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==