.PS
# `Alogix.m4'
log_init
# A modest expression in default form
A: Autologix(
Nand(And(Or(A,C),Or(B,~C),Or(~A,B,C)),Ck);
Nand(~A,B)@with .n at last [].s+(0,-2bp__))
move left 10bp__ from A.InCk
"\sl Out1" at A.Out1 ljust
"\sl Out2" at A.Out2 ljust
Loopover_(`v_', `"$v_$" at A.In`'v_ above ', A,B,C,Ck)
`"\shortstack[l]{
\tt Autologix( \\ \tt \quad
Nand(And(Or(A,C),Or(B,\~{}C),Or(\~{}A,B,C)),Ck);\\ \tt \quad
Nand(\~{}A,B))@with .n at last [].s+(0,-2bp\_\_))}"'\
wid 288bp__ ht 32bp__ with .nw at A.sw+(0,-0.10)
# Draw a tree of gates only. The ~ has been
# replaced by NOT gates.
B: Autologix(Or(And(B,Not(C)),And(Not(A),B,C)),N) \
with .sw at A.e+(1.3,-0.5)
"{\sl Out}" at B.Out above ljust
`"\shortstack[l]{\tt B: Autologix( \\ \tt \
Or(And(B,Not(C)),And(Not(A),B,C)),N)}"' \
wid 242pt__ ht 20pt__ at B.s+(0,-0.2)
for_(1,4,1,`"{\sf\small\sl B.In`'m4x}" at B.In`'m4x rjust')
"{\sf\small\sl B.In5}" at B.In5+(0,-1.5bp__) rjust
# Here is how to include an arbitrary circuit
# that is not one of the standard gates.
# First, define the circuit with a name ending
# in _gate. Make sure its inputs are on the left
# and named In1, In2, ... and the output Out
# is on the right.
define(`SR_gate',`[
S: NOR_gate
R: NOR_gate at S+(0,-L_unit*(AND_ht+4))
w = (S.Out.x-R.In1.x)/3
v = 2*L_unit
line right_ dimen_/2 from S.Out
Out: Here
TR: R.In1-(v,0)
line from S.Out+(v,0) down w*3/2 then left S.Out.x-TR.x+v down w \
then to TR then to R.In1
TS: S.In2-(v,0);
line from R.Out right v then up w*3/2 then left R.Out.x-TS.x+v up w \
then to TS then to S.In2
In1: S.In1
In2: R.In2 ]')
# Now define the function by which the circuit
# will be invoked:
define(`SRff',`_AutoGate(SR,$@)')
# You are done. Here is an example:
G: [
F: Autologix(SRff(And(x,y),Nand(x,y)),LRV)
"$x$" at F.Inx rjust
"$y$" at F.Iny rjust
"\sl Out" at F.Out ljust
] with .sw at A.n+(0.5,-0.25)
`"{\tt Autologix(SRff(And(x,y),Nand(x,y)),LRV)}"' wid 253pt__ ht 7pt__ \
with .w at last [].sw+(0,-10pt__)
undefine(`extras')
#efine(`extras')
ifdef(`extras',`
Q1: Autologix(Nor(Nor(A,And(B,C)),Nand(Not(B),D))) \
with .nw at A.sw+(0,-61bp__)
Loopover_(`x',`"\sf x" at last [].In`'x above',A,B,C,D)
`"\shortstack[l]{%
\tt Q1: Autologix(Nor(Nor(A,And(B,C)),Nand(Not(B),D)),)\\
\tt Loopover\_(`x',`\"\sf x\" at last [].In`'x above',A,B,C,D)}"' \
wid 350bp__ ht 20bp__ with .nw at Q1.sw+(0,-10pt__)
Q2: Autologix(Nor(Nor(A,And(B,~C)),Nand(Not(B),D)),V) \
with .nw at last "".sw+(0,-14bp__)
Loopover_(`x',`"\sf x" at last [].In`'x above',A,B,C,D)
"\sf V" at last [].se above rjust
Q3: Autologix(Nor(Nor(A,And(B,C)),Nand(Not(B),D)),R) \
with .nw at last [].sw+(0,-0.2)
Loopover_(`x',`"\sf x" at last [].In`'x above',A,B,C,D)
"\sf R" at last [].se above rjust
Q4: Autologix(Nor(Nor(A,And(B,C)),Nand(Not(B),D)),RV) \
with .nw at last [].sw+(0,-0.2)
Loopover_(`x',`"\sf x" at last [].In`'x above',A,B,C,D)
"\sf RV" at last [].se above rjust
Autologix(Nor(Nor(A,And(B,C)),Nand(Not(B),D)),LRV) \
with .Out at Q4.Out+(3.5,0)
Loopover_(`x',`"\sf x" at last [].In`'x rjust',A,B,C,D)
"\sf LRV" at last [].se above rjust
Autologix(Nor(Nor(A,And(B,C)),Nand(Not(B),D)),LR;offset=-L_unit*1.5) \
with .Out at Q3.Out+(3.5,0)
Loopover_(`x',`"\sf x" at last [].In`'x rjust',A,B,C,D)
"\sf LR" at last [].se above rjust
Autologix(Nor(Nor(A,And(B,~C)),Nand(Not(B),D)),LV;offset=L_unit*2) \
with .Out at Q2.Out+(3.5,0)
Loopover_(`x',`"\sf x" at last [].In`'x rjust',A,B,C,D)
"\sf LV" at last [].se above rjust
Autologix(Nor(Nor(A,And(B,C)),Nand(Not(B),D)),L) \
with .Out at Q1.Out+(3.5,0)
Loopover_(`x',`"\sf x" at last [].In`'x rjust',A,B,C,D)
"\sf L" at last [].se above rjust
')
.PE