Data:T(35,2)/Kauffman Polynomial

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[math]\displaystyle{ z^{34}a^{-34}+z^{34}a^{-36}+z^{33}a^{-35}+z^{33}a^{-37}-34z^{32}a^{-34}-33z^{32}a^{-36}+z^{32}a^{-38}-32z^{31}a^{-35}-31z^{31}a^{-37}+z^{31}a^{-39}+528z^{30}a^{-34}+497z^{30}a^{-36}-30z^{30}a^{-38}+z^{30}a^{-40}+465z^{29}a^{-35}+435z^{29}a^{-37}-29z^{29}a^{-39}+z^{29}a^{-41}-4960z^{28}a^{-34}-4525z^{28}a^{-36}+406z^{28}a^{-38}-28z^{28}a^{-40}+z^{28}a^{-42}-4060z^{27}a^{-35}-3654z^{27}a^{-37}+378z^{27}a^{-39}-27z^{27}a^{-41}+z^{27}a^{-43}+31465z^{26}a^{-34}+27811z^{26}a^{-36}-3276z^{26}a^{-38}+351z^{26}a^{-40}-26z^{26}a^{-42}+z^{26}a^{-44}+23751z^{25}a^{-35}+20475z^{25}a^{-37}-2925z^{25}a^{-39}+325z^{25}a^{-41}-25z^{25}a^{-43}+z^{25}a^{-45}-142506z^{24}a^{-34}-122031z^{24}a^{-36}+17550z^{24}a^{-38}-2600z^{24}a^{-40}+300z^{24}a^{-42}-24z^{24}a^{-44}+z^{24}a^{-46}-98280z^{23}a^{-35}-80730z^{23}a^{-37}+14950z^{23}a^{-39}-2300z^{23}a^{-41}+276z^{23}a^{-43}-23z^{23}a^{-45}+z^{23}a^{-47}+475020z^{22}a^{-34}+394290z^{22}a^{-36}-65780z^{22}a^{-38}+12650z^{22}a^{-40}-2024z^{22}a^{-42}+253z^{22}a^{-44}-22z^{22}a^{-46}+z^{22}a^{-48}+296010z^{21}a^{-35}+230230z^{21}a^{-37}-53130z^{21}a^{-39}+10626z^{21}a^{-41}-1771z^{21}a^{-43}+231z^{21}a^{-45}-21z^{21}a^{-47}+z^{21}a^{-49}-1184040z^{20}a^{-34}-953810z^{20}a^{-36}+177100z^{20}a^{-38}-42504z^{20}a^{-40}+8855z^{20}a^{-42}-1540z^{20}a^{-44}+210z^{20}a^{-46}-20z^{20}a^{-48}+z^{20}a^{-50}-657800z^{19}a^{-35}-480700z^{19}a^{-37}+134596z^{19}a^{-39}-33649z^{19}a^{-41}+7315z^{19}a^{-43}-1330z^{19}a^{-45}+190z^{19}a^{-47}-19z^{19}a^{-49}+z^{19}a^{-51}+2220075z^{18}a^{-34}+1739375z^{18}a^{-36}-346104z^{18}a^{-38}+100947z^{18}a^{-40}-26334z^{18}a^{-42}+5985z^{18}a^{-44}-1140z^{18}a^{-46}+171z^{18}a^{-48}-18z^{18}a^{-50}+z^{18}a^{-52}+1081575z^{17}a^{-35}+735471z^{17}a^{-37}-245157z^{17}a^{-39}+74613z^{17}a^{-41}-20349z^{17}a^{-43}+4845z^{17}a^{-45}-969z^{17}a^{-47}+153z^{17}a^{-49}-17z^{17}a^{-51}+z^{17}a^{-53}-3124550z^{16}a^{-34}-2389079z^{16}a^{-36}+490314z^{16}a^{-38}-170544z^{16}a^{-40}+54264z^{16}a^{-42}-15504z^{16}a^{-44}+3876z^{16}a^{-46}-816z^{16}a^{-48}+136z^{16}a^{-50}-16z^{16}a^{-52}+z^{16}a^{-54}-1307504z^{15}a^{-35}-817190z^{15}a^{-37}+319770z^{15}a^{-39}-116280z^{15}a^{-41}+38760z^{15}a^{-43}-11628z^{15}a^{-45}+3060z^{15}a^{-47}-680z^{15}a^{-49}+120z^{15}a^{-51}-15z^{15}a^{-53}+z^{15}a^{-55}+3268760z^{14}a^{-34}+2451570z^{14}a^{-36}-497420z^{14}a^{-38}+203490z^{14}a^{-40}-77520z^{14}a^{-42}+27132z^{14}a^{-44}-8568z^{14}a^{-46}+2380z^{14}a^{-48}-560z^{14}a^{-50}+105z^{14}a^{-52}-14z^{14}a^{-54