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

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]].

11111

number of checks bubble1

number of checks partition1

A,B,C,D,F,,,,,,,1,2,3,7,8,9,10,11,14,14,2,3,4,6,8,10,11,12,14,15,1,2,4,5,7,9,11,14,15,15,3,5,5,5,6,7,7,12,12,14,1,1,2,4,6,7,7,8,8,14,3,7,8,8,9,10,10,14,15,15,1,1,4,5,6,9,12,12,13,14,1,2,3,3,3,5,6,9,10,13,2,4,4,5,7,7,11,11,13,15,a,b,e,f,g,k,p,r,s,u,a,e,m,p,r,r,s,u,v,z,1,1,6,6,9,9,10,11,13,14F9,9,11,1,6,6,13,1,10,14N/AN/A0false100000