Click outside the cube and drag to change the view. Click inside the cube and drag to rotate selected face.data:image/png;base64,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 outside the cube and drag to change the view. Click inside the cube and drag to rotate selected face.
1
Catch errors. Runs the first script. If it succeeds, nothing else happens. But if it has an error (something that would otherwise result in a red halo around the block), then the second script is run, with the text of the error message that would have been shown in the variable ERROR.
pt:tenta executar _ e, em caso de erro _ , executa _ ca:prova de forma segura _ i si _ _
Throw an error. Makes a red halo appear around the script that runs it, with the input text shown in a speech balloon next to the script, just like any Snap! error. This is useful to put in the second script of SAFELY TRY after some other instructions to undo the partial work of the first script.
pt:lança o erro _
Catch errors in a reporter. Evaluates its first input. If that expression successfully reports a value, this block reports that value. If the expression causes a Snap! error, then the final input slot is evaluated with the text of what would have been the error message in variable ERROR. SAFELY TRY then reports the value of that final expression. Sometimes you'll want to throw an error in the final expression. You can put an ERROR block inside a CALL block to do that.
ca:prova de forma segura reportant _ i si _ reportant _ err
Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.
ca:elimina els duplicats de _
The second input is an "association list," a list of two-item lists. Each of those smaller lists has a "key" as its first item and a "value" as its second. ASSOC reports the first key-value pair in the association list whose key matches the first input.
ca:associació _ _
This block carries out the given script for each item of the given list, like the primitive FOR EACH. What's different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.
ca:_ per cada _ de _ _
1
Takes a (possibly deep) list as input, and reports a human-readable text form of the list (namely, Lisp notation). Will not work on circular lists.
ca:notació textual de _ ( )
SENTENCE is the main constructor for sentences, represented as lists of words. It takes zero or more inputs, each of which can be either a list or a text string. If a list, the input is assumed to be a list of words. If a text string, it is converted to a list of words using SENTENCE→LIST. Then all the lists of words are appended to form a new list of words. If the inputs are lists of lists rather than lists of words, SENTENCE, like APPEND, does only one level of flattening, reporting a list of all the items of all the input lists.
ca:frase _
ZIP takes any number of lists as inputs. The lists should all be the same length. ZIP reports a list of lists in which the first item is a list of all the first items, the second item is a list of all the second items, etc. Viewing the inputs as the rows of a matrix, ZIP reports its transpose.
The identity function reports its input.
Takes as input a function of N inputs and N lists. The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on. (The lists should all be the same length.)
ca:multi-mapeja _ sobre _
Takes a sentence in text string form and reports the sentence as a list of its words.
de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _ pt:uma lista com as palavras da frase _
rotView select getFacePoint redraw setLightPos addModel createGeometry setModelWireStyle setModelHSBColor setModelRGBColor setFaceHSBColor setFaceRGBColor translateModel rotateXModel rotateYModel rotateZModel pushModelTransformation popModelTransformation resetModelTransformation setSortFce
Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot. For a list of numbers, using < as the comparison function will sort from low to high; using > will sort from high to low.
ca:ordena _ segons criteri _
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