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1. x(
~Fx v ~Gx ), Fa / ~
x( ~Fx v Gx
).
2. x(
Fx
Gx ), Fm v Fn /
xGx
3. x(
Gx
y~Kxy
),
x( Fx &
yKxy
) /
x( Fx & ~Gx )
4. x[(
Fx
Hx )
Gx ] /
x( ~Fx & ~Hx )
xGx
5. x[
Ax
y(
By
Cxy ) ], Am & Bn / Cmn
6. y(
My
Ay ),
y(
Cy & My ) /
y( Cy & Ay )
7. x(
Ax v Bx ),
x( Bx
Ax ) /
xAx
8. /x
y[( Fx
Fy )
( Fy v ~Fx )]
9. y(
Jy
( Ky & Ly )),
x~Kx
/
z~Jz
10. xFx
x(
Bx & Cx ),
x( Cx v Dx )
xAx
/
x( Fx
Ax )
11. xFx
xGx,
x~Gx /
x~Fx
12. x(
Ax & ~Bx )
xCx,
~
x( Cx v Bx ) / ~
xAx
13. x
yRxy,
x
y( Rxy
zRxz),
x(
zRxz
yRyx) /
x
yRxy
14. xAx
x(
Bx & Cx ),
x( Cx
Bx ) /
xAx
xCx
15. x~Ax
v
x~Bx,
xBx
/ ~
xAx
16. /x(
Ax &
y~Bxy )
~
x[ ~Ax v
y(
Bxy & Bxy ) ]
17. x[
( Ax & Bx )
Cx ], ~
x(
Ax
Cx ) / ~
xBx
18. x
yAxy
x
yBxy,
x
y~Bxy
/
x
y~Axy
19. x[Ax
&
y( By
Cxy )] /
x[ Bx
y( Ay & Cyx )]
20. x[
Ax &
y( By
Cxy ) ],
xAx
Bj /
xCxj
21. x[
yRxy
z~Wz ],
y
z( Ryz & Hz),
x(~Hx
Wx ) /
z(
~Wz & Hz )
22. / [ xAx
(
yBy
zCz
)]
x
y
z
(( Ax & By )
Cz )
23. zQz
w(Lww
~Hw),
xBx
y(Ay
Hy) /
w(Qw
& Bw)
y(Lyy
~Ay)
24. x
y(( Ax & By )
Cxy ),
y( Ey &
w(
Hw
Cyw)),
x
y
z[( Cxy & Cyz )
Cxz ], vw( Ew
Bw ) /
z
w[(
Az & Hw )
Czw ]