Difference between revisions of "ListCompare"

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m (Wanted to add that the == 0 is not required, as the logical negation of the function means that any non-zero value will evaluate to FALSE, while /only/ zero will evaluate to TRUE.)
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|cat1=Examples
|cat1=Examples
|cat2=Library
|cat2=Library
|cat3=UD_Functions
|examples=<lsl>integer r = ListCompare([1, 2.0, "3"], [1, 2.0, "3"]); // Returns TRUE
|examples=<lsl>integer r = ListCompare([1, 2.0, "3"], [1, 2.0, "3"]); // Returns TRUE
integer s = ListCompare([1, 2.0, 3], [1, 2.0, "3"]);  // Returns FALSE
integer s = ListCompare([1, 2.0, 3], [1, 2.0, "3"]);  // Returns FALSE

Revision as of 10:41, 25 May 2010

Summary

Function: integer ListCompare( list a, list b );

Efficiently compares two lists for equality (same contents).
Returns an integer TRUE if the lists are equal, FALSE if not.

• list a The first list to compare.
• list b The second list to compare.

Examples

<lsl>integer r = ListCompare([1, 2.0, "3"], [1, 2.0, "3"]); // Returns TRUE integer s = ListCompare([1, 2.0, 3], [1, 2.0, "3"]); // Returns FALSE

integer t = ListCompare([], [1, 2.0, "3"]); // Returns FALSE</lsl>

Implementation

<lsl>integer ListCompare(list a, list b) {

   integer aL = a != [];
   if (aL != (b != [])) return 0;
   if (aL == 0)         return 1;
   
   return !llListFindList((a = []) + a, (b = []) + b);

}</lsl>