Expansion of f(-q)^10 / f(-q^5)^2 in power of q where f() is a Ramanujan theta function.

Terms

a(0) =1a(1) =-10a(2) =35a(3) =-30a(4) =-105a(5) =240a(6) =-20a(7) =-190a(8) =-225a(9) =-70a(10) =1535a(11) =-820a(12) =-940a(13) =-480a(14) =-960a(15) =5470a(16) =-1185a(17) =-2140a(18) =-3505a(19) =-3600a(20) =14395a(21) =-3820a(22) =-3380a(23) =-3930a(24) =-6300a(25) =23990a(26) =-9070a(27) =-6900a(28) =-10120a(29) =-8900