Use the theorems of switching algebra to rewrite the following expression using as few inversions as possible (complemented parentheses are allowed):
B′ ⋅ C + A ⋅ C ⋅ D′ + A′ ⋅ C + E ⋅ B′ + E ⋅ (A + C) ⋅ (A′ + D′)
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