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For challenges involving sequences, typically of numbers following some pattern.

7 votes

Big numbers: Ultrafactorials

R - 34 30 bytes x=factorial(0:scan());sum(x^x) vectorizing is nice edit: saved 4 bytes thanks to @MickyT
bouncyball's user avatar
1 vote

In-between fractions

R - 71 bytes Assumes you have already installed the MASS package f=function(x,y,z)MASS::fractions(union(seq(x,y,eval(parse(text=z))),y)) > f(1, 2, '1/3') [1] 1 4/3 5/3 2 > f(2, 5, '1/2') [1] …
bouncyball's user avatar
1 vote

Greatest Number in a Range When The Sum of Squares of its Prime Factors are Subtracted

R 109 bytes y=sapply(x<-2:scan(),FUN=function(x)x-sum(unique(as.numeric(gmp::factorize(x))^2)));c(x[which.max(y)],max(y)) I cheated and used a package, gmp.
bouncyball's user avatar
1 vote

Print a bunch of uninteresting numbers!

R 34 bytes y=scan();as.numeric(paste0(y,y))*y
bouncyball's user avatar
2 votes

Count Up, Replace, Repeat!

R, 60 49 bytes Pretty straightforward use of unlist and sapply. y=x=scan();for(i in 1:x)y=unlist(sapply(y,seq));y Thanks to @MickyT for saving 11 bytes
bouncyball's user avatar