Xp[9,18],Xp[11,14],Xp[17,10],Xp[19,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 97]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,20],Xm[13,18],Xm[19,14],Xm[21,4],Xm[5,10],Xm[3,12],Xm[11,22],Xm[9,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,-1},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 98]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[9,2],Xm[3,12],Xm[5,10],Xm[11,22],Xm[21,4],Xp[13,18],Xp[7,16],Xp[17,8],Xp[15,20],Xp[19,14]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 99]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[9,2],Xm[3,12],Xm[5,10],Xm[11,22],Xm[21,4],Xp[15,18],Xp[7,16],Xp[17,8],Xp[13,20],Xp[19,14]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 100]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[9,18],Xm[11,20],Xm[17,8],Xm[19,10],Xm[21,4],Xp[5,14],Xp[3,12],Xp[13,22],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 101]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[11,20],Xm[19,8],Xm[9,18],Xm[17,10],Xm[21,4],Xp[5,14],Xp[3,12],Xp[13,22],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 102]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[9,20],Xm[19,8],Xm[21,4],Xp[5,14],Xp[3,12],Xp[13,22],Xm[11,16],Xp[15,2],Xm[17,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,1},{17,-1},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 103]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xp[5,14],Xp[3,12],Xp[13,22],Xm[9,18],Xm[11,16],Xp[15,2],Xm[17,10],Xm[19,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,1},{17,-1},{18,1},{19,-1},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 104]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[9,2],Xm[3,12],Xm[11,20],Xp[5,18],Xp[19,22],Xm[21,10],Xm[17,4],Xp[13,16],Xp[7,14],Xp[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 105]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[7,16],Xp[9,18],Xp[17,8],Xp[19,22],Xm[11,20],Xm[21,10],Xp[15,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 106]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[7,16],Xp[17,22],Xm[9,18],Xm[21,8],Xm[11,20],Xm[19,10],Xp[15,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 107]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[15,22],Xm[7,16],Xm[9,18],Xm[11,20],Xm[17,8],Xm[19,10],Xm[21,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 108]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[15,22],Xm[7,16],Xm[9,18],Xm[17,8],Xm[21,10],Xm[11,20],Xm[19,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 109]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[15,22],Xm[7,16],Xm[21,8],Xm[11,20],Xm[9,18],Xm[19,10],Xm[17,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 110]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,16],Xp[9,18],Xp[11,20],Xp[13,22],Xp[17,8],Xp[19,10],Xp[21,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 111]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,16],Xp[9,18],Xp[13,22],Xp[17,8],Xp[21,10],Xp[11,20],Xp[19,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,0},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 112]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,16],Xp[13,22],Xp[21,8],Xp[11,20],Xp[9,18],Xp[19,10],Xp[17,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 113]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[7,16],Xp[11,22],Xp[21,8],Xm[9,18],Xm[17,20],Xm[19,10],Xp[15,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 114]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,16],Xp[13,20],Xp[11,22],Xp[21,12],Xp[19,8],Xp[9,18],Xp[17,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 115]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[7,16],Xp[17,22],Xm[11,18],Xm[9,20],Xm[19,10],Xm[21,8],Xp[15,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 116]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[15,22],Xm[7,16],Xm[21,8],Xm[9,20],Xm[11,18],Xm[17,12],Xm[19,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 117]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,16],Xp[13,22],Xp[21,8],Xp[9,20],Xp[11,18],Xp[17,12],Xp[19,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 118]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[9,16],Xm[11,20],Xm[21,8],Xm[7,18],Xm[19,12],Xp[15,10],Xm[17,22],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 119]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[7,18],Xp[19,22],Xm[11,20],Xm[21,10],Xp[9,16],Xp[15,12],Xp[17,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 120]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[15,22],Xm[7,18],Xm[21,10],Xm[11,20],Xm[19,12],Xm[9,16],Xm[17,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,1},{17,-1},{18,0},{19,1},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 121]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[7,18],Xp[19,22],Xm[9,20],Xm[21,8],Xp[17,12],Xp[11,16],Xp[15,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 122]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[7,18],Xp[19,22],Xm[9,20],Xm[21,8],Xp[11,16],Xp[15,12],Xp[17,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 123]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[11,16],Xp[15,12],Xm[17,22],Xm[7,18],Xm[9,20],Xm[19,8],Xm[21,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 124]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[11,16],Xp[15,12],Xm[17,22],Xm[7,18],Xm[21,8],Xm[9,20],Xm[19,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 125]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,18],Xp[9,20],Xp[11,22],Xp[19,8],Xp[21,10],Xp[13,16],Xp[17,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 126]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,18],Xp[11,22],Xp[21,8],Xp[9,20],Xp[19,10],Xp[13,16],Xp[17,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 127]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[9,22],Xm[7,18],Xm[17,8],Xm[19,12],Xm[11,20],Xp[15,10],Xp[21,16],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 128]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[9,16],Xp[11,18],Xp[17,10],Xp[15,12],Xm[19,22],Xm[7,20],Xm[21,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 129]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[9,18],Xp[11,16],Xp[15,12],Xp[17,10],Xm[19,22],Xm[7,20],Xm[21,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 130]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,20],Xp[9,22],Xp[21,8],Xp[11,16],Xp[13,18],Xp[17,12],Xp[19,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 131]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,20],Xp[9,22],Xp[21,8],Xp[11,18],Xp[13,16],Xp[17,12],Xp[19,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 132]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[7,22],Xp[9,20],Xp[11,18],Xp[13,16],Xp[17,12],Xp[19,10],Xp[21,8],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 133]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[5,10],Xm[3,14],Xm[11,18],Xm[19,22],Xp[13,20],Xp[21,12],Xm[9,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 134]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[5,10],Xm[3,14],Xm[13,18],Xp[19,22],Xp[11,20],Xp[21,12],Xm[9,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 135]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[9,2],Xm[3,14],Xm[5,10],Xm[11,20],Xm[13,22],Xm[21,12],Xm[19,4],Xp[15,18],Xp[7,16],Xp[17,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 136]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[9,2],Xm[3,14],Xm[5,10],Xm[11,22],Xm[13,20],Xm[21,12],Xm[19,4],Xp[15,18],Xp[7,16],Xp[17,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 137]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[11,2],Xm[3,14],Xm[5,12],Xm[13,22],Xm[21,4],Xp[15,20],Xp[7,16],Xp[9,18],Xp[17,8],Xp[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 138]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[11,2],Xm[3,14],Xm[5,12],Xm[13,22],Xm[21,4],Xp[15,20],Xp[7,16],Xp[19,8],Xp[9,18],Xp[17,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 139]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xm[15,4],Xm[5,12],Xp[11,16],Xp[17,6],Xp[19,14],Xp[13,20],Xm[21,18]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 140]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xm[11,16],Xm[5,12],Xp[17,4],Xm[19,14],Xm[13,20],Xp[21,18],Xm[15,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,1},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 141]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xp[3,10],Xm[17,2],Xm[5,12],Xm[7,6],Xp[9,16],Xp[13,20],Xp[15,22],Xp[19,4],Xp[21,14]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 142]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xp[3,10],Xm[17,2],Xm[5,12],Xm[7,6],Xp[9,16],Xp[15,20],Xp[13,22],Xp[21,14],Xp[19,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 143]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,18],Xm[7,6],Xm[19,22],Xm[5,12],Xp[3,10],Xm[15,4],Xp[11,16],Xm[13,20],Xm[21,14],Xp[17,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 144]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[7,14],Xp[13,20],Xm[19,6],Xm[11,18],Xp[5,12],Xp[15,22],Xp[17,4],Xp[21,16]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 145]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[11,18],Xp[5,12],Xm[19,4],Xm[7,14],Xm[13,20],Xm[15,22],Xm[21,16],Xp[17,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 146]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[7,16],Xp[13,20],Xp[15,22],Xm[19,6],Xm[11,18],Xp[5,12],Xp[21,14],Xp[17,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 147]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[11,18],Xp[5,12],Xm[19,4],Xm[7,16],Xm[13,20],Xm[15,22],Xm[21,14],Xp[17,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 148]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[11,20],Xp[5,12],Xp[19,4],Xp[17,14],Xp[7,16],Xp[15,22],Xp[13,18],Xm[21,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 149]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[17,14],Xm[7,16],Xm[15,22],Xm[13,18],Xp[19,6],Xp[11,20],Xp[5,12],Xm[21,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 150]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[7,16],Xp[3,10],Xm[15,2],Xp[9,14],Xm[11,18],Xm[5,12],Xm[21,6],Xp[13,20],Xm[17,22],Xp[19,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 151]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[5,14],Xm[11,16],Xm[13,20],Xm[17,22],Xm[21,18],Xm[19,12],Xp[15,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 152]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xm[17,12],Xm[5,14],Xm[13,4],Xm[11,18],Xm[19,22],Xm[15,20],Xm[21,16],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 153]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[15,20],Xm[5,14],Xm[13,4],Xp[17,22],Xp[21,16],Xp[19,12],Xp[11,18],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 154]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[15,22],Xm[5,14],Xm[13,4],Xp[17,20],Xp[19,12],Xp[11,18],Xp[21,16],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 155]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[5,14],Xm[11,20],Xp[17,22],Xp[21,18],Xm[13,16],Xm[19,12],Xp[15,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 156]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xp[5,14],Xp[13,18],Xm[17,20],Xm[21,16],Xp[19,12],Xm[7,2],Xp[11,4],Xp[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 157]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xm[13,18],Xp[11,6],Xp[17,20],Xp[21,16],Xp[15,4],Xp[5,14],Xm[19,12]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 158]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xp[11,16],Xm[5,14],Xm[15,4],Xp[17,20],Xm[13,18],Xm[19,12],Xp[21,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 159]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xp[21,4],Xm[5,14],Xm[11,16],Xm[17,20],Xp[13,18],Xp[19,12],Xm[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 160]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xp[13,16],Xm[5,14],Xm[15,4],Xm[17,20],Xm[11,18],Xm[19,12],Xp[21,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 161]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xp[21,4],Xm[5,14],Xm[13,16],Xp[17,20],Xp[11,18],Xp[19,12],Xm[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 162]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[11,16],Xp[5,14],Xp[15,4],Xm[13,20],Xm[17,22],Xm[21,18],Xm[19,12]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,1},{16,-1},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 163]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xm[11,18],Xm[19,22],Xm[15,20],Xm[21,16],Xm[17,12],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 164]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xp[15,20],Xp[11,18],Xp[19,12],Xp[17,22],Xp[21,16],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 165]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xp[17,20],Xp[11,18],Xp[19,12],Xp[15,22],Xp[21,16],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 166]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[13,16],Xp[5,14],Xp[15,4],Xm[11,20],Xp[17,22],Xp[21,18],Xm[19,12]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,0},{15,1},{16,0},{17,-1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 167]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,16],Xm[7,6],Xm[13,20],Xp[3,10],Xp[5,14],Xp[11,4],Xm[17,22],Xm[21,18],Xm[19,12],Xp[15,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 168]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xp[3,10],Xm[17,2],Xm[5,14],Xm[7,6],Xp[9,16],Xm[13,20],Xm[19,12],Xp[15,22],Xp[21,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 169]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,20],Xp[3,10],Xm[17,2],Xm[5,14],Xm[7,6],Xp[9,16],Xm[13,18],Xp[15,22],Xm[19,12],Xp[21,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 170]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xm[7,12],Xm[15,22],Xp[5,14],Xp[13,6],Xm[21,16],Xp[9,18],Xm[11,20],Xp[17,4],Xm[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 171]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[5,14],Xp[11,18],Xp[3,10],Xm[7,12],Xm[13,16],Xm[17,22],Xm[15,6],Xm[21,4],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 172]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[7,16],Xp[15,22],Xm[21,6],Xm[11,18],Xp[5,14],Xm[13,20],Xm[19,12],Xp[17,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,1},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 173]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[13,20],Xp[5,14],Xm[21,4],Xm[7,16],Xm[15,22],Xp[11,18],Xp[19,12],Xp[17,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 174]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[7,16],Xp[15,22],Xm[21,6],Xm[11,20],Xp[5,14],Xm[13,18],Xm[19,12],Xp[17,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,-1},{16,1},{17,1},{18,0},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 175]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[11,20],Xp[5,14],Xm[21,4],Xm[7,16],Xm[15,22],Xp[13,18],Xp[17,6],Xp[19,12]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 176]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,18],Xm[13,20],Xp[3,10],Xp[5,14],Xp[7,16],Xp[15,22],Xp[11,4],Xm[19,12],Xm[21,6],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,1},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 177]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xm[7,16],Xp[9,18],Xm[11,20],Xm[15,22],Xm[21,12],Xp[5,14],Xp[13,4],Xp[17,6],Xm[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 178]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xm[7,16],Xp[9,20],Xm[15,22],Xp[5,14],Xp[13,18],Xp[19,12],Xp[11,4],Xp[17,6],Xm[21,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 179]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[21,6],Xp[7,16],Xp[5,14],Xp[13,4],Xp[17,12],Xp[3,10],Xp[11,18],Xp[15,22],Xp[19,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 180]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[5,14],Xp[7,16],Xp[17,22],Xm[15,12],Xp[9,20],Xm[11,18],Xp[13,6],Xp[19,4],Xm[21,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 181]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[5,14],Xp[7,16],Xp[3,10],Xp[13,22],Xp[11,18],Xp[17,12],Xm[15,6],Xm[21,4],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 182]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[21,6],Xp[7,18],Xp[3,10],Xp[15,12],Xp[5,14],Xp[13,4],Xp[11,16],Xp[17,22],Xp[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,-1},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 183]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xm[7,18],Xp[9,20],Xm[17,22],Xp[5,14],Xp[11,16],Xp[15,12],Xp[13,4],Xp[19,6],Xm[21,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 184]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[5,14],Xp[7,18],Xp[3,10],Xp[11,22],Xm[13,16],Xm[17,12],Xm[15,6],Xm[21,4],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 185]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xm[17,14],Xm[5,16],Xm[15,4],Xm[11,18],Xm[19,22],Xp[13,20],Xp[21,12],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 186]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[17,22],Xm[5,16],Xm[15,4],Xp[21,14],Xp[11,18],Xp[13,20],Xp[19,12],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 187]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[13,20],Xm[5,16],Xm[15,4],Xp[11,18],Xp[17,22],Xp[19,14],Xp[21,12],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,1},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 188]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[5,16],Xm[11,18],Xm[13,20],Xm[15,22],Xm[19,12],Xm[21,14],Xp[17,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 189]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[5,16],Xm[11,18],Xm[15,22],Xm[21,12],Xm[13,20],Xm[19,14],Xp[17,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 190]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xm[17,14],Xm[5,16],Xm[15,4],Xm[13,18],Xp[19,22],Xp[11,20],Xp[21,12],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 191]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[5,16],Xm[11,20],Xm[13,22],Xm[21,12],Xm[15,18],Xm[19,14],Xp[17,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 192]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[5,16],Xm[11,22],Xm[13,20],Xm[15,18],Xm[19,14],Xm[21,12],Xp[17,4],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,0},{12,1},{13,-1},{14,1},{15,-1},{16,1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 193]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xp[5,16],Xp[13,18],Xp[15,20],Xp[19,14],Xp[21,12],Xm[7,2],Xp[11,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 194]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xp[5,16],Xp[13,20],Xp[15,18],Xp[19,14],Xp[21,12],Xm[7,2],Xp[11,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 195]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xm[13,18],Xp[11,6],Xm[15,20],Xm[19,14],Xp[17,4],Xp[5,16],Xm[21,12]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 196]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xm[13,20],Xp[11,6],Xm[15,18],Xp[17,4],Xp[5,16],Xm[19,14],Xm[21,12]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 197]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xp[5,16],Xp[11,18],Xp[15,20],Xp[17,12],Xp[21,14],Xm[7,2],Xp[13,4],Xp[19,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 198]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xm[15,20],Xp[13,6],Xm[11,18],Xp[5,16],Xm[17,12],Xp[19,4],Xm[21,14]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 199]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,16],Xm[11,18],Xm[19,22],Xp[13,20],Xp[21,12],Xm[17,14],Xm[7,6],Xm[15,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 200]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,16],Xp[17,22],Xp[11,18],Xp[13,20],Xp[19,12],Xp[21,14],Xm[7,6],Xm[15,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 201]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,16],Xp[17,22],Xp[11,18],Xp[21,12],Xp[13,20],Xp[19,14],Xm[7,6],Xm[15,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 202]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[11,18],Xp[5,16],Xp[17,4],Xm[13,20],Xm[15,22],Xm[19,12],Xm[21,14]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 203]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[11,18],Xp[5,16],Xp[17,4],Xm[15,22],Xm[21,12],Xm[13,20],Xm[19,14]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,1},{16,0},{17,1},{18,-1},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 204]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,16],Xm[13,18],Xm[17,14],Xp[19,22],Xp[11,20],Xp[21,12],Xm[7,6],Xm[15,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 205]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[15,18],Xp[5,16],Xp[17,4],Xm[11,20],Xm[13,22],Xm[21,12],Xm[19,14]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 206]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[7,6],Xm[15,18],Xp[5,16],Xp[17,4],Xm[11,22],Xm[13,20],Xm[19,14],Xm[21,12]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,1},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 207]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,14],Xm[7,6],Xm[15,22],Xp[5,16],Xp[21,4],Xp[3,10],Xp[17,20],Xp[19,12],Xp[11,18],Xp[13,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 208]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,18],Xm[7,6],Xm[13,20],Xp[3,10],Xp[5,16],Xp[11,4],Xm[15,22],Xm[19,12],Xm[21,14],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,-1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 209]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,18],Xm[7,6],Xm[15,22],Xp[3,10],Xp[5,16],Xp[11,4],Xm[21,12],Xm[13,20],Xm[19,14],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 210]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[7,6],Xm[15,22],Xp[13,4],Xp[5,16],Xp[17,12],Xp[3,10],Xp[11,18],Xm[21,14],Xp[19,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 211]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,16],Xm[7,14],Xm[15,22],Xp[17,20],Xp[11,18],Xp[19,12],Xm[13,4],Xm[21,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 212]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[7,14],Xm[13,6],Xm[17,20],Xm[5,16],Xm[11,18],Xm[19,12],Xp[15,22],Xm[21,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 213]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,18],Xp[19,22],Xp[13,20],Xp[21,14],Xp[15,10],Xp[5,16],Xm[7,2],Xm[11,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 214]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[19,22],Xm[5,16],Xp[9,18],Xm[15,4],Xp[17,10],Xp[21,14],Xp[13,20],Xm[7,2],Xm[11,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 215]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[11,22],Xp[15,20],Xp[9,18],Xp[19,10],Xp[21,14],Xp[5,16],Xm[7,2],Xp[13,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 