K12a25

Dowker-Thistlethwaite code

4 8 10 16 2 20 22 18 6 14 24 12

Jones polynomial	$q^{6}-5q^{5}+11q^{4}-17q^{3}+24q^{2}-28q+29-26q^{-1}+20q^{-2}-13q^{-3}+7q^{-4}-3q^{-5}+q^{-6}$
Alexander polynomial	$-2t^{3}+15t^{2}-44t+63-44t^{-1}+15t^{-2}-2t^{-3}$
Conway polynomial	$-2z^{6}+3z^{4}-2z^{2}+1$
Determinant	185
Signature	0
HOMFLY-PT polynomial	$a^{6}-3z^{2}a^{4}-2a^{4}+3z^{4}a^{2}+3z^{2}a^{2}+2a^{2}-z^{6}-z^{2}-1-z^{6}a^{-2}-z^{4}a^{-2}-z^{2}a^{-2}+a^{-2}+z^{4}a^{-4}$
Kauffman polynomial	$az^{11}+z^{11}a^{-1}+3a^{2}z^{10}+5z^{10}a^{-2}+8z^{10}+4a^{3}z^{9}+11az^{9}+17z^{9}a^{-1}+10z^{9}a^{-3}+4a^{4}z^{8}+4a^{2}z^{8}+7z^{8}a^{-2}+10z^{8}a^{-4}-3z^{8}+3a^{5}z^{7}-22az^{7}-41z^{7}a^{-1}-17z^{7}a^{-3}+5z^{7}a^{-5}+a^{6}z^{6}-5a^{4}z^{6}-11a^{2}z^{6}-37z^{6}a^{-2}-22z^{6}a^{-4}+z^{6}a^{-6}-19z^{6}-8a^{5}z^{5}-12a^{3}z^{5}+16az^{5}+31z^{5}a^{-1}+2z^{5}a^{-3}-9z^{5}a^{-5}-3a^{6}z^{4}-4a^{4}z^{4}+3a^{2}z^{4}+32z^{4}a^{-2}+11z^{4}a^{-4}-z^{4}a^{-6}+24z^{4}+7a^{5}z^{3}+10a^{3}z^{3}-4az^{3}-6z^{3}a^{-1}+3z^{3}a^{-3}+2z^{3}a^{-5}+3a^{6}z^{2}+7a^{4}z^{2}+3a^{2}z^{2}-6z^{2}a^{-2}-z^{2}a^{-4}-6z^{2}-2a^{5}z-2a^{3}z-a^{6}-2a^{4}-2a^{2}-a^{-2}-1$