57! 2 / 6 (1+I)^2 (x+1)^(-2) Mod(2,5)^3 Mod(x, x^2+x+1)^3 \\ in Q[x]/(x^2+x+1) w = ffgen([3,5],'w); w^12 \\ in F_3^5 Pi log(2) \p100 log(2) exp(%) log(1+x) exp(%12) ? ?4 ?atan ??atan ?? ??refcard ??refcard-nf ??tutorial ???determinant \o0 factor(91) factor(x^4+4) factor((x^4+1)*Mod(1,a^2-2)) factor((x^4+4)*Mod(1,13)) factor(x^4+1,Mod(1,a^2-2)) factor(x^4+1,Mod(1,13)) intnum(x=0,1,1/(1+x^2))/Pi sumnum(n=1,1/n^2)/Pi^2 sumalt(n=0,(-1)^n/(2*n+1))*4 sumalt(n=1,(-1)^n*log(n)) \\ diverging! 2*exp(2*%) [n^2|n<-[1..10]] [n^2|n<-[1..10],isprime(n)] [n^2|n<-primes([1,10])] [a,b] = [1,2]; print("a=",a," b=",b) default(parisizemax,"1G");