Data:T(33,2)/Kauffman Polynomial

From Knot Atlas

z³²a⁻³² + z³²a⁻³⁴ + z³¹a⁻³³ + z³¹a⁻³⁵−32z³⁰a⁻³²−31z³⁰a⁻³⁴ + z³⁰a⁻³⁶−30z²⁹a⁻³³−29z²⁹a⁻³⁵ + z²⁹a⁻³⁷ + 465z²⁸a⁻³² + 436z²⁸a⁻³⁴−28z²⁸a⁻³⁶ + z²⁸a⁻³⁸ + 406z²⁷a⁻³³ + 378z²⁷a⁻³⁵−27z²⁷a⁻³⁷ + z²⁷a⁻³⁹−4060z²⁶a⁻³²−3682z²⁶a⁻³⁴ + 351z²⁶a⁻³⁶−26z²⁶a⁻³⁸ + z²⁶a⁻⁴⁰−3276z²⁵a⁻³³−2925z²⁵a⁻³⁵ + 325z²⁵a⁻³⁷−25z²⁵a⁻³⁹ + z²⁵a⁻⁴¹ + 23751z²⁴a⁻³² + 20826z²⁴a⁻³⁴−2600z²⁴a⁻³⁶ + 300z²⁴a⁻³⁸−24z²⁴a⁻⁴⁰ + z²⁴a⁻⁴² + 17550z²³a⁻³³ + 14950z²³a⁻³⁵−2300z²³a⁻³⁷ + 276z²³a⁻³⁹−23z²³a⁻⁴¹ + z²³a⁻⁴³−98280z²²a⁻³²−83330z²²a⁻³⁴ + 12650z²²a⁻³⁶−2024z²²a⁻³⁸ + 253z²²a⁻⁴⁰−22z²²a⁻⁴² + z²²a⁻⁴⁴−65780z²¹a⁻³³−53130z²¹a⁻³⁵ + 10626z²¹a⁻³⁷−1771z²¹a⁻³⁹ + 231z²¹a⁻⁴¹−21z²¹a⁻⁴³ + z²¹a⁻⁴⁵ + 296010z²⁰a⁻³² + 242880z²⁰a⁻³⁴−42504z²⁰a⁻³⁶ + 8855z²⁰a⁻³⁸−1540z²⁰a⁻⁴⁰ + 210z²⁰a⁻⁴²−20z²⁰a⁻⁴⁴ + z²⁰a⁻⁴⁶ + 177100z¹⁹a⁻³³ + 134596z¹⁹a⁻³⁵−33649z¹⁹a⁻³⁷ + 7315z¹⁹a⁻³⁹−1330z¹⁹a⁻⁴¹ + 190z¹⁹a⁻⁴³−19z¹⁹a⁻⁴⁵ + z¹⁹a⁻⁴⁷−657800z¹⁸a⁻³²−523204z¹⁸a⁻³⁴ + 100947z¹⁸a⁻³⁶−26334z¹⁸a⁻³⁸ + 5985z¹⁸a⁻⁴⁰−1140z¹⁸a⁻⁴² + 171z¹⁸a⁻⁴⁴−18z¹⁸a⁻⁴⁶ + z¹⁸a⁻⁴⁸−346104z¹⁷a⁻³³−245157z¹⁷a⁻³⁵ + 74613z¹⁷a⁻³⁷−20349z¹⁷a⁻³⁹ + 4845z¹⁷a⁻⁴¹−969z¹⁷a⁻⁴³ + 153z¹⁷a⁻⁴⁵−17z¹⁷a⁻⁴⁷ + z¹⁷a⁻⁴⁹ + 1081575z¹⁶a⁻³² + 836418z¹⁶a⁻³⁴−170544z¹⁶a⁻³⁶ + 54264z¹⁶a⁻³⁸−15504z¹⁶a⁻⁴⁰ + 