Finding the area between curves. $q,$

Below, we see a region bounded by two curves. $($graph not necessarily to scale$)$

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The region shaded in light blue is bounded by two curves, $y=-2(x-1{)}^2-7($in dark red$)$ and $y=-(x+2{)}^2+2($in dark blue$).$

Part $1.$

Suppose that we wish to integrate with respect to $x$ to find the value of the shaded area. Fill in the blanks so that the resulting integral $($with respect to $x)$ will describe the area of the shaded region.

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$1$

Note: Set up the integral so that the lower limit of integration is less than the upper limit of integration.