216]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xm[17,14],Xm[5,16],Xm[15,4],Xm[13,18],Xm[19,22],Xm[9,20],Xm[21,10],Xm[7,2],Xm[11,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 217]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[5,16],Xm[13,22],Xm[15,18],Xm[21,14],Xp[9,20],Xp[17,4],Xp[19,10],Xm[7,2],Xm[11,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 218]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[9,20],Xp[11,22],Xp[21,10],Xp[5,16],Xp[15,18],Xp[19,14],Xm[7,2],Xp[13,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 219]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[9,20],Xp[11,22],Xp[21,10],Xm[7,2],Xm[15,18],Xp[13,6],Xp[17,4],Xp[5,16],Xm[19,14]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 220]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,22],Xp[13,10],Xp[5,16],Xm[15,20],Xm[21,18],Xm[19,14],Xm[7,2],Xm[11,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 221]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[5,16],Xm[13,20],Xm[15,18],Xm[19,14],Xp[9,22],Xp[17,4],Xp[21,10],Xm[7,2],Xm[11,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 222]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[9,22],Xp[11,20],Xp[21,10],Xp[5,16],Xp[15,18],Xp[19,14],Xm[7,2],Xp[13,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 223]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,14],Xm[7,4],Xp[5,16],Xp[15,18],Xp[17,6],Xm[19,22],Xp[11,20],Xp[21,10],Xp[13,2],Xp[3,12]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 224]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[5,16],Xp[9,18],Xp[19,10],Xm[11,2],Xm[3,12],Xm[7,4],Xp[13,20],Xp[15,22],Xp[17,6],Xp[21,14]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 225]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[5,16],Xp[9,18],Xp[19,10],Xm[11,2],Xm[3,12],Xm[7,4],Xp[15,20],Xp[13,22],Xp[21,14],Xp[17,6]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 226]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[7,4],Xm[5,16],Xm[15,6],Xm[17,22],Xm[13,18],Xm[21,14],Xm[11,2],Xm[3,12],Xm[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 227]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[7,4],Xm[5,16],Xp[17,14],Xm[15,6],Xp[13,22],Xp[21,18],Xm[11,2],Xm[3,12],Xm[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 228]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[5,16],Xp[9,20],Xp[21,10],Xp[15,18],Xp[19,14],Xm[11,2],Xm[3,12],Xm[7,4],Xp[13,22],Xp[17,6]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 229]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,2],Xm[3,12],Xm[5,16],Xm[7,6],Xm[15,4],Xp[13,20],Xp[9,18],Xp[19,10],Xp[17,22],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 230]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,2],Xm[3,12],Xm[5,16],Xm[13,18],Xm[17,14],Xm[7,6],Xm[15,4],Xp[19,22],Xp[9,20],Xp[21,10]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 231]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xm[13,22],Xm[9,14],Xm[21,10],Xm[5,18],Xp[15,20],Xp[19,16],Xm[7,2],Xm[11,4],Xm[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 232]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[5,18],Xp[15,22],Xm[11,16],Xm[17,20],Xm[21,10],Xp[9,14],Xp[19,4],Xm[7,2],Xp[13,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 233]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[5,18],Xp[11,20],Xp[15,22],Xp[17,10],Xp[21,16],Xp[9,14],Xp[19,4],Xm[7,2],Xp[13,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 234]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[5,18],Xp[11,22],Xm[17,20],Xm[21,16],Xp[9,14],Xp[15,10],Xp[19,4],Xm[7,2],Xp[13,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 235]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xm[13,20],Xm[9,16],Xm[19,10],Xm[15,22],Xm[21,14],Xm[5,18],Xm[7,2],Xm[11,4],Xm[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 236]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xm[15,20],Xm[9,16],Xm[19,10],Xm[13,22],Xm[21,14],Xm[5,18],Xm[7,2],Xm[11,4],Xm[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 237]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[11,14],Xm[15,22],Xm[9,16],Xm[21,10],Xp[5,18],Xp[17,20],Xm[7,2],Xp[13,4],Xp[19,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 238]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[11,22],Xm[9,16],Xp[21,14],Xm[15,10],Xp[5,18],Xp[17,20],Xm[7,2],Xp[13,4],Xp[19,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 239]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,20],Xm[13,22],Xm[21,14],Xp[15,10],Xm[5,18],Xp[19,16],Xm[7,2],Xm[11,4],Xm[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 240]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,22],Xp[13,10],Xm[5,18],Xp[21,16],Xp[15,20],Xp[19,14],Xm[7,2],Xm[11,4],Xm[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 241]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,22],Xp[13,10],Xm[5,18],Xp[15,20],Xp[19,16],Xp[21,14],Xm[7,2],Xm[11,4],Xm[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 242]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[9,22],Xp[11,14],Xp[15,10],Xp[5,18],Xp[17,20],Xp[21,16],Xm[7,2],Xp[13,4],Xp[19,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 243]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[9,22],Xm[11,16],Xm[15,10],Xm[7,2],Xm[17,20],Xp[13,6],Xp[19,4],Xp[5,18],Xm[21,14]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 244]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,10],Xm[3,12],Xm[5,18],Xp[11,16],Xp[19,14],Xp[13,20],Xm[15,2],Xp[17,22],Xm[21,4],Xm[9,6]},{{1,0},{2,1},{3,1},{4,-1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 245]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[7,16],Xm[15,2],Xm[5,18],Xm[3,12],Xm[11,22],Xm[21,4],Xp[19,14],Xp[13,20],Xm[9,6],Xm[17,10]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 246]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xp[5,14],Xm[7,16],Xm[15,20],Xp[13,18],Xp[21,6],Xp[17,22],Xm[19,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 247]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xp[13,20],Xm[5,14],Xm[19,4],Xm[15,18],Xp[7,16],Xp[17,6],Xp[21,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 248]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xp[21,4],Xm[5,14],Xm[13,20],Xm[19,6],Xp[7,16],Xp[15,18],Xp[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 249]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[7,16],Xp[11,18],Xm[19,2],Xp[3,12],Xm[13,20],Xm[5,14],Xm[9,6],Xp[15,22],Xp[17,8],Xp[21,4]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 250]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[5,14],Xp[17,22],Xm[19,4],Xp[21,6],Xm[7,16],Xm[9,8],Xp[13,18],Xm[15,20]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 251]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[15,20],Xp[5,14],Xp[3,12],Xp[13,4],Xm[19,2],Xm[7,16],Xm[9,8],Xp[11,18],Xp[17,22],Xp[21,6]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 252]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[13,20],Xp[3,12],Xm[19,2],Xm[5,14],Xm[7,16],Xm[9,8],Xp[11,18],Xm[15,6],Xp[17,22],Xp[21,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 253]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xp[9,18],Xp[17,22],Xm[21,8],Xm[15,20],Xp[7,16],Xm[13,4],Xp[19,6]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 254]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[13,4],Xp[15,20],Xp[7,16],Xm[21,6],Xm[9,18],Xm[17,22],Xp[19,8]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 255]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[9,18],Xp[17,22],Xm[21,8],Xm[13,20],Xp[5,14],Xp[7,16],Xp[15,6],Xp[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 256]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xm[5,14],Xp[9,18],Xp[17,22],Xm[21,8],Xm[15,20],Xp[7,16],Xp[19,6],Xm[11,4],Xm[13,2]},{{1,0},{2,1},{3,-1},{4,0},{5,1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 257]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xm[5,14],Xp[15,20],Xp[7,16],Xm[21,6],Xm[9,18],Xm[17,22],Xp[19,8],Xm[11,4],Xm[13,2]},{{1,0},{2,1},{3,-1},{4,0},{5,1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 258]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[5,14],Xm[3,12],Xm[13,4],Xp[19,22],Xm[7,18],Xm[17,6],Xp[21,16],Xp[15,20],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 259]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[5,14],Xm[3,12],Xp[7,18],Xm[15,20],Xm[17,22],Xm[21,16],Xm[13,4],Xp[19,6],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 260]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[5,14],Xm[3,12],Xp[7,18],Xm[15,22],Xm[17,20],Xm[21,16],Xm[13,4],Xp[19,6],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 261]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xp[7,18],Xp[5,14],Xm[17,22],Xm[21,16],Xm[13,20],Xp[15,6],Xp[19,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 262]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xp[5,14],Xm[13,22],Xp[19,16],Xp[7,18],Xp[17,6],Xp[15,20],Xp[21,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,0},{14,1},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 263]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xp[5,14],Xp[7,18],Xp[17,20],Xp[21,16],Xm[9,2],Xp[13,4],Xp[15,6],Xp[19,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 264]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xp[5,14],Xm[9,2],Xp[13,4],Xm[17,20],Xp[15,8],Xp[19,6],Xp[7,18],Xm[21,16]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 265]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xp[7,18],Xp[17,20],Xp[21,16],Xm[9,2],Xp[15,4],Xp[5,14],Xp[13,6],Xp[19,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 266]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xp[21,4],Xp[5,14],Xp[19,16],Xp[7,18],Xp[17,6],Xp[15,20],Xp[13,8]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,1},{7,-1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 267]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xp[13,16],Xm[5,14],Xm[15,4],Xp[17,20],Xm[7,18],Xm[19,6],Xp[21,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 268]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xp[13,16],Xm[5,14],Xm[15,4],Xp[21,6],Xm[7,18],Xm[17,20],Xm[19,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 269]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xm[5,14],Xp[19,22],Xm[7,18],Xm[17,6],Xp[21,16],Xp[15,20],Xm[13,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 270]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xm[5,14],Xp[7,18],Xm[15,20],Xm[17,22],Xm[21,16],Xp[19,6],Xm[13,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 271]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xm[5,14],Xp[7,18],Xm[15,22],Xm[17,20],Xm[21,16],Xp[19,6],Xm[13,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,1},{17,-1},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 272]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xp[5,14],Xp[13,22],Xp[7,18],Xp[17,20],Xp[21,16],Xp[15,6],Xp[19,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 273]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[9,6],Xm[7,18],Xm[19,22],Xm[15,20],Xm[21,16],Xm[17,8],Xm[13,4]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 274]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[9,6],Xp[7,18],Xp[15,20],Xp[17,22],Xp[21,16],Xp[19,8],Xm[13,4]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 275]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[9,6],Xp[7,18],Xp[15,22],Xp[17,20],Xp[21,16],Xp[19,8],Xm[13,4]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 276]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[7,18],Xp[19,22],Xp[15,20],Xp[21,16],Xm[9,8],Xm[13,4],Xm[17,6]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 277]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[9,8],Xm[13,4],Xm[15,20],Xp[7,18],Xp[19,6],Xm[17,22],Xm[21,16]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 278]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[9,8],Xm[13,4],Xm[17,20],Xp[7,18],Xp[19,6],Xm[15,22],Xm[21,16]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,1},{17,-1},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 279]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,8],Xm[13,20],Xp[5,14],Xp[19,4],Xp[7,18],Xp[15,6],Xm[17,22],Xm[21,16]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 280]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,8],Xm[13,22],Xp[5,14],Xp[21,4],Xp[7,18],Xp[15,20],Xp[19,16],Xp[17,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 281]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[9,8],Xp[3,12],Xp[15,22],Xm[17,2],Xp[21,4],Xm[5,14],Xm[13,20],Xp[11,16],Xm[19,6],Xm[7,18]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 282]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,20],Xm[9,8],Xm[17,22],Xp[3,12],Xp[7,18],Xp[5,14],Xp[13,4],Xp[15,6],Xm[21,16],Xp[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,1},{15,-1},{16,-1},{17,1},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 283]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,20],Xm[9,8],Xm[17,22],Xp[3,12],Xp[7,18],Xp[13,6],Xp[5,14],Xp[15,4],Xm[21,16],Xp[19,2]},{{1,0},{2,1},{3,0},{4,0},{5,1},{6,-1},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,1},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 284]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,22],Xm[9,8],Xp[21,2],Xp[5,14],Xp[3,12],Xp[13,4],Xp[19,16],Xp[7,18],Xp[17,6],Xp[15,20]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 285]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[13,20],Xp[5,14],Xm[21,4],Xm[9,16],Xm[15,22],Xp[17,6],Xp[7,18],Xp[19,8]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 286]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[7,18],Xm[9,16],Xm[15,22],Xm[21,4],Xp[5,14],Xp[13,20],Xp[17,8],Xp[19,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 287]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xm[9,16],Xp[11,20],Xm[15,22],Xp[5,14],Xp[7,18],Xp[13,4],Xp[17,6],Xp[19,8],Xm[21,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 288]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xm[9,16],Xp[11,20],Xm[15,22],Xp[5,14],Xp[13,4],Xp[19,6],Xp[7,18],Xp[17,8],Xm[21,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 289]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xp[13,20],Xm[7,14],Xp[15,18],Xp[5,16],Xp[17,6],Xm[19,4],Xp[21,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 290]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[13,20],Xp[3,12],Xm[19,2],Xm[7,14],Xm[5,16],Xm[15,6],Xm[9,8],Xp[11,18],Xp[17,22],Xp[21,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 291]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xm[9,8],Xp[11,18],Xm[13,20],Xp[15,22],Xm[7,14],Xp[21,6],Xp[17,4],Xp[5,16],Xm[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 292]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[9,18],Xp[17,22],Xm[21,8],Xm[13,20],Xp[7,14],Xp[5,16],Xp[15,6],Xp[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,1},{16,-1},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 293]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[13,20],Xp[7,14],Xp[5,16],Xp[15,6],Xm[21,4],Xm[9,18],Xm[17,22],Xp[19,8]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 294]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xp[19,22],Xm[7,18],Xm[5,16],Xm[15,4],Xm[17,6],Xp[21,14],Xp[13,20],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 295]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xp[19,22],Xm[7,18],Xm[15,6],Xm[5,16],Xm[17,4],Xp[21,14],Xp[13,20],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 296]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xp[7,18],Xp[5,16],Xm[13,20],Xm[15,22],Xm[21,14],Xp[17,6],Xp[19,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 297]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xm[21,14],Xm[5,16],Xp[7,18],Xm[17,20],Xm[15,4],Xp[19,6],Xm[13,22],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,0},{14,1},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 298]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xp[7,18],Xp[5,16],Xm[13,22],Xm[15,20],Xp[17,6],Xm[21,14],Xp[19,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,0},{14,1},{15,-1},{16,1},{17,-1},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 299]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xp[5,16],Xp[15,20],Xp[21,14],Xp[7,18],Xm[9,2],Xp[13,4],Xp[17,6],Xp[19,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 300]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xm[15,20],Xp[13,8],Xp[19,4],Xp[7,18],Xp[5,16],Xp[17,6],Xm[21,14]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,1},{7,-1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 301]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xp[5,16],Xp[13,20],Xp[15,22],Xp[21,14],Xp[7,18],Xp[17,6],Xp[19,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 302]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xp[5,16],Xp[13,22],Xp[15,20],Xp[21,14],Xp[7,18],Xp[17,6],Xp[19,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 303]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,16],Xp[7,18],Xp[13,20],Xp[21,14],Xp[17,22],Xp[19,8],Xm[9,6],Xm[15,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 304]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,16],Xp[19,22],Xp[13,20],Xp[21,14],Xm[7,18],Xm[9,8],Xm[15,4],Xm[17,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 305]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,22],Xm[9,8],Xp[21,2],Xp[3,12],Xp[19,14],Xp[7,18],Xp[5,16],Xp[15,4],Xp[17,6],Xp[13,20]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 306]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xm[5,16],Xm[17,22],Xm[13,18],Xm[21,14],Xm[7,20],Xm[15,6],Xm[19,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 307]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,4],Xm[5,16],Xp[13,22],Xp[17,14],Xm[7,20],Xp[21,18],Xm[15,6],Xm[19,8]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 308]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,6],Xm[7,20],Xm[19,8],Xm[13,18],Xp[5,16],Xp[17,4],Xm[15,22],Xm[21,14]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 309]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,18],Xm[9,6],Xm[7,20],Xm[19,8],Xm[15,22],Xp[3,12],Xp[5,16],Xp[13,4],Xm[21,14],Xp[17,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 310]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xm[17,20],Xp[13,6],Xp[7,14],Xp[15,8],Xp[19,4],Xp[5,18],Xm[21,16]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 311]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xp[17,20],Xm[5,18],Xm[19,4],Xm[7,14],Xm[13,16],Xm[15,8],Xp[21,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 312]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,8],Xm[13,22],Xp[7,14],Xp[5,18],Xm[17,20],Xm[21,16],Xp[15,6],Xp[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,1},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 313]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[5,18],Xp[7,14],Xm[13,20],Xm[21,8],Xp[9,16],Xp[15,22],Xp[17,6],Xp[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 314]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,20],Xm[21,8],Xp[9,16],Xp[7,14],Xp[3,12],Xp[5,18],Xp[17,6],Xp[13,4],Xp[15,22],Xp[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 315]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[17,22],Xm[9,20],Xm[13,6],Xm[7,14],Xm[15,8],Xm[19,4],Xm[5,18],Xm[21,16]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 316]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,6],Xm[7,16],Xm[15,8],Xm[13,20],Xp[5,18],Xp[19,4],Xm[17,22],Xm[21,14]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,1},{20,-1},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 317]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,20],Xm[9,6],Xm[7,16],Xm[15,8],Xm[17,22],Xp[3,12],Xp[5,18],Xp[13,4],Xm[21,14],Xp[19,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 318]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,8],Xm[13,20],Xp[7,16],Xp[5,18],Xp[17,6],Xp[19,4],Xm[15,22],Xm[21,14]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,0},{17,1},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 319]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[9,8],Xm[15,20],Xp[7,16],Xp[5,18],Xp[17,6],Xp[19,4],Xm[13,22],Xm[21,14]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 320]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,20],Xp[7,14],Xp[13,16],Xp[15,8],Xm[17,22],Xm[21,18],Xm[9,6],Xm[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 321]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,16],Xm[5,20],Xp[3,12],Xp[7,14],Xp[13,6],Xm[17,22],Xm[21,18],Xm[9,8],Xm[19,4],Xp[15,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 322]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[13,18],Xp[3,12],Xm[17,2],Xm[7,14],Xm[9,8],Xp[11,16],Xp[15,22],Xp[21,4],Xp[5,20],Xp[19,6]},{{1,0},{2,1},{3,0},{4,0},{5,1},{6,-1},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 323]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,18],Xm[9,8],Xm[19,22],Xp[5,20],Xp[21,4],Xm[7,14],Xp[3,12],Xp[13,16],Xm[15,6],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 324]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[9,16],Xm[13,6],Xm[7,14],Xm[15,8],Xp[17,22],Xp[19,4],Xp[5,20],Xp[21,18]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 325]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[13,18],Xp[7,14],Xm[5,20],Xm[19,4],Xm[21,6],Xm[9,16],Xm[15,22],Xp[17,8]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 326]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xm[5,20],Xm[9,16],Xp[11,18],Xm[15,22],Xm[21,6],Xp[7,14],Xp[13,4],Xp[17,8],Xm[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 327]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[9,18],Xm[13,6],Xm[7,14],Xm[15,8],Xp[17,22],Xp[21,16],Xp[19,4],Xp[5,20]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 328]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xm[5,20],Xm[9,18],Xm[19,22],Xp[11,16],Xm[21,6],Xp[7,14],Xp[13,4],Xp[15,8],Xm[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 329]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,20],Xp[7,16],Xp[13,18],Xp[15,22],Xp[17,8],Xp[21,14],Xm[9,6],Xm[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 330]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xm[5,20],Xm[9,6],Xp[11,18],Xp[7,16],Xp[13,4],Xp[15,22],Xp[17,8],Xm[19,2],Xp[21,14]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 331]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,20],Xp[17,22],Xp[13,18],Xp[21,14],Xm[7,16],Xm[9,8],Xm[15,6],Xm[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 332]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,20],Xm[13,22],Xm[21,18],Xm[7,16],Xm[17,14],Xm[9,8],Xm[15,6],Xm[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 