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:image/png;base64,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x1num10donenum2donedonex1doneTake 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]].

11111Reports a new list containing the items of the input list, but in the opposite order.

1inputresultReports 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.

1Reports 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#2The 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.

11This 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##1#1data listscountThis 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.

#1datacount1This 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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