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Posted

I'm sure there is a very simple calculation to do this but for some reason i can't see it.

best

Stuart

Let ( [

//a = number from 1 to 5

a = 1 ;

//b = number from 1 to 5

b = 5 ] ;

Choose ( a ;

Choose ( b ; 00 ; 01 ; 02 ; 03 ; 04 )

Choose ( b ; -1 ; 00 ; 01 ; 02 ; 03 )

Choose ( b ; -2 ; -1 ; 00 ; 01 ; 02 )

Choose ( b ; -3 ; -2 ; -1 ; 00 ; 01 )

Choose ( b ; -4 ; -3 ; -2 ; -1 ; 00 )

)

)

ps the 00 are just to make it readable a simple number is all that needs to be returned.

Posted

are you sure that's right? -- your missing the zero values in the choose statement.

i.e. Choose( 2 ; 0 ; 1; 2 ) will return 2

Choose( x ; result0 ; result1; result 2...)

Posted

LOL

Its one of those days

Why must my brain do this to me sometimes.

I remember sitting at school aged 10 and spelling "a", "ay" and thinking i'm sure thats not right but i can't for the life of me work out why.

Posted

Well, i assume there is a difference between the topic and the body...

Anywho, was just curious.

Posted

I can't get into my head why you do jump all these Choose( hoops when the entire thing can be written this way:

Right("0" & GetAsText(theB-theA);2)

:)

--sd

Posted

see what your saying but although its not clear in the example the range could potentially be highter than 9.

don't think the solution could really be any simpler than b-a

best

Stuart

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