Data:T(6,5)/Integral Khovanov Homology

[math]\displaystyle{ t^{14} \textrm{ZMod}(3) q^{43}+t^{13} \textrm{ZMod}(0) q^{41}+t^{12} \textrm{ZMod}(0) q^{41}+t^{13} \textrm{ZMod}(0) q^{39}+t^{12} \textrm{ZMod}(2,5) q^{39}+t^{12} \textrm{ZMod}(0) q^{37}+t^{10} \textrm{ZMod}(2) q^{37}+t^{11} \textrm{ZMod}(0,0) q^{37}+t^{12} \textrm{ZMod}(0) q^{35}+t^{10} \textrm{ZMod}(2) q^{35}+t^9 \textrm{ZMod}(0,0) q^{35}+t^{11} \textrm{ZMod}(2,5) q^{35}+t^{10} \textrm{ZMod}(0) q^{33}+t^7 \textrm{ZMod}(0) q^{33}+t^9 \textrm{ZMod}(0,2) q^{33}+t^5 \textrm{ZMod}(0) q^{31}+t^8 \textrm{ZMod}(0,0) q^{31}+t^7 \textrm{ZMod}(0,2) q^{31}+t^8 \textrm{ZMod}(0) q^{29}+t^6 \textrm{ZMod}(0) q^{29}+t^5 \textrm{ZMod}(0) q^{29}+t^7 \textrm{ZMod}(2) q^{29}+t^6 \textrm{ZMod}(0) q^{27}+t^4 \textrm{ZMod}(0) q^{27}+t^3 \textrm{ZMod}(0) q^{27}+t^4 \textrm{ZMod}(0) q^{25}+t^3 \textrm{ZMod}(2) q^{25}+t^2 \textrm{ZMod}(0) q^{23}+\textrm{ZMod}(0) q^{21}+\textrm{ZMod}(0) q^{19} }[/math]