$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$

$A \oplus B=\overline{A}·B+A·\overline{B}$

$\overline{\overline{A.B} = \overline{A}} + \overline{B}$

$\overline{\overline{A\oplus B} = \overline{A}}.\overline{B} + A.B$

$A + AB = A$