data:image/png;base64,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data:image/png;base64,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

done

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.

230