![]() ![]() ![]() ![]() To demonstrate the bitmask prowess of E4A, this example script shows three independent approaches to solving sudoku puzzles. A powerful set of simple tools for this purpose is provided by Eigen4AutoIt (or E4A for short). Moreover, multiple same-sized bitmasks can be aligned in a rectangular grid, allowing matrix functions to manipulate all bitmasks simultaneously in a single call. A grouped set of multiple on/off states can be called a bitmask (or "bit vector"), and when we apply logic to change the state of one bitmask by one or more other bitmasks, we can evaluate, in a single function call, as many bit-states as the targeted bitmask contains (in this case: over 362 thousand, see below). At the most basic level, all binary digital computing reduces to logical operations on individual bits, that is, the switches in circuitry that can be either 1 or 0 ("on" or "off", "True" or "False"). ![]()
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