The curve $$\(\mathbf{C}\)$$ has equation $$\(y=4(x-1)^{2}-a \quad\)$$ where $$\(a> 4\)$$ Using the axes below, sketch the curve $$\(\mathbf{C}\)$$. On your sketch show clearly, in terms of $$\(a\)$$, (i) the coordinates of any points of intersection of $$\(\mathbf{C}\)$$ with the coordinate axes, (ii) the coordinates of the turning point.

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