data:image/png;base64,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call with True to turn on the entire Scheme numeric tower, including infinite-precision integers, exact rationals, and complex numbers; call with False to restore native JavaScript arithmetic.

pt:altera utilização de aritmética do Scheme para _ The factorial function, to make very large numbers, to demo bignums.

The identity function: reports its input. It's useful to get things like 3/4 or 5-2i into numeric input slots.

Provides Scheme arithmetic functions not in JavaScript

pt:_ de _ number? complex? real? rational? integer? exact? inexact? exact inexact finite? infinite? nan? numerator denominator real-part imag-part magnitude 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IAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==answerwaterseems your not getting this one.2how about another!!2what taste as good cold as it does warmwaterwaterall of themdo you not want to pass this bridge2Another2what month has 28 daysanswerall of themall of themcornersfinal one2there are 4 of me in a house what am ianswercornerscornersLovewaterNothingcocktrick question none of them