Nope, I was just manually typing them in, but thanks for pointing that out. I tried it by calling `import Base.Math.@horner` and then implemented it like this: f = @horner(x, a0, a1, a2, a3, a4) fP = @horner(x, a1, 2*a2, 3*a3, 4*a4) fPP = @horner(x, 2*a2, 6*a3, 12*a4) Performance was the same as manually entering the Horner forms by hand (ie, much better than the non-Horner form). Good to know!
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