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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:
 def _decompose_inside_control(self, target1: raw_types.Qid, control: raw_types.Qid, target2: raw_types.Qid ) -> op_tree.OP_TREE: """A decomposition assuming the control separates the targets. target1: ─@─X───────T──────@────────@─────────X───@─────X^-0.5─ │ │ │ │ │ │ control: ─X─@─X─────@─T^-1─X─@─T────X─@─X^0.5─@─@─X─@────────── │ │ │ │ │ │ target2: ─────@─H─T─X─T──────X─T^-1───X─T^-1────X───X─H─S^-1─── """

        a, b, c = target1, control, target2
        yield common_gates.CNOT(a, b)
        yield common_gates.CNOT(b, a)
        yield common_gates.CNOT(c, b)
        yield common_gates.H(c)
        yield common_gates.T(c)
        yield common_gates.CNOT(b, c)
        yield common_gates.T(a)
        yield common_gates.T(b)**-1
        yield common_gates.T(c)
        yield common_gates.CNOT(a, b)
        yield common_gates.CNOT(b, c)
        yield common_gates.T(b)
        yield common_gates.T(c)**-1
        yield common_gates.CNOT(a, b)
        yield common_gates.CNOT(b, c)
        yield pauli_gates.X(b)**0.5
        yield common_gates.T(c)**-1
        yield common_gates.CNOT(b, a)
        yield common_gates.CNOT(b, c)
        yield common_gates.CNOT(a, b)
        yield common_gates.CNOT(b, c)
        yield common_gates.H(c)
        yield common_gates.S(c)**-1
        yield pauli_gates.X(a)**-0.5