data:image/png;base64,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

Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the result of adding them all, so (SUM (4) (100) (8)) reports 112.

pt:a soma de _ ca:suma _ 1

Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the result of multiplying them all, so (PRODUCT (4) (100) (8)) reports 3200.

pt:o produto de _ ca:producte _ 1

Takes any number of Boolean (true/false) inputs (use the left and right arrowheads to adjust the number of input slots) and reports TRUE only if all of the inputs are TRUE, otherwise FALSE. Like AND but for multiple inputs.

pt:todas as afirmações _ são verdadeiras ca:tots _ ? 1

Takes any number of Boolean (true/false) inputs (use the left and right arrowheads to adjust the number of input slots) and reports TRUE if at least one input is TRUE, otherwise FALSE.

pt:alguma das afirmações _ é verdadeira ca:qualsevol _ ? 1

Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the smallest of them, so (MINIMUM (4) (100) (8)) reports 4.

pt:o produto de _ ca:mínim _ 1

Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the largest of them, so (MAXIMUM (4) (100) (8)) reports 100.

pt:o produto de _ ca:màxim _ 1

Accepts any number of scripts as inputs. Launches a separate thread for each of them, so they are done in parallel, then waits for them all to complete. This doesn't change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed. Rather, the point of this block is to allow starting synchronized but independent scripts.

pt:executa _ em paralelo e espera ca:executa en paral·lel _ i espera each scripttest

Accepts any number of scripts as inputs. Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run. This doesn't change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed. Rather, the point of this block is to allow starting synchronized but independent scripts.

pt:executa _ em paralelo ca:executa en paral·lel _

Average5

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==10,20,30,40,50,60,90109042.8571428571428548300