SCL2 m2u1 [ + ] afegeix un personatge que pots moure per l'esceniri per definir la seva trajectòria. [ > ] reprodueix les trajectòries dels personatges. [ < ] reprodueix les trajectòries dels personatges cap 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SCL2 m2u1 [ + ] afegeix un personatge que pots moure per l'esceniri per definir la seva trajectòria. [ > ] reprodueix les trajectòries dels personatges. [ < ] reprodueix les trajectòries dels personatges cap enrera.

Take any number of input lists, and create a new list containing the items of the input lists. So APPEND [A B] [C D] where the [...] are lists reports the list [A B C D] not [[A B] [C D]].

1111

Reports a new list containing the items of the input list, but in the opposite order.

1inputresult

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.

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.

copy of datasplitmerge11#1#2

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.

This block applies the given function to each item of the given list, like the primitive MAP block, but with two differences: 1. The # variable provided will contain the item number of the item currently being used in the given function: 1 for item 1, and so on. You read the variable in your function; don't set it. 2. You can provide more than one input list. If so, the lengths of all the lists should be the same, and the function you supply must expect as many inputs as you have lists (i.e., that many empty input slots in the function).

#11datacountmapmany#

1data listscount

This block makes a new list containing selected items from the given list, like the primitive KEEP block. What's different is that it provides the # variable for use in your predicate function. It will contain the item number (in the original list) of the item being examined by the predicate.

#1datacount1

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.

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==