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Christopher J. Morrone authored
in index lists AND in ranges. Here is how negative numbers work in ranges: If both numbers in a range are of the same sign (both positive, or both negative), then the range counts directly from the first number to the second number; it will not wrap around the "end" of the node list. If the numbers in a range differ in sign, the range wraps around the end of the list of nodes. Examples: Given a node allocation of foo[1-16]: -2-3 (negative 2 to positive 3) becomes foo[15-16,1-4] 3--2 (positive 3 to negative 2) becomes foo[4,3,2,1,16,15] -3--2 becomes foo[14-15] -2--3 becomes foo[15,14] 2-3 becomes foo[3-4] 3-2 becomes foo[4,3]
Christopher J. Morrone authoredin index lists AND in ranges. Here is how negative numbers work in ranges: If both numbers in a range are of the same sign (both positive, or both negative), then the range counts directly from the first number to the second number; it will not wrap around the "end" of the node list. If the numbers in a range differ in sign, the range wraps around the end of the list of nodes. Examples: Given a node allocation of foo[1-16]: -2-3 (negative 2 to positive 3) becomes foo[15-16,1-4] 3--2 (positive 3 to negative 2) becomes foo[4,3,2,1,16,15] -3--2 becomes foo[14-15] -2--3 becomes foo[15,14] 2-3 becomes foo[3-4] 3-2 becomes foo[4,3]