333]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xm[5,20],Xm[7,16],Xm[9,8],Xp[11,18],Xm[15,6],Xp[13,4],Xp[17,22],Xm[19,2],Xp[21,14]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 334]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[5,20],Xm[3,14],Xm[15,4],Xp[19,22],Xm[7,16],Xp[11,18],Xp[17,12],Xm[9,2],Xm[13,8],Xp[21,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 335]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,14],Xm[7,16],Xm[9,8],Xm[15,2],Xp[17,22],Xp[11,18],Xm[19,4],Xm[5,20],Xm[13,6],Xp[21,12]},{{1,0},{2,1},{3,-1},{4,1},{5,1},{6,-1},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 336]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[9,8],Xm[3,14],Xm[11,22],Xm[15,2],Xm[19,4],Xm[5,20],Xm[21,18],Xm[13,6],Xm[7,16],Xm[17,12]},{{1,0},{2,1},{3,-1},{4,1},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 337]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[5,22],Xm[3,14],Xm[15,4],Xm[7,16],Xm[17,20],Xm[11,18],Xm[19,12],Xm[9,2],Xm[13,8],Xm[21,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 338]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,14],Xm[13,20],Xm[21,12],Xm[5,22],Xp[7,16],Xp[15,18],Xp[17,8],Xm[9,6],Xm[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 339]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,14],Xm[5,22],Xm[9,6],Xp[11,18],Xp[13,20],Xp[19,12],Xp[7,16],Xp[15,4],Xp[17,8],Xm[21,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 340]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,14],Xm[5,22],Xm[9,6],Xp[11,20],Xp[13,18],Xp[19,12],Xp[7,16],Xp[15,4],Xp[17,8],Xm[21,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 341]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[7,16],Xm[5,10],Xm[3,6],Xm[9,4],Xp[13,18],Xp[19,22],Xm[15,20],Xm[21,14],Xm[11,2],Xp[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 342]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[7,16],Xm[5,10],Xm[3,6],Xm[9,4],Xp[13,20],Xm[17,22],Xm[21,18],Xp[19,14],Xm[11,2],Xm[15,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 343]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[7,16],Xm[5,10],Xm[3,6],Xm[9,4],Xp[15,18],Xm[19,22],Xm[13,20],Xm[21,14],Xm[11,2],Xp[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 344]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[7,18],Xm[5,10],Xm[3,6],Xm[9,4],Xp[13,20],Xp[15,22],Xp[21,14],Xp[19,16],Xm[11,2],Xm[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 345]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,8],Xp[13,18],Xp[19,22],Xm[15,20],Xm[21,14],Xm[17,6],Xm[7,16],Xp[5,10],Xp[9,4],Xm[11,2]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 346]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,8],Xp[13,20],Xm[17,22],Xm[21,18],Xp[15,6],Xp[7,16],Xp[19,14],Xp[5,10],Xp[9,4],Xm[11,2]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 347]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,8],Xp[13,20],Xp[15,22],Xp[21,14],Xp[17,6],Xp[7,18],Xp[19,16],Xp[5,10],Xp[9,4],Xm[11,2]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 348]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[11,10],Xm[5,14],Xm[9,18],Xm[17,2],Xp[7,16],Xp[3,8],Xp[15,20],Xm[13,22],Xp[19,4],Xm[21,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 349]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,8],Xp[5,14],Xp[7,18],Xm[9,20],Xm[11,10],Xp[13,6],Xp[17,4],Xm[15,22],Xm[19,2],Xm[21,16]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,0},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 350]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,8],Xp[13,18],Xp[19,22],Xm[7,20],Xm[21,6],Xm[15,4],Xm[5,14],Xp[9,16],Xm[11,2],Xp[17,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 351]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[9,18],Xp[5,14],Xp[11,6],Xm[15,22],Xp[7,20],Xm[3,8],Xm[21,16],Xp[17,4],Xm[13,10],Xm[19,2]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 352]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,8],Xm[5,14],Xm[7,20],Xm[13,16],Xp[9,18],Xm[11,10],Xm[15,6],Xm[21,4],Xm[17,22],Xp[19,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,1},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 353]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,8],Xp[5,16],Xp[7,22],Xm[15,20],Xm[21,14],Xp[13,6],Xp[19,4],Xm[9,18],Xm[11,2],Xm[17,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 354]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,8],Xm[11,16],Xp[7,14],Xp[15,6],Xm[17,22],Xp[19,4],Xp[5,18],Xm[9,20],Xm[21,10]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 355]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[7,18],Xm[3,14],Xm[5,16],Xp[9,20],Xm[19,22],Xm[15,4],Xm[17,6],Xp[21,8],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,1},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 356]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[5,16],Xm[3,14],Xp[9,20],Xp[7,18],Xm[17,22],Xp[19,8],Xm[15,4],Xp[21,6],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,-1},{8,1},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 357]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[7,18],Xm[3,14],Xp[9,20],Xm[19,22],Xm[15,6],Xm[5,16],Xm[17,4],Xp[21,8],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 358]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[3,14],Xp[9,20],Xp[5,16],Xp[7,18],Xm[15,22],Xp[17,6],Xp[19,8],Xp[21,4],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,1},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,1},{17,-1},{18,1},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 359]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[3,14],Xp[9,20],Xp[5,16],Xm[15,22],Xp[17,8],Xp[7,18],Xp[19,6],Xp[21,4],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,1},{7,1},{8,-1},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 360]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,14],Xp[13,22],Xp[5,16],Xp[7,18],Xp[9,20],Xm[11,2],Xp[15,4],Xp[17,6],Xp[19,8],Xp[21,10]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 361]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,14],Xp[13,22],Xp[5,16],Xm[11,2],Xp[15,4],Xp[21,6],Xp[9,20],Xp[7,18],Xp[19,8],Xp[17,10]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,1},{8,1},{9,-1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 362]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,14],Xp[13,22],Xm[11,2],Xp[21,4],Xp[9,20],Xp[5,16],Xp[7,18],Xp[17,6],Xp[19,8],Xp[15,10]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,1},{7,-1},{8,1},{9,-1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 363]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,14],Xp[13,22],Xm[11,2],Xp[21,4],Xp[9,20],Xp[5,16],Xp[17,8],Xp[7,18],Xp[19,6],Xp[15,10]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,1},{7,0},{8,0},{9,-1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 364]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[11,4],Xp[5,16],Xp[15,22],Xp[7,18],Xp[9,20],Xp[17,6],Xp[19,8],Xp[21,10]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,0},{7,0},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 365]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[5,16],Xm[11,6],Xp[7,18],Xp[17,22],Xp[9,20],Xp[19,8],Xp[21,10],Xm[15,4]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 366]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[3,14],Xm[5,16],Xm[11,6],Xp[7,18],Xp[17,22],Xp[9,20],Xp[19,8],Xp[21,10],Xm[13,4],Xm[15,2]},{{1,0},{2,1},{3,-1},{4,0},{5,1},{6,-1},{7,0},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 367]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[5,16],Xm[7,18],Xm[11,8],Xp[9,20],Xp[19,22],Xp[21,10],Xm[15,4],Xm[17,6]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,-1},{7,1},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 368]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[7,18],Xm[11,8],Xp[9,20],Xp[19,22],Xp[21,10],Xm[17,4],Xm[5,16],Xm[15,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,1},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,1},{17,-1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 369]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[5,16],Xm[3,14],Xp[7,20],Xm[17,22],Xp[9,18],Xm[15,4],Xp[19,8],Xp[21,6],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,0},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 370]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[7,20],Xm[3,14],Xm[15,6],Xm[5,16],Xm[17,4],Xp[19,22],Xm[9,18],Xm[11,2],Xm[13,10],Xp[21,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,1},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 371]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,14],Xp[13,22],Xp[5,16],Xm[11,2],Xp[15,4],Xp[21,6],Xp[7,20],Xp[9,18],Xp[17,10],Xp[19,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 372]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[5,16],Xm[11,10],Xm[15,4],Xm[17,22],Xp[9,18],Xp[7,20],Xp[19,8],Xp[21,6]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 373]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[3,14],Xp[9,18],Xp[5,16],Xm[7,22],Xm[21,6],Xm[15,20],Xp[17,8],Xp[19,4],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 374]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[5,16],Xm[7,22],Xp[9,18],Xp[17,20],Xp[19,10],Xm[11,8],Xm[15,4],Xm[21,6]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 375]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[7,22],Xp[9,18],Xp[15,20],Xp[5,16],Xp[17,6],Xp[19,10],Xm[11,8],Xm[21,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 376]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[3,14],Xm[5,16],Xm[7,22],Xp[9,18],Xp[17,20],Xp[19,10],Xm[11,8],Xm[21,6],Xm[13,4],Xm[15,2]},{{1,0},{2,1},{3,-1},{4,0},{5,1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 377]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,14],Xm[7,22],Xm[11,8],Xp[13,20],Xp[5,16],Xp[9,18],Xp[15,4],Xp[17,6],Xp[19,10],Xm[21,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,1},{15,-1},{16,1},{17,-1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 378]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[11,4],Xp[7,16],Xp[5,18],Xp[15,22],Xp[17,6],Xp[21,8],Xp[9,20],Xp[19,10]},{{1,0},{2,0},{3,1},{4,-1},{5,0},{6,0},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 379]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[15,10],Xp[5,18],Xm[11,6],Xm[7,16],Xm[17,22],Xp[19,4],Xp[21,8],Xp[9,20]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 380]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[15,20],Xp[5,18],Xm[11,6],Xm[7,22],Xp[17,8],Xp[9,16],Xp[19,4],Xm[21,10]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 381]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,20],Xm[21,10],Xp[3,14],Xp[5,18],Xm[11,6],Xm[7,22],Xp[15,4],Xp[17,8],Xp[9,16],Xp[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,0},{10,-1},{11,-1},{12,1},{13,1},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 382]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[7,16],Xp[9,18],Xp[5,20],Xp[21,6],Xp[17,22],Xp[19,10],Xm[11,8],Xm[15,4]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,1},{7,-1},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 383]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[11,10],Xm[15,22],Xp[7,16],Xp[21,6],Xp[5,20],Xp[19,4],Xp[9,18],Xp[17,8]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,1},{17,-1},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 384]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[7,14],Xp[3,16],Xp[5,20],Xp[9,18],Xp[17,10],Xp[19,4],Xp[13,22],Xp[15,6],Xm[11,2],Xp[21,8]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 385]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[11,16],Xp[21,18],Xp[13,20],Xp[19,12],Xp[17,22],Xp[15,8],Xp[7,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 386]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xp[11,18],Xp[19,22],Xp[15,20],Xp[21,16],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 387]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xm[11,18],Xm[15,20],Xm[17,22],Xm[21,16],Xm[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 388]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xm[11,18],Xm[15,22],Xm[17,20],Xm[21,16],Xm[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 389]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[11,20],Xm[17,22],Xm[21,18],Xp[13,16],Xp[15,8],Xp[7,14],Xp[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,1},{18,1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 390]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,16],Xm[15,8],Xp[11,18],Xm[13,20],Xp[19,22],Xm[21,12],Xp[17,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 391]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,16],Xm[15,8],Xm[11,18],Xm[17,22],Xm[13,20],Xm[19,12],Xm[21,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 392]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,16],Xm[15,8],Xm[11,18],Xm[17,22],Xm[21,12],Xm[13,20],Xm[19,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 393]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[15,22],Xp[11,18],Xp[13,20],Xp[19,12],Xp[21,14],Xp[17,8],Xp[7,16],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 394]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[15,22],Xp[11,18],Xp[19,14],Xp[13,20],Xp[21,12],Xp[17,8],Xp[7,16],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 395]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,16],Xm[15,8],Xm[11,20],Xm[19,22],Xp[13,18],Xp[17,14],Xm[21,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 396]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[13,22],Xp[11,20],Xp[21,12],Xp[15,18],Xp[17,8],Xp[7,16],Xp[19,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 397]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[11,22],Xp[13,20],Xp[15,18],Xp[17,8],Xp[7,16],Xp[19,14],Xp[21,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 398]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[13,2],Xm[7,14],Xp[9,18],Xm[17,22],Xm[11,20],Xm[21,16],Xm[15,4],Xp[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 399]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[13,2],Xm[7,14],Xm[15,4],Xp[21,18],Xm[9,20],Xm[19,10],Xp[11,16],Xp[17,22]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 400]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[13,2],Xm[7,14],Xp[11,18],Xm[9,20],Xm[19,10],Xm[15,4],Xp[17,22],Xp[21,16]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 401]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[11,18],Xp[3,8],Xp[15,2],Xm[7,16],Xm[9,22],Xm[17,4],Xm[19,10],Xp[5,12],Xm[21,14],Xm[13,20]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 402]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[15,20],Xp[7,14],Xp[21,10],Xm[11,18],Xm[9,16],Xm[17,22],Xm[19,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 403]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[9,16],Xp[7,14],Xp[11,18],Xm[15,20],Xp[17,22],Xm[19,10],Xp[21,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 404]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,10],Xm[17,8],Xm[7,14],Xm[9,18],Xp[19,22],Xp[15,20],Xp[21,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 405]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,10],Xm[15,20],Xm[7,14],Xm[17,22],Xm[21,16],Xp[19,8],Xp[9,18],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,1},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 406]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,10],Xm[15,22],Xm[7,14],Xm[17,20],Xp[19,8],Xp[9,18],Xm[21,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 407]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[13,22],Xp[15,8],Xp[7,14],Xp[9,18],Xp[17,20],Xp[21,16],Xp[19,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 408]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[9,18],Xp[7,14],Xm[17,20],Xm[21,16],Xp[13,22],Xp[15,10],Xp[19,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, Alternating, 409]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[17,8],Xp[7,14],Xp[9,18],Xp[11,10],Xm[19,22],Xm[15,20],Xm[21,16],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 410]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[15,20],Xp[7,14],Xp[11,10],Xp[17,22],Xp[21,16],Xm[19,8],Xm[9,18],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 411]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[15,22],Xp[7,14],Xp[11,10],Xp[17,20],Xm[19,8],Xm[9,18],Xp[21,16],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 412]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,18],Xm[17,22],Xm[7,16],Xp[21,8],Xp[9,14],Xp[15,20],Xm[19,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 413]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,20],Xm[19,22],Xm[15,10],Xm[17,8],Xm[7,16],Xm[9,18],Xm[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 414]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[15,22],Xp[13,20],Xp[21,14],Xp[17,8],Xp[7,16],Xp[9,18],Xp[19,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 415]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[9,18],Xp[7,16],Xp[15,22],Xp[13,20],Xp[21,14],Xp[17,10],Xp[19,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 416]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[13,22],Xm[15,10],Xm[17,20],Xm[7,16],Xp[19,8],Xp[9,18],Xp[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 417]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[13,22],Xp[15,20],Xp[17,8],Xp[7,16],Xp[9,18],Xp[19,10],Xp[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 418]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[9,18],Xp[7,16],Xp[13,22],Xp[15,20],Xp[17,10],Xp[19,8],Xp[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 419]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[11,14],Xp[15,22],Xp[17,20],Xp[7,16],Xp[21,10],Xm[19,8],Xm[9,18],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 420]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[11,20],Xm[15,22],Xm[21,14],Xp[17,8],Xp[7,16],Xp[9,18],Xp[19,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 421]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[7,16],Xm[9,20],Xm[15,8],Xm[19,10],Xm[13,18],Xm[17,22],Xm[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 422]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,18],Xm[17,22],Xm[7,16],Xp[21,8],Xp[9,20],Xm[15,10],Xm[19,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 423]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[9,20],Xp[7,16],Xp[13,18],Xp[19,14],Xp[15,22],Xp[17,10],Xp[21,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 424]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[7,16],Xm[9,20],Xp[21,18],Xm[15,8],Xm[19,10],Xp[13,22],Xp[17,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 425]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[7,16],Xp[9,20],Xp[11,18],Xp[19,22],Xm[15,8],Xp[21,10],Xp[17,14],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 426]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[5,14],Xm[11,20],Xm[17,22],Xm[21,16],Xm[13,10],Xp[19,8],Xp[7,18],Xm[9,2],Xp[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 427]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[5,14],Xm[7,20],Xm[19,8],Xp[11,16],Xm[13,10],Xp[17,22],Xp[21,18],Xm[9,2],Xp[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 428]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[5,14],Xm[7,20],Xm[19,8],Xm[13,10],Xp[21,16],Xp[11,18],Xp[17,22],Xm[9,2],Xp[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,1},{22,1}}]
