Using Rule 126 elementary cellular automaton (ECA) we will demonstrate that a chaotic discrete system -- when enriched with memory -- exhibits complex dynamics. To quantify complexity of Rule 126 ECA with memory we study what types dynamics constructed in Rule 126's evolution emerge since mean field theory, basins and de Bruijn diagrams. Later we will display its complex dynamics emerging selecting a kind of memory for analyse interactions between gliders and stationary patterns implementing specific functions.
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