Data:L11a504/Kauffman Polynomial

[math]\displaystyle{ z^3 a^{19}+3 z^4 a^{18}+6 z^5 a^{17}-4 z^3 a^{17}+z a^{17}+9 z^6 a^{16}-13 z^4 a^{16}+5 z^2 a^{16}-a^{16}+10 z^7 a^{15}-20 z^5 a^{15}+9 z^3 a^{15}-2 z a^{15}+a^{15} z^{-1} +8 z^8 a^{14}-17 z^6 a^{14}+3 z^4 a^{14}+3 z^2 a^{14}-a^{14} z^{-2} +4 z^9 a^{13}-3 z^7 a^{13}-23 z^5 a^{13}+33 z^3 a^{13}-19 z a^{13}+5 a^{13} z^{-1} +z^{10} a^{12}+6 z^8 a^{12}-32 z^6 a^{12}+37 z^4 a^{12}-20 z^2 a^{12}-4 a^{12} z^{-2} +13 a^{12}+5 z^9 a^{11}-16 z^7 a^{11}-z^5 a^{11}+39 z^3 a^{11}-35 z a^{11}+9 a^{11} z^{-1} +z^{10} a^{10}-z^8 a^{10}-13 z^6 a^{10}+36 z^4 a^{10}-39 z^2 a^{10}-5 a^{10} z^{-2} +22 a^{10}+z^9 a^9-3 z^7 a^9-4 z^5 a^9+20 z^3 a^9-19 z a^9+5 a^9 z^{-1} +z^8 a^8-7 z^6 a^8+18 z^4 a^8-21 z^2 a^8-2 a^8 z^{-2} +11 a^8 }[/math]