toRVT[Link[11, Alternating, 429]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[11,18],Xm[13,16],Xp[5,14],Xp[15,10],Xp[19,22],Xp[21,8],Xp[7,20],Xm[9,2],Xp[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 430]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,14],Xp[3,8],Xp[15,2],Xm[7,16],Xp[9,18],Xm[17,4],Xm[19,22],Xp[13,10],Xm[21,12],Xm[11,20]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 431]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,14],Xp[3,8],Xp[15,2],Xm[7,16],Xp[9,18],Xm[11,20],Xp[19,22],Xp[13,12],Xm[17,4],Xm[21,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 432]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,14],Xp[3,8],Xp[15,2],Xm[7,16],Xp[13,18],Xm[9,20],Xm[19,12],Xm[11,22],Xm[21,10],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 433]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,14],Xp[3,8],Xp[15,2],Xm[7,16],Xp[13,18],Xm[9,22],Xm[11,20],Xm[19,12],Xm[21,10],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 434]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[11,16],Xp[3,8],Xp[17,2],Xp[5,14],Xm[7,18],Xp[15,12],Xp[13,20],Xm[9,22],Xm[21,10],Xm[19,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 435]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[11,18],Xp[7,14],Xp[13,8],Xp[19,22],Xp[15,20],Xp[21,16],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 436]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[11,18],Xp[7,14],Xp[13,8],Xm[15,20],Xm[17,22],Xm[21,16],Xm[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 437]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[11,18],Xp[7,14],Xp[13,8],Xm[15,22],Xm[17,20],Xm[21,16],Xm[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 438]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[15,2],Xp[3,10],Xp[5,14],Xp[11,22],Xp[13,12],Xm[21,4],Xm[17,20],Xm[7,16],Xp[19,8],Xp[9,18]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 439]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,14],Xp[3,10],Xp[15,2],Xp[17,20],Xm[9,16],Xp[19,8],Xp[7,18],Xp[11,22],Xp[13,12],Xm[21,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 440]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[15,12],Xm[17,8],Xm[7,16],Xm[9,18],Xm[19,22],Xp[11,20],Xp[21,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 441]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[15,12],Xm[17,22],Xm[7,16],Xp[21,8],Xp[11,20],Xp[9,18],Xp[19,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 442]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[15,22],Xp[17,8],Xp[7,16],Xp[9,18],Xp[11,20],Xp[19,10],Xp[21,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 443]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[15,22],Xp[17,8],Xp[7,16],Xp[9,18],Xp[21,10],Xp[11,20],Xp[19,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 444]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[11,20],Xp[7,16],Xp[9,18],Xp[19,10],Xp[15,22],Xp[17,12],Xp[21,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 445]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[9,18],Xp[7,16],Xm[11,20],Xp[19,22],Xm[21,10],Xp[13,8],Xp[17,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 446]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xm[9,18],Xp[7,16],Xm[17,22],Xm[11,20],Xp[13,8],Xm[19,10],Xm[21,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 447]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[17,8],Xp[7,16],Xp[9,18],Xp[13,10],Xm[11,20],Xm[19,22],Xm[21,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 448]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[17,8],Xp[7,16],Xp[9,18],Xp[13,12],Xp[19,22],Xm[11,20],Xm[21,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 449]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[17,22],Xp[7,16],Xp[13,12],Xm[21,8],Xm[11,20],Xm[9,18],Xm[19,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,0},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 450]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[17,20],Xp[7,16],Xp[13,10],Xp[11,22],Xp[21,12],Xm[19,8],Xm[9,18],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 451]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[9,20],Xp[7,16],Xp[11,18],Xp[15,22],Xp[17,12],Xp[19,10],Xp[21,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 452]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[17,22],Xp[7,16],Xp[13,12],Xm[21,8],Xm[9,20],Xm[11,18],Xm[19,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 453]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xm[11,18],Xp[7,16],Xm[17,20],Xm[19,12],Xp[21,8],Xp[9,22],Xp[13,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 454]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[11,20],Xp[7,18],Xp[17,22],Xm[9,16],Xm[15,10],Xp[19,12],Xp[21,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 455]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[11,20],Xp[7,18],Xp[9,16],Xp[17,8],Xp[15,22],Xp[19,12],Xp[21,10],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 456]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xm[11,20],Xp[7,18],Xp[9,16],Xp[17,8],Xm[19,22],Xp[13,10],Xm[21,12],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 457]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[11,20],Xp[7,18],Xm[9,22],Xm[21,16],Xp[17,8],Xm[15,10],Xp[19,12],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 458]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xm[5,16],Xm[9,20],Xp[7,18],Xm[19,22],Xp[13,8],Xm[15,12],Xm[21,10],Xm[11,2],Xp[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 459]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xm[5,16],Xm[15,12],Xp[19,22],Xp[7,18],Xp[13,10],Xm[21,8],Xm[9,20],Xm[11,2],Xp[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 460]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[9,22],Xp[7,20],Xp[13,8],Xm[15,18],Xp[5,16],Xp[17,12],Xp[21,10],Xm[11,2],Xp[19,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 461]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xm[15,18],Xp[5,16],Xp[17,12],Xp[21,8],Xp[7,20],Xp[9,22],Xp[13,10],Xm[11,2],Xp[19,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 462]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xm[5,16],Xp[13,18],Xm[15,12],Xm[19,10],Xm[21,8],Xm[7,20],Xm[9,22],Xm[11,2],Xp[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,0},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 463]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[13,8],Xp[7,22],Xm[15,20],Xp[5,16],Xp[11,18],Xp[17,12],Xp[19,10],Xm[9,2],Xp[21,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 464]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[5,16],Xp[3,8],Xm[9,20],Xm[19,10],Xp[17,22],Xp[21,18],Xp[15,14],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 465]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[13,20],Xp[9,16],Xp[15,8],Xp[17,22],Xp[21,18],Xm[19,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 466]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xp[3,10],Xp[7,14],Xm[21,18],Xm[9,16],Xm[15,8],Xm[13,20],Xm[19,12],Xm[17,22],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 467]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xp[11,18],Xp[7,16],Xp[15,8],Xm[13,20],Xp[19,22],Xm[21,12],Xp[17,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 468]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xm[11,18],Xp[7,16],Xp[15,8],Xm[17,22],Xm[13,20],Xm[19,12],Xm[21,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 469]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xm[11,18],Xp[7,16],Xp[15,8],Xm[17,22],Xm[21,12],Xm[13,20],Xm[19,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 470]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xm[11,18],Xm[17,8],Xm[7,16],Xm[15,14],Xm[19,22],Xp[13,20],Xp[21,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 471]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[5,18],Xp[3,8],Xm[9,20],Xm[19,10],Xp[17,14],Xp[15,22],Xp[21,16],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 472]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[5,18],Xp[3,8],Xm[9,20],Xm[19,10],Xp[15,22],Xp[17,16],Xp[21,14],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,-1},{18,1},{19,1},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 473]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[15,22],Xp[9,18],Xp[17,8],Xm[13,20],Xm[21,14],Xm[19,16],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 474]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[13,20],Xm[19,8],Xm[9,18],Xp[15,22],Xp[17,16],Xp[21,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 475]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xp[7,14],Xp[15,20],Xm[11,18],Xm[17,12],Xp[19,22],Xp[21,16],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 476]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,14],Xp[15,22],Xp[17,16],Xm[9,18],Xm[13,20],Xm[19,12],Xm[21,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 477]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,16],Xm[9,18],Xm[15,22],Xm[13,20],Xm[19,12],Xm[21,14],Xm[17,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 478]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,16],Xm[9,18],Xm[15,22],Xm[19,14],Xm[13,20],Xm[21,12],Xm[17,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 479]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xm[7,18],Xm[15,22],Xp[9,20],Xm[13,8],Xm[17,14],Xm[21,16],Xp[19,12],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 480]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xm[7,18],Xm[21,14],Xp[9,20],Xm[13,8],Xm[15,22],Xm[17,16],Xp[19,12],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 481]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,12],Xp[7,14],Xp[15,20],Xp[9,18],Xp[17,8],Xp[19,22],Xp[21,16],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 482]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[9,2],Xm[3,12],Xm[5,10],Xm[11,16],Xm[15,4],Xp[13,20],Xm[7,18],Xm[17,8],Xp[19,22],Xp[21,14]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 483]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,10],Xp[3,8],Xp[17,22],Xp[11,20],Xp[19,12],Xp[21,18],Xp[9,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 484]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,12],Xp[3,8],Xp[9,16],Xm[17,22],Xp[11,20],Xp[19,10],Xm[21,18],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 485]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,12],Xp[3,8],Xm[11,22],Xp[21,18],Xp[9,20],Xm[17,10],Xm[19,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 486]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,12],Xp[3,8],Xp[13,22],Xp[9,20],Xp[19,10],Xp[21,14],Xp[11,18],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 487]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[9,22],Xp[3,8],Xm[21,16],Xm[11,18],Xm[5,20],Xm[17,10],Xp[19,12],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 488]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[9,16],Xp[17,22],Xp[13,20],Xp[19,14],Xp[21,18],Xp[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 489]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[13,20],Xm[7,14],Xm[15,8],Xm[11,18],Xp[19,12],Xp[21,16],Xp[17,22],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,0},{12,1},{13,-1},{14,0},{15,1},{16,1},{17,-1},{18,0},{19,-1},{20,1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 490]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[15,22],Xp[7,20],Xp[19,8],Xp[13,18],Xp[11,14],Xp[17,12],Xp[21,16],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 491]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[11,16],Xp[7,20],Xp[19,8],Xm[21,14],Xm[15,22],Xm[13,18],Xm[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 492]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xp[15,22],Xm[9,20],Xm[19,8],Xm[17,4],Xp[5,12],Xp[3,10],Xp[11,18],Xp[21,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,1},{20,-1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 493]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,12],Xp[3,10],Xp[11,18],Xp[9,20],Xp[15,22],Xp[21,14],Xp[13,2],Xp[19,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, Alternating, 494]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[9,16],Xm[15,8],Xm[17,4],Xp[11,22],Xp[3,10],Xm[5,20],Xm[21,18],Xp[19,12],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 495]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[11,22],Xp[3,10],Xm[5,20],Xm[21,18],Xp[19,12],Xm[9,14],Xp[13,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 496]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xp[7,14],Xp[9,16],Xp[15,8],Xm[17,22],Xp[11,20],Xp[19,10],Xm[21,18],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 497]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xp[7,14],Xm[11,20],Xp[9,18],Xm[19,10],Xp[15,8],Xm[21,16],Xm[17,22],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 498]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xm[13,18],Xm[7,14],Xm[15,10],Xp[17,22],Xp[9,20],Xp[19,8],Xp[21,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 499]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xp[7,16],Xm[17,22],Xp[11,20],Xp[19,10],Xm[21,18],Xp[9,14],Xp[15,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 500]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xp[13,22],Xp[7,20],Xp[19,10],Xp[9,16],Xp[17,14],Xp[15,8],Xp[21,18],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 501]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[5,14],Xm[3,10],Xm[13,4],Xm[7,2],Xm[9,6],Xp[11,18],Xp[17,12],Xp[15,20],Xp[19,22],Xp[21,16]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 502]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xm[15,20],Xm[5,14],Xm[13,4],Xm[19,12],Xm[11,18],Xm[17,22],Xm[21,16],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 503]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xp[11,18],Xp[17,12],Xp[15,20],Xp[19,22],Xp[21,16],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 504]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xm[17,22],Xm[15,20],Xm[21,16],Xm[19,12],Xm[11,18],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 505]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,16],Xp[3,10],Xp[17,2],Xm[9,18],Xp[11,20],Xp[5,14],Xm[15,22],Xp[13,6],Xm[19,4],Xp[21,12]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 506]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,16],Xp[5,14],Xp[3,10],Xp[13,4],Xp[17,2],Xm[9,18],Xm[21,12],Xm[11,22],Xp[15,20],Xm[19,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 507]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[11,18],Xp[3,10],Xp[19,2],Xp[7,16],Xm[9,20],Xp[17,12],Xp[15,22],Xp[5,14],Xp[13,4],Xm[21,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,1},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 508]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[11,18],Xp[3,10],Xp[19,2],Xp[7,16],Xm[9,20],Xp[17,12],Xm[21,4],Xp[5,14],Xm[15,22],Xp[13,6]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 509]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[9,20],Xm[5,14],Xp[13,12],Xp[7,16],Xp[17,22],Xp[3,10],Xm[11,18],Xm[15,6],Xp[19,4],Xm[21,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 510]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,14],Xp[15,22],Xp[19,10],Xp[9,18],Xp[11,20],Xp[21,12],Xp[5,16],Xm[7,2],Xm[13,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 511]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,14],Xp[11,20],Xp[9,18],Xp[15,22],Xp[19,12],Xp[21,10],Xp[5,16],Xm[7,2],Xm[13,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,1},{12,-1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 512]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[5,16],Xm[15,22],Xp[3,14],Xp[13,4],Xm[17,12],Xm[19,10],Xm[9,18],Xm[11,20],Xm[7,2],Xm[21,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 513]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[5,16],Xm[3,14],Xm[15,4],Xp[17,22],Xp[19,10],Xp[9,18],Xp[11,20],Xp[21,12],Xm[7,2],Xm[13,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 514]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[5,16],Xm[3,14],Xp[11,20],Xp[9,18],Xm[15,4],Xp[17,22],Xp[19,12],Xp[21,10],Xm[7,2],Xm[13,6]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 515]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xm[11,20],Xp[9,18],Xm[19,22],Xp[13,10],Xm[21,12],Xp[5,16],Xm[7,2],Xp[15,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 516]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[5,16],Xm[9,18],Xm[17,10],Xm[15,20],Xp[3,14],Xp[21,4],Xm[7,2],Xp[11,22],Xp[13,12],Xm[19,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 517]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xp[13,12],Xm[7,2],Xp[9,22],Xp[21,6],Xp[15,20],Xm[5,16],Xm[11,18],Xm[17,10],Xm[19,4]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 518]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xm[9,22],Xm[11,20],Xm[19,12],Xm[21,10],Xp[13,18],Xp[5,16],Xm[7,2],Xp[15,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 519]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[5,16],Xp[19,22],Xp[9,18],Xm[21,10],Xm[11,20],Xm[13,2],Xm[3,14],Xm[7,4],Xp[15,12],Xp[17,6]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 520]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,18],Xp[5,16],Xp[15,10],Xm[3,14],Xm[11,4],Xp[19,2],Xm[9,20],Xm[13,12],Xp[17,22],Xm[21,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,0},{17,-1},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 521]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xp[13,10],Xp[9,22],Xm[17,20],Xp[7,18],Xp[19,12],Xp[5,16],Xm[11,2],Xp[15,4],Xp[21,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 522]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xm[5,16],Xp[7,18],Xp[19,12],Xp[13,10],Xp[9,22],Xm[15,20],Xm[17,6],Xm[11,2],Xp[21,4]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 523]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xm[7,18],Xm[9,22],Xm[21,10],Xp[13,20],Xm[17,12],Xp[5,16],Xm[11,2],Xp[15,4],Xp[19,6]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,1},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 524]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[9,22],Xp[7,18],Xm[17,20],Xp[21,6],Xm[11,4],Xp[5,16],Xp[15,10],Xp[19,12],Xm[13,2],Xm[3,14]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 525]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,14],Xm[15,12],Xm[19,22],Xm[9,16],Xp[21,10],Xp[11,20],Xm[5,18],Xm[7,2],Xm[13,4],Xm[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 526]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,14],Xm[15,12],Xp[21,10],Xm[9,16],Xp[11,20],Xm[7,2],Xm[17,22],Xm[13,6],Xp[19,4],Xp[5,18]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,1},{15,0},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 527]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,14],Xm[15,12],Xm[21,10],Xm[9,16],Xm[11,22],Xp[5,18],Xp[17,20],Xm[7,2],Xm[13,4],Xp[19,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 528]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,14],Xp[17,22],Xm[11,16],Xm[15,12],Xp[21,10],Xp[9,20],Xp[5,18],Xm[7,2],Xm[13,4],Xp[19,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 529]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,14],Xm[13,12],Xm[7,16],Xm[17,22],Xm[5,18],Xm[9,20],Xm[19,10],Xm[11,4],Xm[15,2],Xm[21,6]},{{1,0},{2,1},{3,-1},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,1}}]
toRVT[Link[11, Alternating, 530]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14],Strand [15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[13,20],Xp[9,18],Xp[21,10],Xp[19,14],Xm[5,16],Xp[17,22],Xm[7,2],Xm[11,4],Xm[15,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 531]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xm[11,18],Xm[3,10],Xm[9,4],Xm[7,14],Xm[13,8],Xm[19,22],Xm[15,20],Xm[21,16],Xm[17,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 532]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xp[11,18],Xm[3,10],Xm[9,4],Xm[7,14],Xm[13,8],Xp[15,20],Xp[17,22],Xp[21,16],Xp[19,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,1},{17,-1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 533]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xp[11,18],Xm[3,10],Xm[9,4],Xm[7,14],Xm[13,8],Xp[15,22],Xp[17,20],Xp[21,16],Xp[19,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 534]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xm[11,18],Xm[3,10],Xm[9,4],Xm[7,16],Xm[15,8],Xp[13,20],Xm[19,22],Xp[21,12],Xm[17,14]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, Alternating, 535]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xp[11,18],Xm[3,10],Xm[9,4],Xm[7,16],Xm[15,8],Xp[17,22],Xp[13,20],Xp[19,12],Xp[21,14]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 536]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xp[11,18],Xm[3,10],Xm[9,4],Xm[7,16],Xm[15,8],Xp[17,22],Xp[21,12],Xp[13,20],Xp[19,14]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 537]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xp[11,18],Xm[3,10],Xm[9,4],Xp[17,8],Xp[7,16],Xp[15,14],Xp[19,22],Xm[13,20],Xm[21,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 538]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20,21,22],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xp[11,18],Xm[19,22],Xm[21,16],Xm[15,20],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,-1},{18,0},{19,0},{20,-1},{21,1},{22,1}}]
toRVT[Link[11, Alternating, 539]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [19,20,21,22],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[13,20],Xp[11,16],Xp[19,12],Xp[15,8],Xp[7,14],Xm[17,22],Xm[21,18],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,-1},{21,1},{22,1}}]
toRVT[Link[11, Alternating, 540]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [19,20,21,22],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[11,18],Xp[15,8],Xp[7,14],Xm[17,22],Xm[13,20],Xm[19,12],Xm[21,16],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 541]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [19,20,21,22],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[11,20],Xm[13,22],Xp[21,18],Xm[17,12],Xp[15,8],Xp[7,14],Xm[19,16],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 542]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[15,2],Xm[7,16],Xp[19,22],Xp[21,14],Xp[13,20],Xp[9,18],Xp[11,10],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, Alternating, 543]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16],Strand [17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,10],Xm[17,8],Xm[7,14],Xm[9,18],Xm[19,22],Xm[21,16],Xm[15,20],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,1},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,-1},{19,0},{20,-1},{21,1},{22,1}}]
toRVT[Link[11, Alternating, 544]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16],Strand [17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[17,8],Xp[7,14],Xp[9,18],Xp[11,10],Xp[19,22],Xp[21,16],Xp[15,20],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 545]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16],Strand [17,18,19,20,21,22]},{Xm[1,6],Xm[5,14],Xp[3,12],Xm[9,2],Xm[7,18],Xm[17,8],Xm[13,10],Xp[19,22],Xm[21,16],Xm[11,20],Xp[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, Alternating, 546]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xp[15,18],Xm[9,20],Xm[13,22],Xm[21,14],Xm[19,10],Xp[17,8],Xp[7,16],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, Alternating, 547]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xm[7,20],Xm[19,10],Xm[13,22],Xm[21,18],Xm[17,14],Xm[9,16],Xm[15,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,-1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, Alternating, 548]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16],Strand [17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xm[11,18],Xm[3,10],Xm[9,4],Xm[7,14],Xm[13,8],Xp[19,22],Xp[21,16],Xp[15,20],Xm[17,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 1]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xm[8,3],Xm[20,11],Xp[22,17],Xp[18,21],Xm[12,19],Xm[16,9],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 2]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[10,5],Xm[8,3],Xm[20,11],Xp[22,17],Xp[18,21],Xm[12,19],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 3]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xp[3,8],Xm[20,11],Xp[22,17],Xp[18,21],Xm[12,19],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 4]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,9],Xm[8,3],Xp[10,5],Xp[18,11],Xm[20,13],Xp[22,19],Xm[12,21],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 5]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xp[4,17],Xm[14,9],Xm[8,3],Xp[10,5],Xp[18,11],Xm[20,13],Xp[22,19],Xm[12,21],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 6]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,9],Xp[3,8],Xp[10,5],Xp[18,11],Xm[20,13],Xp[22,19],Xm[12,21],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 7]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,9],Xm[8,3],Xp[10,5],Xm[20,11],Xm[22,19],Xp[18,13],Xm[12,21],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 8]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xp[4,17],Xm[14,9],Xm[8,3],Xp[10,5],Xm[20,11],Xm[22,19],Xp[18,13],Xm[12,21],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 9]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,9],Xp[3,8],Xp[10,5],Xm[20,11],Xm[22,19],Xp[18,13],Xm[12,21],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 10]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[10,5],Xm[8,3],Xm[22,13],Xm[20,11],Xm[12,21],Xm[14,19],Xm[18,9],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 11]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xp[4,17],Xm[10,5],Xm[8,3],Xm[22,13],Xm[20,11],Xm[12,21],Xm[14,19],Xm[18,9],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 12]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[10,5],Xp[3,8],Xm[22,13],Xm[20,11],Xm[12,21],Xm[14,19],Xm[18,9],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 13]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[10,5],Xm[8,3],Xm[22,11],Xm[20,13],Xm[14,19],Xm[12,21],Xm[18,9],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 