Code: :26→K
:1.1→B
:{4Ans→A
:ClrHome
:For(A,1,E2
:randInt(1,16)+.1randInt(1,8→C
:Repeat C=Ans(1
:A→dim(⌊A
:⌊A(1
:Output(10fPart(Ans),int(Ans),"O
:Output(10fPart(B),int(B)," // 1 space
:Output(10fPart(C),int(C),"*
:getKey
:If Ans=45
:Goto 0
:If Ans=34 or 2>abs(Ans-25
:Ans→K
:⌊A(A→B
:⌊A(1)+(K=26)-(K=24)+.1((K=34)-(K=25
:If max(LA=Ans
:Goto 0
:Ans+16(not(int(Ans))-(17=int(Ans)))+.8(not(fPart(Ans))-(.9=fPart(Ans
:augment({Ans},⌊A→A
:End
:augment(Ans,{Ans(A→A
:End
:Lbl 0
:ClrHome
:A
That E on the 5th line is Euler's number, right? What is it's role on the code?
I think I can interpret the rest of the code by myself, but I have no idea what Euler's number does.
That's not
Euler's number (which is generally a lowercase e). That's the
scientific-notation E; it's short for
*10^. So E2 is just shorthand for 100. Doing it as E2 saves a byte. This is more useful for larger numbers, like E5 for 100000.
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