Data:K14n26503/Kauffman Polynomial

$z^{6}a^{18}+6z^{7}a^{17}-6z^{5}a^{17}+za^{17}+15z^{8}a^{16}-23z^{6}a^{16}+5z^{4}a^{16}+z^{2}a^{16}+21z^{9}a^{15}-35z^{7}a^{15}+9z^{5}a^{15}+2z^{3}a^{15}-2za^{15}+18z^{10}a^{14}-22z^{8}a^{14}-6z^{6}a^{14}+5z^{4}a^{14}+9z^{11}a^{13}+9z^{9}a^{13}-50z^{7}a^{13}+43z^{5}a^{13}-14z^{3}a^{13}+3za^{13}+2z^{12}a^{12}+24z^{10}a^{12}-63z^{8}a^{12}+58z^{6}a^{12}-23z^{4}a^{12}+8z^{2}a^{12}-a^{12}+13z^{11}a^{11}-17z^{9}a^{11}-11z^{7}a^{11}+42z^{5}a^{11}-25z^{3}a^{11}+5za^{11}+2z^{12}a^{10}+9z^{10}a^{10}-28z^{8}a^{10}+32z^{6}a^{10}-5z^{4}a^{10}-9z^{2}a^{10}+2a^{10}+4z^{11}a^{9}-4z^{9}a^{9}+z^{7}a^{9}+2z^{5}a^{9}-2z^{3}a^{9}-za^{9}+3z^{10}a^{8}-2z^{8}a^{8}-5z^{6}a^{8}+9z^{4}a^{8}-12z^{2}a^{8}+4a^{8}+z^{9}a^{7}+3z^{7}a^{7}-12z^{5}a^{7}+7z^{3}a^{7}+3z^{6}a^{6}-9z^{4}a^{6}+6z^{2}a^{6}$