I don't think it makes sense to compare floating point numbers to other
types of numbers with #=... there's a world of approximations and other
factors hiding behind #=, and the occasional true answer confuses more
than it helps. On top of that, then you get x = y => x hash = y hash,
and so the hash of floating point values "has" to be synchronized with
integers, fractions, scaled decimals, etc... _what a mess_...
On 7/11/14 10:46 , stepharo wrote:
I suggest you to read the Small number chapter of the Deep into Pharo.
Stef
On 11/7/14 15:53, Natalia Tymchuk wrote:
Hello.
I found interesting thing:
Why it is like this?
Best regards,
Natalia