[WebDNA] Formatting numbers - truncation instead of rounding
This WebDNA talk-list message is from 2011
It keeps the original formatting.
numero = 107466
interpreted = N
texte = --Apple-Mail-623-585622812Content-Transfer-Encoding: quoted-printableContent-Type: text/plain;charset=us-asciiHiCan anyone tell me the best way to truncate a number using [format] =rather than having it round up/down.Eg. I have 178.9964 as a value, and I need 178.99 as the outcomeObviously using [format .2f][value][/format] will round this to 179.00, =so I need another method.Thanks all,--Apple-Mail-623-585622812Content-Disposition: inline;filename=EmailSignature_Diane.gifContent-Type: image/gif;name="EmailSignature_Diane.gif"Content-Transfer-Encoding: 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: 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--Apple-Mail-623-585622812Content-Transfer-Encoding: quoted-printableContent-Type: text/plain;charset=us-asciiHiCan anyone tell me the best way to truncate a number using
[format] =rather than having it round up/down.Eg. I have 178.9964 as a value, and I need 178.99 as the outcomeObviously using [format .2f][value][/format] will round this to 179.00, =so I need another method.Thanks all,--Apple-Mail-623-585622812Content-Disposition: inline;filename=EmailSignature_Diane.gifContent-Type: image/gif;name="EmailSignature_Diane.gif"Content-Transfer-Encoding: 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--Apple-Mail-623-585622812Content-Transfer-Encoding: 7bitContent-Type: text/plain;charset=us-ascii--Apple-Mail-623-585622812--
Diane Blackmore
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