14]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xp[4,17],Xm[10,5],Xm[8,3],Xm[22,11],Xm[20,13],Xm[14,19],Xm[12,21],Xm[18,9],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 15]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[10,5],Xp[3,8],Xm[22,11],Xm[20,13],Xm[14,19],Xm[12,21],Xm[18,9],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 16]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,5],Xm[8,3],Xm[16,9],Xm[20,11],Xm[22,17],Xm[18,21],Xm[10,19],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 17]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[12,5],Xm[8,3],Xm[16,9],Xm[20,11],Xm[22,17],Xm[18,21],Xm[10,19],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 18]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,5],Xp[3,8],Xm[16,9],Xm[20,11],Xm[22,17],Xm[18,21],Xm[10,19],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 19]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xm[8,3],Xm[22,13],Xm[14,21],Xm[18,9],Xm[20,11],Xm[10,19],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 20]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xp[4,17],Xm[12,5],Xm[8,3],Xm[22,13],Xm[14,21],Xm[18,9],Xm[20,11],Xm[10,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 21]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xp[3,8],Xm[22,13],Xm[14,21],Xm[18,9],Xm[20,11],Xm[10,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 22]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[20,9],Xm[8,3],Xm[18,21],Xm[14,11],Xp[12,5],Xp[22,13],Xp[10,19],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 23]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xp[4,17],Xp[20,9],Xm[8,3],Xm[18,21],Xm[14,11],Xp[12,5],Xp[22,13],Xp[10,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 24]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[20,9],Xp[3,8],Xm[18,21],Xm[14,11],Xp[12,5],Xp[22,13],Xp[10,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 25]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[9,20],Xp[3,8],Xp[21,18],Xm[14,11],Xp[12,5],Xp[22,13],Xm[19,10],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,1},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 26]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xm[8,3],Xm[22,13],Xm[14,21],Xm[18,11],Xm[20,9],Xm[10,19],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 27]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xp[4,17],Xm[12,5],Xm[8,3],Xm[22,13],Xm[14,21],Xm[18,11],Xm[20,9],Xm[10,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 28]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xp[3,8],Xm[22,13],Xm[14,21],Xm[18,11],Xm[20,9],Xm[10,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 29]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[12,5],Xm[8,3],Xm[16,9],Xm[22,13],Xm[10,15],Xm[14,21],Xm[20,11],Xm[2,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 30]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xp[4,19],Xm[12,5],Xm[8,3],Xm[16,9],Xm[22,13],Xm[10,15],Xm[14,21],Xm[20,11],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 31]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[12,5],Xp[3,8],Xm[16,9],Xm[22,13],Xm[10,15],Xm[14,21],Xm[20,11],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 32]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xm[14,9],Xm[8,3],Xp[12,5],Xp[22,13],Xm[18,15],Xp[16,11],Xp[10,17],Xm[2,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 33]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xm[14,9],Xp[3,8],Xp[12,5],Xp[22,13],Xm[18,15],Xp[16,11],Xp[10,17],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 34]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xp[9,14],Xp[3,8],Xp[12,5],Xp[22,13],Xp[15,18],Xm[11,16],Xm[17,10],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 35]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xm[14,9],Xp[3,8],Xm[5,12],Xm[13,22],Xm[18,15],Xp[16,11],Xp[10,17],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,-1},{12,-1},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 36]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xm[14,11],Xm[8,3],Xp[12,5],Xp[22,13],Xp[18,15],Xp[16,9],Xp[10,17],Xm[2,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 37]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xm[14,11],Xp[3,8],Xp[12,5],Xp[22,13],Xp[18,15],Xp[16,9],Xp[10,17],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 38]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xm[12,5],Xm[8,3],Xm[16,9],Xp[18,13],Xp[14,17],Xm[10,15],Xm[22,11],Xm[2,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 39]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xm[12,5],Xp[3,8],Xm[16,9],Xp[18,13],Xp[14,17],Xm[10,15],Xm[22,11],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 40]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[18,9],Xm[8,3],Xm[14,5],Xm[20,15],Xm[22,17],Xm[16,21],Xm[10,19],Xm[2,11]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 41]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[18,9],Xp[3,8],Xm[14,5],Xm[20,15],Xm[22,17],Xm[16,21],Xm[10,19],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 42]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[18,9],Xm[8,3],Xm[14,5],Xm[22,15],Xm[20,17],Xm[16,21],Xm[10,19],Xm[2,11]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 43]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[18,9],Xp[3,8],Xm[14,5],Xm[22,15],Xm[20,17],Xm[16,21],Xm[10,19],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 44]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,5],Xm[8,3],Xm[18,9],Xm[20,11],Xm[22,13],Xm[10,19],Xm[12,21],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 45]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xp[4,17],Xm[14,5],Xm[8,3],Xm[18,9],Xm[20,11],Xm[22,13],Xm[10,19],Xm[12,21],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 46]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[14,5],Xp[3,8],Xm[18,9],Xm[20,11],Xm[22,13],Xm[10,19],Xm[12,21],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 47]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[14,5],Xm[8,3],Xm[16,9],Xm[10,15],Xm[20,11],Xm[22,13],Xm[12,21],Xm[2,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 48]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xp[4,19],Xm[14,5],Xm[8,3],Xm[16,9],Xm[10,15],Xm[20,11],Xm[22,13],Xm[12,21],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 49]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[19,4],Xm[14,5],Xp[3,8],Xm[16,9],Xm[10,15],Xm[20,11],Xm[22,13],Xm[12,21],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 50]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[18,13],Xp[16,9],Xp[8,17],Xm[22,19],Xp[20,15],Xp[14,21],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 51]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[13,18],Xp[16,9],Xp[8,17],Xp[19,22],Xm[15,20],Xm[21,14],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 52]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[18,13],Xm[9,16],Xm[17,8],Xm[22,19],Xp[20,15],Xp[14,21],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 53]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[16,9],Xm[20,13],Xp[22,17],Xp[18,21],Xm[14,19],Xm[8,15],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 54]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[16,11],Xp[14,7],Xp[8,15],Xp[20,13],Xp[22,17],Xp[18,21],Xp[12,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 55]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[11,16],Xp[14,7],Xp[8,15],Xm[13,20],Xm[17,22],Xm[21,18],Xm[19,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 56]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[16,11],Xm[7,14],Xm[15,8],Xp[20,13],Xp[22,17],Xp[18,21],Xp[12,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,1},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 57]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[14,7],Xp[18,11],Xp[22,19],Xp[20,15],Xp[16,21],Xp[12,17],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 58]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[14,7],Xm[11,18],Xm[19,22],Xm[15,20],Xm[21,16],Xm[17,12],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 59]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,14],Xp[18,11],Xp[22,19],Xp[20,15],Xp[16,21],Xp[12,17],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 60]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,14],Xp[18,11],Xm[19,22],Xm[15,20],Xm[21,16],Xp[12,17],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 61]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,14],Xm[11,18],Xp[22,19],Xp[20,15],Xp[16,21],Xm[17,12],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 62]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[14,7],Xm[20,15],Xm[18,11],Xm[12,19],Xm[22,17],Xm[16,21],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 63]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[14,7],Xp[15,20],Xp[11,18],Xp[19,12],Xp[17,22],Xp[21,16],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 64]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,14],Xm[20,15],Xm[18,11],Xm[12,19],Xm[22,17],Xm[16,21],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 65]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[14,7],Xm[20,17],Xm[18,11],Xm[12,19],Xm[22,15],Xm[16,21],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 66]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[10,3],Xm[14,7],Xm[22,15],Xp[16,9],Xp[8,21],Xp[20,17],Xm[18,13],Xm[12,19],Xm[5,2],Xm[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 67]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[10,3],Xm[20,9],Xm[18,13],Xm[14,7],Xm[8,17],Xm[12,19],Xm[22,15],Xm[16,21],Xm[5,2],Xm[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 68]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[16,7],Xm[22,17],Xm[18,11],Xm[20,13],Xm[12,19],Xm[14,21],Xm[8,15],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 69]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[16,7],Xp[17,22],Xp[11,18],Xp[13,20],Xp[19,12],Xp[21,14],Xm[8,15],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 70]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,16],Xm[22,17],Xm[18,11],Xm[20,13],Xm[12,19],Xm[14,21],Xp[15,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 71]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[16,7],Xm[22,17],Xm[18,11],Xm[12,21],Xm[20,13],Xm[14,19],Xm[8,15],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 72]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[16,7],Xp[17,22],Xp[11,18],Xp[21,12],Xp[13,20],Xp[19,14],Xm[8,15],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 73]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[7,16],Xm[22,17],Xm[18,11],Xm[12,21],Xm[20,13],Xm[14,19],Xp[15,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 74]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[18,11],Xp[16,7],Xp[8,17],Xp[20,13],Xp[22,15],Xp[12,19],Xp[14,21],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 75]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[18,11],Xp[16,7],Xp[8,17],Xp[22,15],Xp[12,21],Xp[20,13],Xp[14,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 76]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[10,3],Xp[22,15],Xp[16,7],Xm[20,17],Xm[14,9],Xp[12,19],Xp[18,13],Xp[8,21],Xm[5,2],Xm[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 77]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[10,3],Xm[20,7],Xp[22,15],Xp[16,21],Xm[14,9],Xp[18,13],Xp[12,19],Xm[8,17],Xm[5,2],Xm[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 78]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[9,18],Xm[17,8],Xp[4,19],Xm[12,5],Xm[10,3],Xm[22,13],Xm[14,21],Xm[20,11],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 79]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[9,16],Xm[21,4],Xm[14,11],Xm[10,3],Xp[12,5],Xp[22,13],Xm[2,15],Xp[17,20],Xp[7,18],Xp[19,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 80]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xm[9,18],Xm[17,8],Xp[4,19],Xm[14,5],Xm[10,3],Xm[20,11],Xm[22,13],Xm[12,21],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 81]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,18],Xm[9,20],Xm[19,8],Xm[21,4],Xm[14,5],Xp[3,10],Xm[16,11],Xm[12,15],Xm[22,13],Xp[17,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 82]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xm[14,5],Xm[10,3],Xm[16,11],Xm[12,15],Xm[22,13],Xm[9,18],Xm[2,17],Xm[19,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 83]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,20],Xm[21,4],Xm[14,5],Xp[3,10],Xm[16,11],Xm[12,15],Xm[22,13],Xm[9,18],Xp[17,2],Xm[19,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 84]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,14],Xm[18,9],Xp[22,19],Xp[20,15],Xp[16,21],Xm[8,17],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 85]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,14],Xm[18,9],Xm[19,22],Xm[15,20],Xm[21,16],Xm[8,17],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 86]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,14],Xp[9,18],Xp[22,19],Xp[20,15],Xp[16,21],Xp[17,8],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 87]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,14],Xm[20,15],Xp[18,9],Xp[8,19],Xm[22,17],Xm[16,21],Xp[13,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 88]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xm[16,7],Xm[22,17],Xp[14,9],Xm[10,19],Xp[8,21],Xm[18,13],Xp[20,15],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 89]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[16,7],Xm[22,17],Xp[14,9],Xm[10,19],Xp[8,21],Xm[18,13],Xp[20,15],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 90]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[16,7],Xm[22,17],Xm[9,14],Xp[19,10],Xp[8,21],Xp[13,18],Xm[15,20],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 91]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[16,7],Xm[20,11],Xm[22,17],Xm[18,21],Xm[10,19],Xm[14,9],Xm[8,15],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 92]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[16,7],Xp[11,20],Xp[17,22],Xp[21,18],Xp[19,10],Xm[14,9],Xm[8,15],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 93]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,16],Xm[20,11],Xm[22,17],Xm[18,21],Xm[10,19],Xp[9,14],Xp[15,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 94]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[14,9],Xm[22,19],Xp[20,11],Xp[10,21],Xp[18,15],Xp[16,7],Xp[8,17],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 95]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[16,7],Xm[18,9],Xm[8,17],Xm[22,19],Xm[20,13],Xm[14,21],Xm[10,15],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 96]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[16,7],Xm[18,9],Xm[8,17],Xp[19,22],Xp[13,20],Xp[21,14],Xm[10,15],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 97]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,16],Xp[9,18],Xp[17,8],Xm[22,19],Xm[20,13],Xm[14,21],Xp[15,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 98]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[20,13],Xp[16,7],Xp[18,9],Xp[8,17],Xp[10,19],Xp[22,15],Xp[14,21],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 99]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[20,13],Xp[16,7],Xp[8,19],Xp[18,9],Xp[10,17],Xp[22,15],Xp[14,21],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 100]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,20],Xp[16,7],Xp[8,19],Xp[18,9],Xp[10,17],Xm[15,22],Xm[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 101]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[20,13],Xm[7,16],Xm[19,8],Xm[9,18],Xm[17,10],Xp[22,15],Xp[14,21],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,1},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 102]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xm[16,7],Xm[22,17],Xm[18,13],Xm[14,21],Xm[20,9],Xm[8,15],Xm[10,19],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 103]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[16,7],Xm[22,17],Xm[18,13],Xm[14,21],Xm[20,9],Xm[8,15],Xm[10,19],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 104]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[16,7],Xp[17,22],Xp[13,18],Xm[14,21],Xm[20,9],Xm[8,15],Xm[10,19],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 105]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xm[16,7],Xm[22,17],Xm[18,13],Xp[20,9],Xm[14,19],Xp[8,21],Xm[10,15],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 106]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[16,7],Xm[22,17],Xm[18,13],Xp[20,9],Xm[14,19],Xp[8,21],Xm[10,15],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 107]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xp[18,13],Xp[10,17],Xp[8,21],Xp[16,7],Xp[20,9],Xp[22,15],Xp[14,19],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 108]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[18,13],Xp[10,17],Xp[8,21],Xp[16,7],Xp[20,9],Xp[22,15],Xp[14,19],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 109]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[18,7],Xm[22,19],Xm[20,13],Xm[14,21],Xm[16,9],Xm[10,15],Xm[8,17],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 110]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,3],Xm[18,7],Xm[22,19],Xp[20,9],Xp[8,21],Xp[16,11],Xp[14,17],Xp[10,15],Xm[5,2],Xm[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 111]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,3],Xm[18,7],Xm[22,19],Xp[20,9],Xp[8,21],Xm[11,16],Xm[17,14],Xm[15,10],Xm[5,2],Xm[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 112]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[18,7],Xm[22,19],Xp[20,9],Xp[8,21],Xp[16,11],Xp[14,17],Xp[10,15],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 113]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[18,7],Xm[22,19],Xp[20,9],Xp[8,21],Xm[11,16],Xm[17,14],Xm[15,10],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 114]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[7,18],Xp[19,22],Xm[9,20],Xm[21,8],Xp[16,11],Xp[14,17],Xp[10,15],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 115]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[7,20],Xm[17,22],Xm[21,18],Xp[16,13],Xp[14,9],Xp[10,15],Xp[19,8],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 116]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[16,7],Xm[17,20],Xm[13,18],Xm[19,14],Xm[21,4],Xm[5,10],Xm[3,12],Xm[11,22],Xm[9,2],Xp[8,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,-1},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 117]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[7,16],Xp[20,17],Xp[18,13],Xp[14,19],Xm[21,4],Xm[5,10],Xm[3,12],Xm[11,22],Xm[9,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,0},{15,-1},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 118]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[14,3],Xm[16,9],Xp[20,11],Xp[8,21],Xp[18,7],Xp[12,19],Xm[10,15],Xp[22,17],Xm[5,2],Xp[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 119]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[14,3],Xp[9,16],Xp[20,11],Xp[8,21],Xp[18,7],Xp[12,19],Xp[15,10],Xp[22,17],Xm[5,2],Xp[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 120]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[16,9],Xp[20,11],Xp[8,21],Xp[18,7],Xp[12,19],Xm[10,15],Xp[22,17],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 121]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[9,16],Xp[20,11],Xp[8,21],Xp[18,7],Xp[12,19],Xp[15,10],Xp[22,17],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 122]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[9,16],Xp[20,11],Xp[8,21],Xp[18,7],Xp[12,19],Xp[15,10],Xm[17,22],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 123]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[16,9],Xm[11,20],Xm[21,8],Xm[7,18],Xm[19,12],Xm[10,15],Xm[17,22],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 124]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[14,3],Xm[22,9],Xp[18,7],Xp[8,17],Xp[12,19],Xp[20,11],Xm[10,15],Xm[16,21],Xm[5,2],Xp[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 125]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[22,9],Xp[18,7],Xp[8,17],Xp[12,19],Xp[20,11],Xm[10,15],Xm[16,21],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 126]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xp[4,15],Xp[12,5],Xm[16,11],Xp[17,6],Xp[19,14],Xp[13,20],Xm[21,18]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 127]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xm[15,4],Xp[12,5],Xm[16,11],Xm[6,17],Xp[19,14],Xp[13,20],Xm[21,18]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 128]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xp[4,15],Xp[12,5],Xp[11,16],Xp[17,6],Xm[14,19],Xm[20,13],Xp[18,21]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 129]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xp[9,22],Xm[7,2],Xm[15,4],Xp[12,5],Xp[11,16],Xm[6,17],Xm[14,19],Xm[20,13],Xp[18,21]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 130]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,11],Xm[10,3],Xp[2,17],Xp[12,5],Xm[7,6],Xm[16,9],Xm[20,13],Xm[22,15],Xm[4,19],Xm[14,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 131]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,11],Xm[10,3],Xp[2,17],Xp[12,5],Xm[7,6],Xp[9,16],Xp[13,20],Xp[15,22],Xm[4,19],Xp[21,14]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 132]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xm[10,3],Xp[2,17],Xm[5,12],Xm[7,6],Xm[16,9],Xm[20,13],Xm[22,15],Xp[19,4],Xm[14,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 133]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xm[10,3],Xm[17,2],Xm[5,12],Xm[7,6],Xm[16,9],Xm[20,13],Xm[22,15],Xm[4,19],Xm[14,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 134]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xm[10,3],Xp[2,17],Xm[5,12],Xm[7,6],Xm[16,9],Xp[13,20],Xp[15,22],Xp[19,4],Xp[21,14]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 135]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,11],Xm[10,3],Xp[2,17],Xm[5,12],Xm[7,6],Xp[9,16],Xp[13,20],Xp[15,22],Xp[19,4],Xp[21,14]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 136]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,11],Xm[10,3],Xm[17,2],Xm[5,12],Xm[7,6],Xp[9,16],Xp[13,20],Xp[15,22],Xm[4,19],Xp[21,14]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 137]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xp[3,10],Xm[17,2],Xm[5,12],Xm[7,6],Xp[9,16],Xm[20,13],Xm[22,15],Xp[19,4],Xm[14,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 138]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,11],Xm[10,3],Xp[2,17],Xp[12,5],Xm[7,6],Xm[16,9],Xm[20,15],Xm[22,13],Xm[14,21],Xm[4,19]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 