Expansion of (eta(q)eta(q^10)/(eta(q^2)eta(q^5)))^6 in powers of q.

Terms

a(0) =1a(1) =-6a(2) =15a(3) =-26a(4) =51a(5) =-96a(6) =136a(7) =-186a(8) =297a(9) =-422a(10) =537a(11) =-792a(12) =1198a(13) =-1608a(14) =2208a(15) =-3194a(16) =4290a(17) =-5550a(18) =7480a(19) =-9906a(20) =12672a(21) =-16648a(22) =22038a(23) =-28344a(24) =36641a(25) =-47796a(26) =60801a(27) =-76624a(28) =97710a(29) =-123216