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For the following maps investigate all the critical points, calculating their position and stability properties as ,u is varied. Then sketch the bifurcation diagram labelling any bifurcations by their appropriate name and indicating the type of solutions your curves represent (stable or unstable critical or period2 points ). Do not calculate the position of any period-2 points, but do indicate how they would emerge and their stability. (3\") $n+1 : 371;,(373; _ 4377: _ 1\") (b) mn+1 = mn(cos(:rn) + ,u), for Imn|