139]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,11],Xm[10,3],Xp[2,17],Xp[12,5],Xm[7,6],Xp[9,16],Xp[15,20],Xp[13,22],Xp[21,14],Xm[4,19]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 140]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xm[10,3],Xp[2,17],Xm[5,12],Xm[7,6],Xm[16,9],Xm[20,15],Xm[22,13],Xm[14,21],Xp[19,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 141]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xm[10,3],Xm[17,2],Xm[5,12],Xm[7,6],Xm[16,9],Xm[20,15],Xm[22,13],Xm[14,21],Xm[4,19]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 142]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xm[10,3],Xp[2,17],Xm[5,12],Xm[7,6],Xm[16,9],Xp[15,20],Xp[13,22],Xp[21,14],Xp[19,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 143]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,11],Xm[10,3],Xp[2,17],Xm[5,12],Xm[7,6],Xp[9,16],Xp[15,20],Xp[13,22],Xp[21,14],Xp[19,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 144]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,11],Xm[10,3],Xm[17,2],Xm[5,12],Xm[7,6],Xp[9,16],Xp[15,20],Xp[13,22],Xp[21,14],Xm[4,19]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 145]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,18],Xp[3,10],Xm[17,2],Xm[5,12],Xm[7,6],Xp[9,16],Xm[20,15],Xm[22,13],Xm[14,21],Xp[19,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 146]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,9],Xm[7,6],Xp[22,19],Xp[12,5],Xm[10,3],Xp[4,15],Xm[16,11],Xp[20,13],Xp[14,21],Xm[2,17]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 147]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,18],Xm[7,6],Xm[19,22],Xp[12,5],Xm[10,3],Xp[4,15],Xm[16,11],Xm[13,20],Xm[21,14],Xm[2,17]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 148]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,9],Xm[7,6],Xp[22,19],Xm[5,12],Xm[10,3],Xm[15,4],Xp[11,16],Xp[20,13],Xp[14,21],Xm[2,17]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 149]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,9],Xm[7,6],Xm[19,22],Xm[5,12],Xm[10,3],Xm[15,4],Xp[11,16],Xm[13,20],Xm[21,14],Xm[2,17]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 150]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,18],Xm[7,6],Xm[19,22],Xm[5,12],Xm[10,3],Xp[4,15],Xm[16,11],Xm[13,20],Xm[21,14],Xp[17,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 151]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,18],Xm[7,6],Xm[19,22],Xm[5,12],Xm[10,3],Xm[15,4],Xm[16,11],Xm[13,20],Xm[21,14],Xm[2,17]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 152]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,18],Xm[7,6],Xp[22,19],Xm[5,12],Xp[3,10],Xm[15,4],Xp[11,16],Xp[20,13],Xp[14,21],Xp[17,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 153]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[14,7],Xm[20,13],Xp[6,19],Xm[11,18],Xm[12,5],Xm[22,15],Xp[17,4],Xm[16,21]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 154]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[16,7],Xm[20,13],Xm[22,15],Xp[6,19],Xm[11,18],Xm[12,5],Xm[14,21],Xp[17,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 155]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[16,7],Xm[20,13],Xm[22,15],Xm[19,6],Xm[11,18],Xp[5,12],Xm[14,21],Xp[17,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 156]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[20,11],Xm[12,5],Xm[4,19],Xp[17,14],Xp[7,16],Xp[15,22],Xp[13,18],Xm[21,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 157]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xp[14,17],Xp[16,7],Xp[22,15],Xp[18,13],Xp[19,6],Xp[11,20],Xp[5,12],Xm[21,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,1},{12,0},{13,-1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 158]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[7,16],Xm[10,3],Xm[15,2],Xp[9,14],Xp[18,11],Xm[5,12],Xm[21,6],Xp[13,20],Xm[17,22],Xm[4,19]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 159]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[16,7],Xp[3,10],Xm[15,2],Xp[9,14],Xp[18,11],Xp[12,5],Xp[6,21],Xp[13,20],Xp[22,17],Xp[19,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 160]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[7,16],Xp[3,10],Xm[15,2],Xp[9,14],Xp[18,11],Xp[12,5],Xm[21,6],Xp[13,20],Xm[17,22],Xm[4,19]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 161]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[7,16],Xp[3,10],Xm[15,2],Xp[9,14],Xm[11,18],Xp[12,5],Xm[21,6],Xm[20,13],Xm[17,22],Xm[4,19]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 162]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[12,17],Xm[5,14],Xm[13,4],Xp[18,11],Xp[22,19],Xp[20,15],Xp[16,21],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 163]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[12,17],Xm[5,14],Xm[13,4],Xp[18,11],Xm[19,22],Xm[15,20],Xm[21,16],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 164]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xm[17,12],Xm[5,14],Xm[13,4],Xm[11,18],Xp[22,19],Xp[20,15],Xp[16,21],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 165]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xm[20,15],Xm[5,14],Xm[13,4],Xm[22,17],Xm[16,21],Xm[12,19],Xm[18,11],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 166]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xp[18,11],Xp[22,19],Xp[20,15],Xp[16,21],Xp[12,17],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 167]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xp[18,11],Xm[19,22],Xm[15,20],Xm[21,16],Xp[12,17],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 168]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xm[11,18],Xp[22,19],Xp[20,15],Xp[16,21],Xm[17,12],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 169]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,2],Xm[3,10],Xm[5,14],Xm[20,15],Xm[18,11],Xm[12,19],Xm[22,17],Xm[16,21],Xm[7,6],Xm[13,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,-1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 170]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[18,11],Xp[3,10],Xm[17,2],Xm[5,14],Xm[7,6],Xp[9,16],Xp[20,13],Xp[12,19],Xp[15,22],Xp[21,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 171]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[20,11],Xp[3,10],Xm[17,2],Xm[5,14],Xm[7,6],Xp[9,16],Xp[18,13],Xp[15,22],Xp[12,19],Xp[21,4]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,1},{11,0},{12,0},{13,-1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 172]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[10,3],Xm[7,12],Xm[15,22],Xp[5,14],Xp[13,6],Xm[21,16],Xm[18,9],Xm[11,20],Xp[17,4],Xp[2,19]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 173]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,10],Xm[7,12],Xp[22,15],Xp[5,14],Xp[13,6],Xp[16,21],Xp[9,18],Xm[11,20],Xp[17,4],Xm[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 174]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[5,14],Xm[18,11],Xm[10,3],Xp[12,7],Xm[13,16],Xp[22,17],Xm[15,6],Xm[21,4],Xm[2,19]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 175]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[20,9],Xm[5,14],Xp[11,18],Xm[10,3],Xm[7,12],Xm[13,16],Xm[17,22],Xm[15,6],Xm[21,4],Xm[2,19]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 176]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xm[5,14],Xm[18,11],Xm[10,3],Xm[7,12],Xm[13,16],Xm[17,22],Xm[15,6],Xm[21,4],Xm[2,19]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 177]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xp[14,5],Xp[11,18],Xp[3,10],Xp[12,7],Xp[16,13],Xp[22,17],Xp[6,15],Xm[21,4],Xp[19,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 178]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,18],Xp[20,13],Xm[10,3],Xm[14,5],Xm[16,7],Xm[22,15],Xm[4,11],Xp[12,19],Xp[6,21],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,1},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 179]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[10,3],Xm[7,16],Xp[9,20],Xm[15,22],Xp[5,14],Xp[13,18],Xp[19,12],Xm[4,11],Xp[17,6],Xm[21,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 180]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[10,3],Xm[14,5],Xp[7,16],Xp[17,22],Xp[12,15],Xm[20,9],Xp[18,11],Xm[6,13],Xm[4,19],Xm[21,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 181]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[10,3],Xm[14,5],Xp[7,16],Xp[17,22],Xp[12,15],Xp[9,20],Xp[18,11],Xm[6,13],Xm[4,19],Xm[21,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,-1},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 182]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[20,9],Xm[5,14],Xp[7,16],Xm[10,3],Xp[13,22],Xp[11,18],Xp[17,12],Xm[15,6],Xm[21,4],Xm[2,19]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 183]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,20],Xp[6,21],Xm[18,7],Xm[10,3],Xm[12,15],Xm[14,5],Xm[4,13],Xm[16,11],Xm[22,17],Xp[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,-1},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 184]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[20,9],Xm[21,6],Xp[7,18],Xm[10,3],Xm[12,15],Xm[14,5],Xm[4,13],Xm[16,11],Xp[17,22],Xm[2,19]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,-1},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 185]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[20,9],Xp[6,21],Xp[7,18],Xm[10,3],Xm[12,15],Xm[14,5],Xm[4,13],Xm[16,11],Xp[17,22],Xp[19,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,-1},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 186]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,18],Xm[22,19],Xm[20,13],Xm[14,21],Xp[15,10],Xp[5,16],Xm[7,2],Xm[11,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 187]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,12],Xp[11,22],Xm[20,15],Xp[9,18],Xp[19,10],Xm[14,21],Xp[5,16],Xm[7,2],Xp[13,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,-1},{13,0},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 188]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[5,16],Xm[13,22],Xm[15,18],Xm[21,14],Xm[20,9],Xp[17,4],Xm[10,19],Xm[7,2],Xm[11,6]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,-1},{11,0},{12,1},{13,0},{14,1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 189]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,22],Xp[13,10],Xm[16,5],Xp[20,15],Xp[18,21],Xp[14,19],Xm[7,2],Xm[11,4],Xm[6,17]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 190]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,22],Xp[13,10],Xm[16,5],Xm[15,20],Xm[21,18],Xm[19,14],Xm[7,2],Xm[11,4],Xm[6,17]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 191]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,22],Xp[13,10],Xp[5,16],Xp[20,15],Xp[18,21],Xp[14,19],Xm[7,2],Xm[11,4],Xp[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 192]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[9,14],Xm[7,4],Xp[5,16],Xp[15,18],Xp[17,6],Xp[22,19],Xm[20,11],Xm[10,21],Xp[13,2],Xp[3,12]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 193]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[20,9],Xm[7,4],Xm[5,16],Xm[15,6],Xm[17,22],Xm[13,18],Xm[21,14],Xm[11,2],Xm[3,12],Xp[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 194]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[5,16],Xm[20,9],Xm[10,21],Xp[15,18],Xp[19,14],Xm[11,2],Xm[3,12],Xm[7,4],Xp[13,22],Xp[17,6]},{{1,0},{2,1},{3,0},{4,-1},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 195]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[11,2],Xm[3,12],Xm[5,16],Xm[7,6],Xm[15,4],Xp[13,20],Xm[18,9],Xm[10,19],Xp[17,22],Xp[21,14]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 196]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[20,13],Xm[9,16],Xm[19,10],Xp[22,15],Xp[14,21],Xm[5,18],Xm[7,2],Xm[11,4],Xm[17,6]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 197]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xp[9,22],Xp[13,10],Xp[18,5],Xm[16,21],Xm[20,15],Xm[14,19],Xm[7,2],Xm[11,4],Xp[6,17]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 198]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xm[14,5],Xp[16,7],Xp[20,15],Xp[13,18],Xm[6,21],Xp[17,22],Xp[4,19],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 199]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xm[14,5],Xm[7,16],Xm[15,20],Xm[18,13],Xm[6,21],Xm[22,17],Xm[19,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 200]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xm[14,5],Xm[7,16],Xm[15,20],Xm[18,13],Xp[21,6],Xp[17,22],Xp[4,19],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 201]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xm[14,5],Xm[7,16],Xp[20,15],Xp[13,18],Xm[6,21],Xp[17,22],Xm[19,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 202]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[7,16],Xm[18,11],Xp[2,19],Xm[12,3],Xp[20,13],Xp[14,5],Xm[9,6],Xm[22,15],Xp[17,8],Xm[4,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 203]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[7,16],Xp[11,18],Xp[2,19],Xm[12,3],Xp[20,13],Xp[14,5],Xm[9,6],Xp[15,22],Xp[17,8],Xm[4,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 204]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[16,7],Xm[18,11],Xm[19,2],Xm[12,3],Xm[13,20],Xm[5,14],Xm[9,6],Xm[22,15],Xm[8,17],Xm[4,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 205]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[16,7],Xp[11,18],Xm[19,2],Xm[12,3],Xp[20,13],Xm[5,14],Xm[9,6],Xp[15,22],Xm[8,17],Xm[4,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 206]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[7,16],Xp[11,18],Xp[2,19],Xm[12,3],Xp[20,13],Xm[5,14],Xm[9,6],Xp[15,22],Xp[17,8],Xp[21,4]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 207]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[14,5],Xm[22,17],Xp[4,19],Xm[6,21],Xp[16,7],Xm[9,8],Xm[18,13],Xp[20,15]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 208]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[14,5],Xp[17,22],Xp[4,19],Xm[6,21],Xp[16,7],Xm[9,8],Xp[13,18],Xp[20,15]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 209]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[14,5],Xp[17,22],Xp[4,19],Xp[21,6],Xm[7,16],Xm[9,8],Xm[18,13],Xm[15,20]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 210]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[14,5],Xp[17,22],Xm[19,4],Xm[6,21],Xm[7,16],Xm[9,8],Xp[13,18],Xp[20,15]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 211]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[20,15],Xm[14,5],Xm[12,3],Xm[4,13],Xm[19,2],Xm[7,16],Xm[9,8],Xp[11,18],Xp[17,22],Xm[6,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 212]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[20,13],Xm[12,3],Xm[19,2],Xm[5,14],Xm[7,16],Xm[9,8],Xp[11,18],Xm[15,6],Xp[17,22],Xm[4,21]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 213]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,14],Xm[18,9],Xm[22,17],Xp[8,21],Xm[15,20],Xm[16,7],Xm[13,4],Xp[19,6]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 214]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[18,9],Xm[22,17],Xp[8,21],Xm[13,20],Xm[14,5],Xm[16,7],Xm[6,15],Xp[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 215]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xm[5,14],Xm[18,9],Xm[22,17],Xp[8,21],Xm[15,20],Xm[16,7],Xp[19,6],Xm[11,4],Xm[13,2]},{{1,0},{2,1},{3,-1},{4,0},{5,1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,1},{16,0},{17,-1},{18,1},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 216]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[3,12],Xp[7,18],Xp[5,14],Xp[22,17],Xp[16,21],Xm[13,20],Xp[15,6],Xp[19,4],Xm[9,2],Xm[11,8]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,0},{7,-1},{8,0},{9,-1},{10,1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 217]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[9,8],Xm[12,3],Xm[22,15],Xp[2,17],Xm[4,21],Xp[14,5],Xp[20,13],Xm[16,11],Xp[6,19],Xp[18,7]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 218]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[9,8],Xm[12,3],Xp[15,22],Xp[2,17],Xm[4,21],Xp[14,5],Xp[20,13],Xp[11,16],Xp[6,19],Xp[18,7]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 219]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[9,8],Xm[12,3],Xp[15,22],Xp[2,17],Xp[21,4],Xm[5,14],Xp[20,13],Xp[11,16],Xp[6,19],Xp[18,7]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 220]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[9,8],Xm[12,3],Xm[22,15],Xm[17,2],Xm[4,21],Xm[5,14],Xm[13,20],Xm[16,11],Xm[19,6],Xm[7,18]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 221]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[9,8],Xp[3,12],Xp[15,22],Xm[17,2],Xm[4,21],Xp[14,5],Xp[20,13],Xp[11,16],Xm[19,6],Xm[7,18]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,0},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 222]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[20,13],Xm[14,5],Xm[21,4],Xm[9,16],Xm[15,22],Xm[6,17],Xm[18,7],Xm[8,19]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 223]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[7,18],Xm[9,16],Xm[15,22],Xp[4,21],Xm[14,5],Xm[20,13],Xp[17,8],Xp[19,6]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 224]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[12,3],Xm[9,16],Xp[11,20],Xm[15,22],Xm[14,5],Xm[18,7],Xm[4,13],Xm[6,17],Xm[8,19],Xm[21,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 225]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[12,3],Xm[9,16],Xm[20,11],Xm[15,22],Xm[14,5],Xm[4,13],Xp[19,6],Xp[7,18],Xp[17,8],Xp[2,21]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 226]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,18],Xm[9,6],Xp[20,7],Xp[8,19],Xm[15,22],Xm[12,3],Xp[5,16],Xm[4,13],Xm[21,14],Xp[17,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 227]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[3,12],Xp[11,22],Xm[9,2],Xp[20,17],Xp[13,6],Xp[7,14],Xp[15,8],Xm[4,19],Xm[18,5],Xp[16,21]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 228]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xp[22,17],Xp[20,9],Xm[13,6],Xm[7,14],Xm[15,8],Xp[4,19],Xp[18,5],Xp[16,21]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 229]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[5,20],Xm[14,7],Xm[16,13],Xm[8,15],Xm[17,22],Xm[21,18],Xm[9,6],Xm[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 230]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xp[16,11],Xp[20,5],Xm[12,3],Xm[14,7],Xm[6,13],Xp[22,17],Xp[18,21],Xm[9,8],Xp[4,19],Xm[2,15]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 231]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,16],Xp[20,5],Xp[3,12],Xp[7,14],Xp[13,6],Xp[22,17],Xp[18,21],Xm[9,8],Xp[4,19],Xp[15,2]},{{1,0},{2,1},{3,0},{4,1},{5,-1},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 232]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,18],Xm[9,8],Xm[19,22],Xp[5,20],Xp[21,4],Xp[14,7],Xp[3,12],Xm[16,13],Xp[6,15],Xp[17,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,1},{7,-1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,1},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 233]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,12],Xm[18,9],Xm[13,6],Xm[7,14],Xm[15,8],Xm[22,17],Xm[16,21],Xm[4,19],Xm[20,5]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,1},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,1},{17,-1},{18,1},{19,1},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 234]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[20,5],Xp[14,3],Xp[4,15],Xm[22,19],Xp[16,7],Xm[18,11],Xm[12,17],Xm[9,2],Xp[8,13],Xm[6,21]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 235]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[20,5],Xm[3,14],Xm[15,4],Xm[22,19],Xm[7,16],Xp[11,18],Xp[17,12],Xm[9,2],Xm[13,8],Xm[6,21]},{{1,0},{2,0},{3,0},{4,0},{5,1},{6,0},{7,0},{8,-1},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 236]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[11,2],Xm[3,14],Xm[13,20],Xm[21,12],Xm[5,22],Xm[16,7],Xm[18,15],Xm[8,17],Xm[9,6],Xm[19,4]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 237]] := RVT[{Strand [1,2,3,4,5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,10],Xm[14,3],Xm[5,22],Xm[9,6],Xp[11,20],Xp[13,18],Xp[19,12],Xm[16,7],Xm[4,15],Xm[8,17],Xm[21,2]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,1},{14,1},{15,-1},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 238]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[16,7],Xp[10,5],Xp[6,3],Xp[4,9],Xm[18,13],Xm[22,19],Xp[20,15],Xp[14,21],Xm[11,2],Xm[8,17]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 239]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[16,7],Xp[10,5],Xp[6,3],Xp[4,9],Xp[13,18],Xp[19,22],Xm[15,20],Xm[21,14],Xm[11,2],Xm[8,17]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 240]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[7,16],Xp[10,5],Xp[6,3],Xp[4,9],Xm[18,13],Xm[22,19],Xp[20,15],Xp[14,21],Xm[11,2],Xp[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 241]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[7,16],Xp[10,5],Xp[6,3],Xp[4,9],Xp[13,18],Xp[19,22],Xm[15,20],Xm[21,14],Xm[11,2],Xp[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 242]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[7,16],Xm[5,10],Xm[3,6],Xm[9,4],Xm[18,13],Xm[22,19],Xp[20,15],Xp[14,21],Xm[11,2],Xp[17,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,1},{15,-1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 243]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[7,16],Xp[10,5],Xp[6,3],Xp[4,9],Xp[13,20],Xm[17,22],Xm[21,18],Xp[19,14],Xm[11,2],Xm[15,8]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,1},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,0},{17,0},{18,1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 244]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[11,10],Xp[14,5],Xp[18,9],Xp[2,17],Xm[16,7],Xm[8,3],Xm[20,15],Xm[13,22],Xm[4,19],Xp[6,21]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 245]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[11,10],Xm[5,14],Xp[18,9],Xp[2,17],Xp[7,16],Xm[8,3],Xp[15,20],Xm[13,22],Xp[19,4],Xm[21,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,1},{15,0},{16,-1},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 246]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[8,3],Xm[14,5],Xm[18,7],Xp[20,9],Xm[11,10],Xm[6,13],Xm[4,17],Xp[22,15],Xp[2,19],Xp[16,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,0},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 247]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[8,3],Xp[5,14],Xm[18,7],Xp[20,9],Xm[11,10],Xp[13,6],Xm[4,17],Xp[22,15],Xp[2,19],Xp[16,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,0},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 