}+z^{14}a^{-56}+1144066z^{13}a^{-35}+646646z^{13}a^{-37}-293930z^{13}a^{-39}+125970z^{13}a^{-41}-50388z^{13}a^{-43}+18564z^{13}a^{-45}-6188z^{13}a^{-47}+1820z^{13}a^{-49}-455z^{13}a^{-51}+91z^{13}a^{-53}-13z^{13}a^{-55}+z^{13}a^{-57}-2496144z^{12}a^{-34}-1849498z^{12}a^{-36}+352716z^{12}a^{-38}-167960z^{12}a^{-40}+75582z^{12}a^{-42}-31824z^{12}a^{-44}+12376z^{12}a^{-46}-4368z^{12}a^{-48}+1365z^{12}a^{-50}-364z^{12}a^{-52}+78z^{12}a^{-54}-12z^{12}a^{-56}+z^{12}a^{-58}-705432z^{11}a^{-35}-352716z^{11}a^{-37}+184756z^{11}a^{-39}-92378z^{11}a^{-41}+43758z^{11}a^{-43}-19448z^{11}a^{-45}+8008z^{11}a^{-47}-3003z^{11}a^{-49}+1001z^{11}a^{-51}-286z^{11}a^{-53}+66z^{11}a^{-55}-11z^{11}a^{-57}+z^{11}a^{-59}+1352078z^{10}a^{-34}+999362z^{10}a^{-36}-167960z^{10}a^{-38}+92378z^{10}a^{-40}-48620z^{10}a^{-42}+24310z^{10}a^{-44}-11440z^{10}a^{-46}+5005z^{10}a^{-48}-2002z^{10}a^{-50}+715z^{10}a^{-52}-220z^{10}a^{-54}+55z^{10}a^{-56}-10z^{10}a^{-58}+z^{10}a^{-60}+293930z^9a^{-35}+125970z^9a^{-37}-75582z^9a^{-39}+43758z^9a^{-41}-24310z^9a^{-43}+12870z^9a^{-45}-6435z^9a^{-47}+3003z^9a^{-49}-1287z^9a^{-51}+495z^9a^{-53}-165z^9a^{-55}+45z^9a^{-57}-9z^9a^{-59}+z^9a^{-61}-497420z^8a^{-34}-371450z^8a^{-36}+50388z^8a^{-38}-31824z^8a^{-40}+19448z^8a^{-42}-11440z^8a^{-44}+6435z^8a^{-46}-3432z^8a^{-48}+1716z^8a^{-50}-792z^8a^{-52}+330z^8a^{-54}-120z^8a^{-56}+36z^8a^{-58}-8z^8a^{-60}+z^8a^{-62}-77520z^7a^{-35}-27132z^7a^{-37}+18564z^7a^{-39}-12376z^7a^{-41}+8008z^7a^{-43}-5005z^7a^{-45}+3003z^7a^{-47}-1716z^7a^{-49}+924z^7a^{-51}-462z^7a^{-53}+210z^7a^{-55}-84z^7a^{-57}+28z^7a^{-59}-7z^7a^{-61}+z^7a^{-63}+116280z^6a^{-34}+89148z^6a^{-36}-8568z^6a^{-38}+6188z^6a^{-40}-4368z^6a^{-42}+3003z^6a^{-44}-2002z^6a^{-46}+1287z^6a^{-48}-792z^6a^{-50}+462z^6a^{-52}-252z^6a^{-54}+126z^6a^{-56}-56z^6a^{-58}+21z^6a^{-60}-6z^6a^{-62}+z^6a^{-64}+11628z^5a^{-35}+3060z^5a^{-37}-2380z^5a^{-39}+1820z^5a^{-41}-1365z^5a^{-43}+1001z^5a^{-45}-715z^5a^{-47}+495z^5a^{-49}-330z^5a^{-51}+210z^5a^{-53}-126z^5a^{-55}+70z^5a^{-57}-35z^5a^{-59}+15z^5a^{-61}-5z^5a^{-63}+z^5a^{-65}-15504z^4a^{-34}-12444z^4a^{-36}+680z^4a^{-38}-560z^4a^{-40}+455z^4a^{-42}-364z^4a^{-44}+286z^4a^{-46}-220z^4a^{-48}+165z^4a^{-50}-120z^4a^{-52}+84z^4a^{-54}-56z^4a^{-56}+35z^4a^{-58}-20z^4a^{-60}+10z^4a^{-62}-4z^4a^{-64}+z^4a^{-66}-816z^3a^{-35}-136z^3a^{-37}+120z^3a^{-39}-105z^3a^{-41}+91z^3a^{-43}-78z^3a^{-45}+66z^3a^{-47}-55z^3a^{-49}+45z^3a^{-51}-36z^3a^{-53}+28z^3a^{-55}-21z^3a^{-57}+15z^3a^{-59}-10z^3a^{-61}+6z^3a^{-63}-3z^3a^{-65}+z^3a^{-67}+969z^2a^{-34}+833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}[/math]