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 _ ca:sistema numèric d'Scheme _

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 _ ca:Scheme _ de _ number? complex? real? rational? integer? exact? inexact? exact inexact finite? infinite? nan? numerator denominator real-part imag-part magnitude angle

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is up.2

2What do you want to charge for the building?cash reserveThe timer resets and this is the predicted situation of the city.For the budget.If ones product is solidly successful, then the price doubled, is what you receive plus your spare money from the clerk which is your updated cash reserve.scripts,soundscostumes,soundsscripts,costumes,soundsscripts,costumes,soundsscripts,costumes,soundscostumes,soundsscripts,costumes,soundsscripts,soundsscripts,soundsscripts,costumes,soundsscripts,costumes,soundsscripts,costumes,soundsscripts,costumes,soundscostumes,soundsscripts,soundsscripts,costumes,soundsscripts,costumes,soundsscripts,soundsscripts,costumes,soundsscripts,costumes,soundsscripts,costumes,soundscostumes,soundscostumes,soundsCincinnati,Singapore,LynchburgIn an advanced well to do city and,In an average middle class area of the suburbs and,In a town with struggle andEducation,Health,Financial Aid,Housing/shelther0805900000The city is advanced and significant improvements have been made.,The town has a fair amount of development and access to daily places are good.,"The area is still very poor, not a lot ofneeds have been met, and there is more that needs to be done."0