248]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[3,8],Xp[5,14],Xp[7,18],Xm[9,20],Xm[11,10],Xp[13,6],Xp[17,4],Xp[22,15],Xm[19,2],Xp[16,21]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,0},{7,0},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,1},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 249]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[18,9],Xm[14,5],Xm[6,11],Xp[22,15],Xm[20,7],Xp[8,3],Xp[16,21],Xm[4,17],Xm[13,10],Xp[2,19]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 250]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xp[18,9],Xp[5,14],Xp[11,6],Xm[15,22],Xp[7,20],Xp[8,3],Xm[21,16],Xp[17,4],Xm[13,10],Xp[2,19]},{{1,0},{2,1},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 251]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,8],Xp[16,11],Xp[7,14],Xp[15,6],Xp[22,17],Xp[19,4],Xp[5,18],Xm[9,20],Xm[21,10]},{{1,0},{2,0},{3,1},{4,0},{5,0},{6,0},{7,1},{8,-1},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,-1},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 252]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[3,14],Xm[18,9],Xm[16,5],Xm[7,22],Xm[21,6],Xp[20,15],Xm[8,17],Xm[4,19],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 253]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[3,14],Xm[18,9],Xm[16,5],Xm[7,22],Xm[21,6],Xm[15,20],Xm[8,17],Xm[4,19],Xm[11,2],Xm[13,10]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,0},{8,1},{9,-1},{10,0},{11,-1},{12,1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,1},{19,0},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 254]] := RVT[{Strand [1,2,3,4,5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,12],Xm[13,2],Xm[3,14],Xm[5,16],Xm[7,22],Xm[18,9],Xm[20,17],Xm[10,19],Xm[11,8],Xm[15,4],Xm[21,6]},{{1,0},{2,0},{3,1},{4,-1},{5,1},{6,0},{7,0},{8,-1},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,1},{16,-1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 255]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xm[16,11],Xm[18,21],Xm[20,13],Xm[12,19],Xm[22,17],Xm[8,15],Xm[14,7],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 256]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[11,16],Xp[21,18],Xp[13,20],Xp[19,12],Xp[17,22],Xm[8,15],Xm[14,7],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 257]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[16,11],Xm[18,21],Xm[20,13],Xm[12,19],Xm[22,17],Xp[15,8],Xp[7,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 258]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xm[18,11],Xm[22,19],Xm[20,15],Xm[16,21],Xm[12,17],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 259]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xm[18,11],Xp[19,22],Xp[15,20],Xp[21,16],Xm[12,17],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 260]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xp[11,18],Xm[22,19],Xm[20,15],Xm[16,21],Xp[17,12],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 261]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xp[11,18],Xp[19,22],Xp[15,20],Xp[21,16],Xp[17,12],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 262]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xm[18,11],Xm[22,19],Xm[20,15],Xm[16,21],Xm[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 263]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xm[18,11],Xp[19,22],Xp[15,20],Xp[21,16],Xm[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 264]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xp[11,18],Xm[22,19],Xm[20,15],Xm[16,21],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 265]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xp[18,11],Xp[20,15],Xp[22,17],Xp[16,21],Xp[12,19],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 266]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xm[11,18],Xm[15,20],Xm[17,22],Xm[21,16],Xm[19,12],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 267]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xp[18,11],Xp[20,15],Xp[22,17],Xp[16,21],Xp[12,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 268]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[16,7],Xp[8,15],Xp[18,11],Xp[22,17],Xp[20,13],Xp[12,19],Xp[14,21],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 269]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[16,7],Xp[8,15],Xm[11,18],Xm[17,22],Xm[13,20],Xm[19,12],Xm[21,14],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 270]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,16],Xm[15,8],Xp[18,11],Xp[22,17],Xp[20,13],Xp[12,19],Xp[14,21],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 271]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[16,7],Xp[8,15],Xp[18,11],Xp[22,17],Xp[12,21],Xp[20,13],Xp[14,19],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 272]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[10,3],Xp[16,7],Xp[8,15],Xm[11,18],Xm[17,22],Xm[21,12],Xm[13,20],Xm[19,14],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 273]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[7,16],Xm[15,8],Xp[18,11],Xp[22,17],Xp[12,21],Xp[20,13],Xp[14,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,1},{21,-1},{22,-1}}]
toRVT[Link[11, NonAlternating, 274]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,13],Xm[7,14],Xm[18,9],Xp[22,17],Xp[20,11],Xp[16,21],Xm[15,4],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 275]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[13,2],Xm[7,14],Xm[18,9],Xp[22,17],Xp[20,11],Xp[16,21],Xp[4,15],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 276]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,13],Xm[7,14],Xm[18,9],Xm[17,22],Xm[11,20],Xm[21,16],Xm[15,4],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 277]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[13,2],Xm[7,14],Xm[18,9],Xm[17,22],Xm[11,20],Xm[21,16],Xp[4,15],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 278]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,13],Xm[7,14],Xp[9,18],Xp[22,17],Xp[20,11],Xp[16,21],Xm[15,4],Xp[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 279]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[13,2],Xm[7,14],Xp[9,18],Xp[22,17],Xp[20,11],Xp[16,21],Xp[4,15],Xp[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 280]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xp[3,8],Xp[13,2],Xm[7,14],Xm[18,9],Xp[22,17],Xp[20,11],Xp[16,21],Xm[15,4],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 281]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xp[3,8],Xp[13,2],Xm[7,14],Xm[18,9],Xm[17,22],Xm[11,20],Xm[21,16],Xm[15,4],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 282]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xp[3,8],Xp[13,2],Xm[7,14],Xp[9,18],Xp[22,17],Xp[20,11],Xp[16,21],Xm[15,4],Xp[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 283]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[13,2],Xm[7,14],Xm[18,9],Xp[22,17],Xp[20,11],Xp[16,21],Xm[15,4],Xm[10,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 284]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[5,12],Xp[3,8],Xp[13,2],Xm[7,14],Xp[9,18],Xp[22,17],Xp[20,11],Xp[16,21],Xm[15,4],Xp[19,10]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 285]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,13],Xm[7,14],Xm[15,4],Xm[18,21],Xp[20,9],Xp[10,19],Xm[16,11],Xm[22,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 286]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[13,2],Xm[7,14],Xp[4,15],Xm[18,21],Xp[20,9],Xp[10,19],Xm[16,11],Xm[22,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 287]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xp[3,8],Xp[13,2],Xm[7,14],Xm[15,4],Xm[18,21],Xp[20,9],Xp[10,19],Xm[16,11],Xm[22,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 288]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,13],Xm[7,14],Xm[18,11],Xp[20,9],Xp[10,19],Xm[15,4],Xm[22,17],Xm[16,21]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 289]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[13,2],Xm[7,14],Xm[18,11],Xp[20,9],Xp[10,19],Xp[4,15],Xm[22,17],Xm[16,21]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 290]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xp[3,8],Xp[13,2],Xm[7,14],Xm[18,11],Xp[20,9],Xp[10,19],Xm[15,4],Xm[22,17],Xm[16,21]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 291]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[18,11],Xm[8,3],Xm[2,15],Xm[7,16],Xp[22,9],Xm[17,4],Xp[10,19],Xm[12,5],Xp[14,21],Xp[20,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 292]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[18,11],Xm[8,3],Xp[15,2],Xm[7,16],Xp[22,9],Xp[4,17],Xp[10,19],Xm[12,5],Xp[14,21],Xp[20,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 293]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[18,11],Xp[3,8],Xp[15,2],Xm[7,16],Xp[22,9],Xm[17,4],Xp[10,19],Xm[12,5],Xp[14,21],Xp[20,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 294]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[15,20],Xp[7,14],Xp[21,10],Xp[18,11],Xp[16,9],Xp[22,17],Xp[8,19],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 295]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[15,20],Xp[7,14],Xm[10,21],Xp[18,11],Xp[16,9],Xp[22,17],Xm[19,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 296]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[20,15],Xp[7,14],Xp[21,10],Xm[11,18],Xp[16,9],Xm[17,22],Xp[8,19],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 297]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[20,15],Xp[7,14],Xm[10,21],Xm[11,18],Xp[16,9],Xm[17,22],Xm[19,8],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,-1},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 298]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xp[18,13],Xp[22,17],Xp[16,7],Xm[8,21],Xm[14,9],Xm[20,15],Xp[10,19],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 299]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[18,13],Xp[22,17],Xp[16,7],Xm[8,21],Xm[14,9],Xm[20,15],Xp[10,19],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 300]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,18],Xp[22,17],Xp[16,7],Xm[8,21],Xp[9,14],Xp[15,20],Xm[19,10],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 301]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xp[20,13],Xp[22,19],Xp[10,15],Xp[8,17],Xp[16,7],Xp[18,9],Xp[14,21],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 302]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xm[13,20],Xm[19,22],Xp[10,15],Xp[8,17],Xp[16,7],Xp[18,9],Xm[21,14],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 303]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[20,13],Xp[22,19],Xp[10,15],Xp[8,17],Xp[16,7],Xp[18,9],Xp[14,21],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 304]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[13,20],Xm[19,22],Xp[10,15],Xp[8,17],Xp[16,7],Xp[18,9],Xm[21,14],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 305]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[20,13],Xp[22,19],Xm[15,10],Xm[17,8],Xm[7,16],Xm[9,18],Xp[14,21],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,-1},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 306]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xm[22,15],Xm[20,13],Xm[14,21],Xm[8,17],Xm[16,7],Xm[18,9],Xm[10,19],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 307]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xp[16,7],Xp[20,9],Xp[8,15],Xp[10,19],Xp[18,13],Xp[22,17],Xp[14,21],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 308]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[16,7],Xp[20,9],Xp[8,15],Xp[10,19],Xp[18,13],Xp[22,17],Xp[14,21],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 309]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[16,7],Xp[20,9],Xp[8,15],Xp[10,19],Xm[13,18],Xm[17,22],Xp[14,21],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,1},{18,0},{19,0},{20,1},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 310]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xp[18,13],Xp[22,17],Xp[16,7],Xm[8,21],Xm[20,9],Xp[10,15],Xp[14,19],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 311]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xp[18,13],Xp[22,17],Xp[16,7],Xm[8,21],Xm[20,9],Xp[10,15],Xp[14,19],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 312]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[12,3],Xm[20,9],Xm[16,7],Xm[18,13],Xm[14,19],Xm[22,15],Xm[10,17],Xm[8,21],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 313]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,12],Xm[20,9],Xm[16,7],Xm[18,13],Xm[14,19],Xm[22,15],Xm[10,17],Xm[8,21],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 314]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,3],Xp[16,7],Xm[20,9],Xm[18,11],Xm[22,19],Xp[8,15],Xm[10,21],Xm[14,17],Xm[5,2],Xm[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 315]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[16,7],Xm[20,9],Xm[18,11],Xm[22,19],Xp[8,15],Xm[10,21],Xm[14,17],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 316]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xp[16,7],Xp[9,20],Xp[11,18],Xp[19,22],Xp[8,15],Xp[21,10],Xm[14,17],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 317]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[7,16],Xm[20,9],Xm[18,11],Xm[22,19],Xm[15,8],Xm[10,21],Xp[17,14],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,1},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 318]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[5,14],Xm[11,20],Xm[17,22],Xm[21,16],Xm[13,10],Xm[8,19],Xm[18,7],Xm[9,2],Xp[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 319]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,12],Xm[5,14],Xp[20,11],Xp[22,17],Xp[16,21],Xm[13,10],Xp[19,8],Xp[7,18],Xm[9,2],Xp[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 320]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xm[8,3],Xm[2,15],Xm[7,16],Xm[18,9],Xm[17,4],Xp[22,19],Xm[10,13],Xp[12,21],Xp[20,11]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 321]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xm[8,3],Xp[15,2],Xm[7,16],Xm[18,9],Xp[4,17],Xp[22,19],Xm[10,13],Xp[12,21],Xp[20,11]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 322]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xp[3,8],Xp[15,2],Xm[7,16],Xm[18,9],Xm[17,4],Xp[22,19],Xm[10,13],Xp[12,21],Xp[20,11]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 323]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xm[8,3],Xm[2,15],Xm[7,16],Xm[18,9],Xp[20,11],Xm[22,19],Xm[12,13],Xm[17,4],Xp[10,21]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 324]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xm[8,3],Xp[15,2],Xm[7,16],Xm[18,9],Xp[20,11],Xm[22,19],Xm[12,13],Xp[4,17],Xp[10,21]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 325]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xp[3,8],Xp[15,2],Xm[7,16],Xm[18,9],Xp[20,11],Xm[22,19],Xm[12,13],Xm[17,4],Xp[10,21]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 326]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xm[8,3],Xm[2,15],Xm[7,16],Xm[18,13],Xp[20,9],Xp[12,19],Xp[22,11],Xp[10,21],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 327]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xm[8,3],Xp[15,2],Xm[7,16],Xm[18,13],Xp[20,9],Xp[12,19],Xp[22,11],Xp[10,21],Xp[4,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 328]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xp[3,8],Xp[15,2],Xm[7,16],Xm[18,13],Xp[20,9],Xp[12,19],Xp[22,11],Xp[10,21],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 329]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xm[8,3],Xm[2,15],Xm[7,16],Xm[18,13],Xp[22,9],Xp[20,11],Xp[12,19],Xp[10,21],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 330]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xm[8,3],Xp[15,2],Xm[7,16],Xm[18,13],Xp[22,9],Xp[20,11],Xp[12,19],Xp[10,21],Xp[4,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 331]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[14,5],Xp[3,8],Xp[15,2],Xm[7,16],Xm[18,13],Xp[22,9],Xp[20,11],Xp[12,19],Xp[10,21],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 332]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[16,11],Xm[8,3],Xm[2,17],Xm[14,5],Xm[7,18],Xm[12,15],Xm[20,13],Xp[22,9],Xp[10,21],Xm[19,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 333]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[16,11],Xm[8,3],Xp[17,2],Xm[14,5],Xm[7,18],Xm[12,15],Xm[20,13],Xp[22,9],Xp[10,21],Xp[4,19]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 334]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[16,11],Xp[3,8],Xp[17,2],Xm[14,5],Xm[7,18],Xm[12,15],Xm[20,13],Xp[22,9],Xp[10,21],Xm[19,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 335]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[16,11],Xp[3,8],Xp[17,2],Xm[14,5],Xm[7,18],Xm[12,15],Xp[13,20],Xm[9,22],Xm[21,10],Xm[19,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 336]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[11,16],Xp[3,8],Xp[17,2],Xp[5,14],Xm[7,18],Xp[15,12],Xm[20,13],Xp[22,9],Xp[10,21],Xm[19,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,-1},{14,1},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 337]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[18,11],Xm[14,7],Xm[8,13],Xm[22,19],Xm[20,15],Xm[16,21],Xm[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 338]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xm[18,11],Xm[14,7],Xm[8,13],Xp[19,22],Xp[15,20],Xp[21,16],Xm[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 339]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[11,18],Xm[14,7],Xm[8,13],Xm[22,19],Xm[20,15],Xm[16,21],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 340]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[11,18],Xm[14,7],Xm[8,13],Xp[19,22],Xp[15,20],Xp[21,16],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 341]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[11,18],Xp[7,14],Xp[13,8],Xm[22,19],Xm[20,15],Xm[16,21],Xp[17,12],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 342]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[18,11],Xm[14,7],Xm[8,13],Xp[20,15],Xp[22,17],Xp[16,21],Xp[12,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 343]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,10],Xp[18,11],Xm[14,7],Xm[8,13],Xp[22,15],Xp[20,17],Xp[16,21],Xp[12,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 344]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[15,2],Xm[10,3],Xm[14,5],Xm[22,11],Xm[12,13],Xp[4,21],Xm[17,20],Xm[7,16],Xp[19,8],Xp[9,18]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,-1},{14,1},{15,0},{16,0},{17,1},{18,1},{19,0},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 345]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[18,11],Xp[7,16],Xp[20,17],Xp[12,19],Xp[21,8],Xp[9,22],Xp[13,10],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,0},{11,1},{12,-1},{13,-1},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 346]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[14,3],Xm[20,11],Xm[18,7],Xm[22,17],Xp[16,9],Xp[10,15],Xm[12,19],Xm[8,21],Xm[5,2],Xp[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 347]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[14,3],Xm[20,11],Xm[18,7],Xm[22,17],Xm[9,16],Xm[15,10],Xm[12,19],Xm[8,21],Xm[5,2],Xp[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 348]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[20,11],Xm[18,7],Xm[22,17],Xp[16,9],Xp[10,15],Xm[12,19],Xm[8,21],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 349]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xp[11,20],Xp[7,18],Xp[17,22],Xp[16,9],Xp[10,15],Xp[19,12],Xp[21,8],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 350]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[3,14],Xp[20,11],Xm[18,7],Xm[16,9],Xm[8,17],Xp[22,19],Xm[10,13],Xp[12,21],Xm[5,2],Xp[15,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 351]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xp[14,3],Xm[20,11],Xm[18,7],Xp[22,9],Xp[16,21],Xm[8,17],Xp[10,15],Xm[12,19],Xm[5,2],Xp[4,13]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 352]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[3,14],Xm[20,11],Xm[18,7],Xp[22,9],Xp[16,21],Xm[8,17],Xp[10,15],Xm[12,19],Xm[5,2],Xm[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,1},{12,-1},{13,0},{14,1},{15,1},{16,0},{17,-1},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 353]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[16,5],Xp[3,8],Xp[20,9],Xp[10,19],Xm[22,17],Xm[18,21],Xm[14,15],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,1},{18,-1},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 354]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xm[18,11],Xm[16,7],Xm[8,15],Xp[20,13],Xm[22,19],Xp[12,21],Xm[14,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 355]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xp[11,18],Xm[16,7],Xm[8,15],Xm[13,20],Xp[19,22],Xm[21,12],Xp[17,14],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 356]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xm[18,11],Xp[7,16],Xp[15,8],Xp[20,13],Xm[22,19],Xp[12,21],Xm[14,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,1},{13,-1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 357]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xp[18,11],Xm[16,7],Xm[8,15],Xp[22,17],Xp[20,13],Xp[12,19],Xp[14,21],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,1},{14,-1},{15,-1},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 358]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xp[18,11],Xm[16,7],Xm[8,15],Xp[22,17],Xp[12,21],Xp[20,13],Xp[14,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,-1},{16,0},{17,0},{18,0},{19,0},{20,1},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 359]] := RVT[{Strand [1,2,3,4],Strand [15,16,17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14]},{Xm[1,6],Xm[3,10],Xp[18,11],Xp[8,17],Xp[16,7],Xp[14,15],Xp[22,19],Xm[20,13],Xm[12,21],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 360]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[18,5],Xp[3,8],Xp[20,9],Xp[10,19],Xm[14,17],Xm[22,15],Xm[16,21],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 361]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[18,5],Xp[3,8],Xm[9,20],Xm[19,10],Xm[14,17],Xm[22,15],Xm[16,21],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 362]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,12],Xm[13,4],Xp[5,18],Xp[3,8],Xp[20,9],Xp[10,19],Xp[17,14],Xp[15,22],Xp[21,16],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,1},{16,-1},{17,-1},{18,1},{19,1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 363]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[7,12],Xm[13,4],Xm[18,5],Xp[3,8],Xp[20,9],Xp[10,19],Xm[22,15],Xm[16,17],Xm[14,21],Xp[11,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,1},{17,-1},{18,1},{19,1},{20,0},{21,-1},{22,1}}]