3876z¹⁶a⁻⁴²−816z¹⁶a⁻⁴⁴ + 136z¹⁶a⁻⁴⁶−16z¹⁶a⁻⁴⁸ + z¹⁶a⁻⁵⁰ + 490314z¹⁵a⁻³³ + 319770z¹⁵a⁻³⁵−116280z¹⁵a⁻³⁷ + 38760z¹⁵a⁻³⁹−11628z¹⁵a⁻⁴¹ + 3060z¹⁵a⁻⁴³−680z¹⁵a⁻⁴⁵ + 120z¹⁵a⁻⁴⁷−15z¹⁵a⁻⁴⁹ + z¹⁵a⁻⁵¹−1307504z¹⁴a⁻³²−987734z¹⁴a⁻³⁴ + 203490z¹⁴a⁻³⁶−77520z¹⁴a⁻³⁸ + 27132z¹⁴a⁻⁴⁰−8568z¹⁴a⁻⁴² + 2380z¹⁴a⁻⁴⁴−560z¹⁴a⁻⁴⁶ + 105z¹⁴a⁻⁴⁸−14z¹⁴a⁻⁵⁰ + z¹⁴a⁻⁵²−497420z¹³a⁻³³−293930z¹³a⁻³⁵ + 125970z¹³a⁻³⁷−50388z¹³a⁻³⁹ + 18564z¹³a⁻⁴¹−6188z¹³a⁻⁴³ + 1820z¹³a⁻⁴⁵−455z¹³a⁻⁴⁷ + 91z¹³a⁻⁴⁹−13z¹³a⁻⁵¹ + z¹³a⁻⁵³ + 1144066z¹²a⁻³² + 850136z¹²a⁻³⁴−167960z¹²a⁻³⁶ + 75582z¹²a⁻³⁸−31824z¹²a⁻⁴⁰ + 12376z¹²a⁻⁴²−4368z¹²a⁻⁴⁴ + 1365z¹²a⁻⁴⁶−364z¹²a⁻⁴⁸ + 78z¹²a⁻⁵⁰−12z¹²a⁻⁵² + z¹²a⁻⁵⁴ + 352716z¹¹a⁻³³ + 184756z¹¹a⁻³⁵−92378z¹¹a⁻³⁷ + 43758z¹¹a⁻³⁹−19448z¹¹a⁻⁴¹ + 8008z¹¹a⁻⁴³−3003z¹¹a⁻⁴⁵ + 1001z¹¹a⁻⁴⁷−286z¹¹a⁻⁴⁹ + 66z¹¹a⁻⁵¹−11z¹¹a⁻⁵³ + z¹¹a⁻⁵⁵−705432z¹⁰a⁻³²−520676z¹⁰a⁻³⁴ + 92378z¹⁰a⁻³⁶−48620z¹⁰a⁻³⁸ + 24310z¹⁰a⁻⁴⁰−11440z¹⁰a⁻⁴² + 5005z¹⁰a⁻⁴⁴−2002z¹⁰a⁻⁴⁶ + 715z¹⁰a⁻⁴⁸−220z¹⁰a⁻⁵⁰ + 55z¹⁰a⁻⁵²−10z¹⁰a⁻⁵⁴ + z¹⁰a⁻⁵⁶−167960z⁹a⁻³³−75582z⁹a⁻³⁵ + 43758z⁹a⁻³⁷−24310z⁹a⁻³⁹ + 12870z⁹a⁻⁴¹−6435z⁹a⁻⁴³ + 3003z⁹a⁻⁴⁵−1287z⁹a⁻⁴⁷ + 495z⁹a⁻⁴⁹−165z⁹a⁻⁵¹ + 45z⁹a⁻⁵³−9z⁹a⁻⁵⁵ + z⁹a⁻⁵⁷ + 293930z⁸a⁻³² + 218348z⁸a⁻³⁴−31824z⁸a⁻³⁶ + 19448z⁸a⁻³⁸−11440z⁸a⁻⁴⁰ + 6435z⁸a⁻⁴²−3432z⁸a⁻⁴⁴ + 1716z⁸a⁻⁴⁶−792z⁸a⁻⁴⁸ + 330z⁸a⁻⁵⁰−120z⁸a⁻⁵² + 36z⁸a⁻⁵⁴−8z⁸a⁻⁵⁶ + z⁸a⁻⁵⁸ + 50388z⁷a⁻³³ + 18564z⁷a⁻³⁵−12376z⁷a⁻³⁷ + 8008z⁷a⁻³⁹−5005z⁷a⁻⁴¹ + 3003z⁷a⁻⁴³−1716z⁷a⁻⁴⁵ + 924z⁷a⁻⁴⁷−462z⁷a⁻⁴⁹ + 210z⁷a⁻⁵¹−84z⁷a⁻⁵³ + 28z⁷a⁻⁵⁵−7z⁷a⁻⁵⁷ + z⁷a⁻⁵⁹−77520z⁶a⁻³²−58956z⁶a⁻³⁴ + 6188z⁶a⁻³⁶−4368z⁶a⁻³⁸ + 3003z⁶a⁻⁴⁰−2002z⁶a⁻⁴² + 1287z⁶a⁻⁴⁴−792z⁶a⁻⁴⁶ + 462z⁶a⁻⁴⁸−252z⁶a⁻⁵⁰ + 126z⁶a⁻⁵²−56z⁶a⁻⁵⁴ + 21z⁶a⁻⁵⁶−6z⁶a⁻⁵⁸ + z⁶a⁻⁶⁰−8568z⁵a⁻³³−2380z⁵a⁻³⁵ + 1820z⁵a⁻³⁷−1365z⁵a⁻³⁹ + 1001z⁵a⁻⁴¹−715z⁵a⁻⁴³ + 495z⁵a⁻⁴⁵−330z⁵a⁻⁴⁷ + 210z⁵a⁻⁴⁹−126z⁵a⁻⁵¹ + 70z⁵a⁻⁵³−35z⁵a⁻⁵⁵ + 15z⁵a⁻⁵⁷−5z⁵a⁻⁵⁹ + z⁵a⁻⁶¹ + 11628z⁴a⁻³² + 9248z⁴a⁻³⁴−560z⁴a⁻³⁶ + 455z⁴a⁻³⁸−364z⁴a⁻⁴⁰ + 286z⁴a⁻⁴²−220z⁴a⁻⁴⁴ + 165z⁴a⁻⁴⁶−120z⁴a⁻⁴⁸ + 84z⁴a⁻⁵⁰−56z⁴a⁻⁵² + 35z⁴a⁻⁵⁴−20z⁴a⁻⁵⁶ + 10z⁴a⁻⁵⁸−4z⁴a⁻⁶⁰ + z⁴a⁻⁶² + 680z³a⁻³³ + 120z³a⁻³⁵−105z³a⁻³⁷ + 91z³a⁻³⁹−78z³a⁻⁴¹ + 66z³a⁻⁴³−55z³a⁻⁴⁵ + 45z³a⁻⁴⁷−36z³a⁻⁴⁹ + 28z³a⁻⁵¹−21z³a⁻⁵³ + 15z³a⁻⁵⁵−10z³a⁻⁵⁷ + 6z³a⁻⁵⁹−3z³a⁻⁶¹ + z³a⁻⁶³−816z²a⁻³²−696z²a⁻³⁴ + 15z²a⁻³⁶−14z²a⁻³⁸ + 13z²a⁻⁴⁰−12z²a⁻⁴² + 11z²a⁻⁴⁴−10z²a⁻⁴⁶ + 9z²a⁻⁴⁸−8z²a⁻⁵⁰ + 7z²a⁻⁵²−6z²a⁻⁵⁴ + 5z²a⁻⁵⁶−4z²a⁻⁵⁸ + 3z²a⁻⁶⁰−2z²a⁻⁶² + z²a⁻⁶⁴−16za⁻³³−za⁻³⁵ + za⁻³⁷−za⁻³⁹ + za⁻⁴¹−za⁻⁴³ + za⁻⁴⁵−za⁻⁴⁷ + za⁻⁴⁹−za⁻⁵¹ + za⁻⁵³−za⁻⁵⁵ + za⁻⁵⁷−za⁻⁵⁹ + za⁻⁶¹−za⁻⁶³ + za⁻⁶⁵ + 17a⁻³² + 16a⁻³⁴