toRVT[Link[11, NonAlternating, 364]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[22,15],Xm[18,9],Xm[8,17],Xp[20,13],Xp[14,21],Xp[16,19],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 365]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[15,22],Xm[18,9],Xm[8,17],Xm[13,20],Xm[21,14],Xm[19,16],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 366]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[22,15],Xp[9,18],Xp[17,8],Xp[20,13],Xp[14,21],Xp[16,19],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 367]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[3,10],Xp[7,12],Xm[20,13],Xp[8,19],Xp[18,9],Xm[22,15],Xm[16,17],Xm[14,21],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 368]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[14,7],Xm[20,15],Xp[18,11],Xp[12,17],Xm[22,19],Xm[16,21],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 369]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[14,7],Xp[15,20],Xm[11,18],Xm[17,12],Xp[19,22],Xp[21,16],Xm[8,13],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 370]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xp[7,14],Xm[20,15],Xp[18,11],Xp[12,17],Xm[22,19],Xm[16,21],Xp[13,8],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,0},{19,1},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 371]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[10,3],Xm[14,7],Xm[22,15],Xm[16,17],Xp[18,9],Xp[20,13],Xp[12,19],Xp[8,21],Xm[5,2],Xm[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,-1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 372]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[10,3],Xp[18,7],Xp[22,15],Xm[20,9],Xp[8,13],Xp[14,17],Xp[16,21],Xm[12,19],Xm[5,2],Xm[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,0},{16,0},{17,-1},{18,0},{19,1},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 373]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[10,3],Xp[18,7],Xp[14,21],Xm[20,9],Xp[8,13],Xp[22,15],Xp[16,17],Xm[12,19],Xm[5,2],Xm[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,0},{13,1},{14,-1},{15,1},{16,-1},{17,0},{18,0},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 374]] := RVT[{Strand [1,2,3,4],Strand [17,18,19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[9,2],Xm[3,12],Xm[5,10],Xm[11,16],Xm[15,4],Xm[20,13],Xp[18,7],Xp[8,17],Xm[22,19],Xm[14,21]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,-1},{11,0},{12,1},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 375]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xm[8,3],Xm[22,17],Xm[20,11],Xm[12,19],Xm[18,21],Xm[16,9],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 376]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xm[8,3],Xp[17,22],Xm[20,11],Xm[12,19],Xp[21,18],Xm[16,9],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 377]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[10,5],Xm[8,3],Xm[22,17],Xm[20,11],Xm[12,19],Xm[18,21],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 378]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[10,5],Xm[8,3],Xp[17,22],Xm[20,11],Xm[12,19],Xp[21,18],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 379]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xm[8,3],Xp[17,22],Xp[11,20],Xp[19,12],Xp[21,18],Xm[16,9],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 380]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xp[3,8],Xm[22,17],Xm[20,11],Xm[12,19],Xm[18,21],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 381]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xp[3,8],Xp[17,22],Xm[20,11],Xm[12,19],Xp[21,18],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 382]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[10,5],Xp[3,8],Xp[17,22],Xp[11,20],Xp[19,12],Xp[21,18],Xm[16,9],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 383]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,10],Xp[3,8],Xm[22,17],Xm[20,11],Xm[12,19],Xm[18,21],Xp[9,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 384]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xp[5,10],Xp[3,8],Xp[17,22],Xm[20,11],Xm[12,19],Xp[21,18],Xp[9,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 385]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,5],Xm[8,3],Xm[16,9],Xp[22,17],Xm[20,11],Xm[10,19],Xp[18,21],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 386]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[12,5],Xm[8,3],Xm[16,9],Xp[22,17],Xm[20,11],Xm[10,19],Xp[18,21],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,-1},{20,1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 387]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,5],Xp[3,8],Xp[22,11],Xm[18,21],Xm[20,9],Xp[10,17],Xp[16,19],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 388]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[12,5],Xp[3,8],Xm[11,22],Xp[21,18],Xp[9,20],Xm[17,10],Xm[19,16],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,-1},{12,1},{13,0},{14,0},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 389]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xm[8,3],Xm[22,13],Xm[20,9],Xm[10,19],Xm[14,21],Xm[18,11],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 390]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xm[8,3],Xp[13,22],Xp[9,20],Xp[19,10],Xp[21,14],Xm[18,11],Xm[2,15]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 391]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xp[3,8],Xm[22,13],Xm[20,9],Xm[10,19],Xm[14,21],Xm[18,11],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 392]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[12,5],Xp[3,8],Xp[13,22],Xp[9,20],Xp[19,10],Xp[21,14],Xm[18,11],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 393]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[5,12],Xp[3,8],Xm[22,13],Xm[20,9],Xm[10,19],Xm[14,21],Xp[11,18],Xp[15,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,1},{10,-1},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 394]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[22,9],Xm[8,3],Xp[16,21],Xp[18,11],Xp[20,5],Xp[10,17],Xm[12,19],Xm[2,13]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 395]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xp[4,15],Xm[22,9],Xm[8,3],Xp[16,21],Xp[18,11],Xp[20,5],Xp[10,17],Xm[12,19],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 396]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[15,4],Xm[22,9],Xp[3,8],Xp[16,21],Xp[18,11],Xp[20,5],Xp[10,17],Xm[12,19],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,0},{15,0},{16,1},{17,1},{18,-1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 397]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,10],Xp[7,12],Xp[9,16],Xm[22,17],Xm[20,13],Xm[14,19],Xm[18,21],Xp[15,8],Xm[5,2],Xp[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,0},{13,0},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 398]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[22,15],Xm[20,7],Xm[8,19],Xm[18,13],Xm[14,11],Xm[12,17],Xm[16,21],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 399]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[15,22],Xm[20,7],Xm[8,19],Xm[18,13],Xm[14,11],Xm[12,17],Xp[21,16],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 400]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[22,15],Xm[20,7],Xm[8,19],Xp[13,18],Xp[11,14],Xp[17,12],Xm[16,21],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 401]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[15,22],Xm[20,7],Xm[8,19],Xp[13,18],Xp[11,14],Xp[17,12],Xp[21,16],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 402]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[15,22],Xp[7,20],Xp[19,8],Xm[18,13],Xm[14,11],Xm[12,17],Xp[21,16],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,0},{16,-1},{17,0},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 403]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xp[16,11],Xm[20,7],Xm[8,19],Xp[14,21],Xp[22,15],Xp[18,13],Xp[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,1},{15,0},{16,0},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 404]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[9,16],Xm[15,8],Xm[17,4],Xm[22,11],Xp[3,10],Xp[20,5],Xp[18,21],Xm[12,19],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 405]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,14],Xm[9,16],Xm[15,8],Xm[17,4],Xp[11,22],Xp[3,10],Xp[20,5],Xp[18,21],Xp[19,12],Xp[13,2]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,1},{16,-1},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 406]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xm[22,11],Xp[3,10],Xp[20,5],Xp[18,21],Xm[12,19],Xm[9,14],Xp[13,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 407]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[7,16],Xm[17,4],Xp[11,22],Xp[3,10],Xp[20,5],Xp[18,21],Xp[19,12],Xm[9,14],Xp[13,2],Xm[15,8]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,1},{15,-1},{16,0},{17,0},{18,1},{19,-1},{20,-1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 408]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xm[16,7],Xp[22,17],Xm[20,11],Xm[10,19],Xp[18,21],Xm[14,9],Xm[8,15],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 409]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[3,12],Xm[16,7],Xm[17,22],Xp[11,20],Xp[19,10],Xm[21,18],Xm[14,9],Xm[8,15],Xm[5,2],Xp[13,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,-1},{9,1},{10,1},{11,-1},{12,-1},{13,0},{14,0},{15,0},{16,0},{17,0},{18,0},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 410]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[12,3],Xm[22,13],Xm[20,7],Xm[10,19],Xm[16,9],Xm[14,17],Xm[8,15],Xm[18,21],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 411]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xm[22,13],Xm[20,7],Xm[10,19],Xm[16,9],Xm[14,17],Xm[8,15],Xm[18,21],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,-1},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,1},{18,-1},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 412]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[14,5],Xm[3,10],Xp[4,13],Xm[7,2],Xm[9,6],Xm[18,11],Xm[12,17],Xm[20,15],Xm[22,19],Xm[16,21]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 413]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[14,5],Xm[3,10],Xp[4,13],Xm[7,2],Xm[9,6],Xm[18,11],Xm[12,17],Xp[15,20],Xp[19,22],Xp[21,16]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 414]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[14,5],Xm[3,10],Xp[4,13],Xm[7,2],Xm[9,6],Xp[11,18],Xp[17,12],Xm[20,15],Xm[22,19],Xm[16,21]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 415]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[14,5],Xm[3,10],Xp[4,13],Xm[7,2],Xm[9,6],Xp[11,18],Xp[17,12],Xp[15,20],Xp[19,22],Xp[21,16]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 416]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[5,14],Xm[3,10],Xm[13,4],Xm[7,2],Xm[9,6],Xp[11,18],Xp[17,12],Xm[20,15],Xm[22,19],Xm[16,21]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 417]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,10],Xp[20,15],Xp[14,5],Xp[4,13],Xp[12,19],Xp[18,11],Xp[22,17],Xp[16,21],Xm[7,2],Xm[9,6]},{{1,0},{2,0},{3,0},{4,1},{5,-1},{6,0},{7,-1},{8,1},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,0},{20,1},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 418]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[16,7],Xm[10,3],Xp[17,2],Xm[9,18],Xm[20,11],Xm[14,5],Xp[22,15],Xm[6,13],Xp[4,19],Xm[12,21]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 419]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,16],Xm[10,3],Xp[17,2],Xp[18,9],Xp[11,20],Xm[14,5],Xp[22,15],Xm[6,13],Xp[4,19],Xp[21,12]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 420]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[16,7],Xm[10,3],Xm[2,17],Xm[9,18],Xm[20,11],Xp[5,14],Xm[15,22],Xp[13,6],Xm[19,4],Xm[12,21]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 421]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,16],Xm[10,3],Xm[2,17],Xp[18,9],Xp[11,20],Xp[5,14],Xm[15,22],Xp[13,6],Xm[19,4],Xp[21,12]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 422]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,16],Xm[10,3],Xp[17,2],Xp[18,9],Xp[11,20],Xp[5,14],Xm[15,22],Xp[13,6],Xp[4,19],Xp[21,12]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 423]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,16],Xp[3,10],Xp[17,2],Xm[9,18],Xp[11,20],Xm[14,5],Xp[22,15],Xm[6,13],Xm[19,4],Xp[21,12]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,1},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 424]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[16,7],Xm[14,5],Xm[10,3],Xm[4,13],Xp[17,2],Xm[9,18],Xp[12,21],Xp[22,11],Xm[20,15],Xp[6,19]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 425]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,16],Xm[14,5],Xm[10,3],Xm[4,13],Xm[2,17],Xp[18,9],Xp[12,21],Xp[22,11],Xp[15,20],Xm[19,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 426]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,16],Xp[5,14],Xm[10,3],Xp[13,4],Xm[2,17],Xp[18,9],Xm[21,12],Xm[11,22],Xp[15,20],Xm[19,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,0},{15,-1},{16,1},{17,0},{18,0},{19,0},{20,1},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 427]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[18,11],Xm[10,3],Xm[2,19],Xm[16,7],Xm[9,20],Xm[12,17],Xp[15,22],Xp[5,14],Xp[13,4],Xm[21,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,1},{14,0},{15,-1},{16,1},{17,1},{18,-1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 428]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[20,9],Xp[14,5],Xp[13,12],Xp[7,16],Xp[17,22],Xm[10,3],Xm[11,18],Xp[6,15],Xm[4,19],Xm[21,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 429]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[20,9],Xm[5,14],Xp[13,12],Xp[7,16],Xp[17,22],Xm[10,3],Xm[11,18],Xm[15,6],Xm[4,19],Xm[21,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 430]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[20,9],Xm[5,14],Xp[13,12],Xp[7,16],Xp[17,22],Xm[10,3],Xm[11,18],Xm[15,6],Xp[19,4],Xp[2,21]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 431]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[9,20],Xp[14,5],Xp[13,12],Xp[7,16],Xp[17,22],Xp[3,10],Xm[11,18],Xp[6,15],Xp[19,4],Xm[21,2]},{{1,0},{2,1},{3,0},{4,-1},{5,1},{6,-1},{7,-1},{8,1},{9,1},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,1},{18,0},{19,-1},{20,0},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 432]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xp[13,12],Xm[7,2],Xp[9,22],Xp[21,6],Xm[20,15],Xp[16,5],Xp[18,11],Xp[10,17],Xp[4,19]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 433]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xp[13,12],Xm[7,2],Xp[9,22],Xp[21,6],Xp[15,20],Xp[16,5],Xp[18,11],Xp[10,17],Xp[4,19]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 434]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xp[13,12],Xm[7,2],Xp[9,22],Xp[21,6],Xm[20,15],Xp[16,5],Xm[11,18],Xm[17,10],Xp[4,19]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 435]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[3,14],Xp[13,12],Xm[7,2],Xp[9,22],Xp[21,6],Xp[15,20],Xm[5,16],Xp[18,11],Xp[10,17],Xm[19,4]},{{1,0},{2,0},{3,0},{4,1},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,-1},{15,0},{16,1},{17,0},{18,-1},{19,0},{20,-1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 436]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,8],Xp[7,18],Xm[16,5],Xm[10,15],Xp[14,3],Xp[4,11],Xp[19,2],Xm[9,20],Xp[12,13],Xm[22,17],Xm[21,6]},{{1,0},{2,1},{3,0},{4,0},{5,0},{6,-1},{7,-1},{8,1},{9,1},{10,1},{11,-1},{12,0},{13,0},{14,1},{15,0},{16,0},{17,-1},{18,1},{19,0},{20,0},{21,0},{22,1}}]
toRVT[Link[11, NonAlternating, 437]] := RVT[{Strand [1,2,3,4,5,6],Strand [7,8,9,10,11,12,13,14],Strand [15,16,17,18,19,20,21,22]},{Xm[1,8],Xm[3,12],Xm[20,13],Xm[18,9],Xm[10,21],Xm[14,19],Xp[16,5],Xm[22,17],Xm[7,2],Xm[11,4],Xp[6,15]},{{1,0},{2,0},{3,0},{4,0},{5,0},{6,0},{7,-1},{8,1},{9,1},{10,0},{11,-1},{12,1},{13,1},{14,-1},{15,0},{16,1},{17,0},{18,0},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 438]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xp[18,11],Xp[10,3],Xp[4,9],Xp[14,7],Xp[8,13],Xp[22,19],Xp[20,15],Xp[16,21],Xp[12,17]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 439]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xp[18,11],Xp[10,3],Xp[4,9],Xp[14,7],Xp[8,13],Xm[19,22],Xm[15,20],Xm[21,16],Xp[12,17]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 440]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xm[11,18],Xp[10,3],Xp[4,9],Xp[14,7],Xp[8,13],Xp[22,19],Xp[20,15],Xp[16,21],Xm[17,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 441]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12],Strand [13,14,15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xm[11,18],Xm[3,10],Xm[9,4],Xm[7,14],Xm[13,8],Xp[22,19],Xp[20,15],Xp[16,21],Xm[17,12]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,1},{18,0},{19,1},{20,-1},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 442]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xp[18,11],Xp[10,3],Xp[4,9],Xp[16,7],Xp[8,15],Xm[20,13],Xp[22,19],Xm[12,21],Xp[14,17]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 443]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xm[11,18],Xp[10,3],Xp[4,9],Xp[16,7],Xp[8,15],Xp[13,20],Xm[19,22],Xp[21,12],Xm[17,14]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 444]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [9,10,11,12,13,14],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[5,2],Xp[18,11],Xm[3,10],Xm[9,4],Xm[7,16],Xm[15,8],Xm[20,13],Xp[22,19],Xm[12,21],Xp[14,17]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,1},{18,0},{19,1},{20,0},{21,1},{22,-1}}]
toRVT[Link[11, NonAlternating, 445]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20,21,22],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xm[18,11],Xp[22,19],Xp[16,21],Xp[20,15],Xm[12,17],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,-1},{18,0},{19,0},{20,-1},{21,1},{22,1}}]
toRVT[Link[11, NonAlternating, 446]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20,21,22],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xp[10,3],Xp[14,7],Xp[8,13],Xp[11,18],Xm[19,22],Xm[21,16],Xm[15,20],Xp[17,12],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,-1},{18,0},{19,0},{20,-1},{21,1},{22,1}}]
toRVT[Link[11, NonAlternating, 447]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [17,18,19,20,21,22],Strand [9,10,11,12,13,14,15,16]},{Xm[1,6],Xm[3,10],Xm[7,14],Xm[13,8],Xm[18,11],Xp[22,19],Xp[16,21],Xp[20,15],Xm[12,17],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,-1},{13,0},{14,0},{15,1},{16,-1},{17,-1},{18,0},{19,0},{20,-1},{21,1},{22,1}}]
toRVT[Link[11, NonAlternating, 448]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [19,20,21,22],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[20,13],Xp[11,16],Xm[12,19],Xp[15,8],Xp[7,14],Xp[22,17],Xp[18,21],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,-1},{21,1},{22,1}}]
toRVT[Link[11, NonAlternating, 449]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [19,20,21,22],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[20,13],Xp[11,16],Xm[12,19],Xp[15,8],Xp[7,14],Xm[17,22],Xm[21,18],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,-1},{21,1},{22,1}}]
toRVT[Link[11, NonAlternating, 450]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [19,20,21,22],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[10,3],Xm[20,11],Xp[22,13],Xm[18,21],Xp[12,17],Xm[8,15],Xm[14,7],Xp[16,19],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 451]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [19,20,21,22],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[10,3],Xp[11,20],Xm[13,22],Xp[21,18],Xm[17,12],Xm[8,15],Xm[14,7],Xm[19,16],Xm[5,2],Xp[4,9]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 452]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8],Strand [19,20,21,22],Strand [9,10,11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,10],Xm[20,11],Xp[22,13],Xm[18,21],Xp[12,17],Xp[15,8],Xp[7,14],Xp[16,19],Xm[5,2],Xm[9,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,1},{11,1},{12,0},{13,-1},{14,0},{15,0},{16,0},{17,0},{18,-1},{19,0},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 453]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xm[2,15],Xm[7,16],Xm[22,19],Xm[14,21],Xm[20,13],Xm[18,9],Xm[10,11],Xm[17,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 454]] := RVT[{Strand [1,2,3,4],Strand [11,12,13,14],Strand [5,6,7,8,9,10],Strand [15,16,17,18,19,20,21,22]},{Xm[1,6],Xm[12,5],Xm[8,3],Xp[15,2],Xm[7,16],Xm[22,19],Xm[14,21],Xm[20,13],Xm[18,9],Xm[10,11],Xp[4,17]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,-1},{10,1},{11,-1},{12,1},{13,1},{14,0},{15,0},{16,0},{17,0},{18,1},{19,0},{20,0},{21,0},{22,-1}}]
toRVT[Link[11, NonAlternating, 455]] := RVT[{Strand [1,2,3,4],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16],Strand [17,18,19,20,21,22]},{Xm[1,6],Xm[5,14],Xp[3,12],Xm[9,2],Xp[18,7],Xp[8,17],Xm[13,10],Xm[22,19],Xp[16,21],Xp[20,11],Xp[15,4]},{{1,0},{2,1},{3,0},{4,-1},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,0},{13,0},{14,-1},{15,0},{16,0},{17,0},{18,0},{19,1},{20,0},{21,-1},{22,0}}]
toRVT[Link[11, NonAlternating, 456]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xm[18,15],Xp[20,9],Xp[22,13],Xp[14,21],Xp[10,19],Xm[8,17],Xm[16,7],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 457]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xm[18,15],Xm[9,20],Xm[13,22],Xm[21,14],Xm[19,10],Xm[8,17],Xm[16,7],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,0},{9,0},{10,0},{11,0},{12,1},{13,1},{14,0},{15,-1},{16,0},{17,0},{18,-1},{19,0},{20,1},{21,0},{22,0}}]
toRVT[Link[11, NonAlternating, 458]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xp[12,3],Xp[20,7],Xp[10,19],Xp[22,13],Xp[18,21],Xp[14,17],Xp[16,9],Xp[8,15],Xm[5,2],Xp[4,11]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,-1},{19,0},{20,0},{21,1},{22,0}}]
toRVT[Link[11, NonAlternating, 459]] := RVT[{Strand [1,2,3,4],Strand [19,20,21,22],Strand [5,6,7,8,9,10],Strand [11,12,13,14,15,16,17,18]},{Xm[1,6],Xm[3,12],Xp[20,7],Xp[10,19],Xp[22,13],Xp[18,21],Xp[14,17],Xp[16,9],Xp[8,15],Xm[5,2],Xm[11,4]},{{1,0},{2,0},{3,0},{4,0},{5,-1},{6,1},{7,1},{8,1},{9,0},{10,-1},{11,0},{12,1},{13,1},{14,0},{15,0},{16,0},{17,-1},{18,-1},{19,0},{20,0},{21,1},{22,0}}]
