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Length: 2304 (0x900) Types: TextFile Names: »TRACE.LOG«
└─⟦0c23030ba⟧ Bits:30005892 LPA Prolog rel 2.0 (RC855) └─⟦this⟧ »TRACE.LOG«
trace-mod (??) ("y" n s q f) ((COPYRIGHT 1983 LPA LTD (V 2-2))) ((ENTER z "y" (XøY)) / (CL ((XøY)øZ) 1 y) (PP z matches clause y) (??? (1øz) Z x)øx) ((ENTER Z n X) / X ) ((ENTER Z f X) / FAIL) ((ENTER Z s X) /) ((ENTER Z q X) ABORT) ((ENTER z X Y) (P ENTER "y" n s(for succeed) f(for fail)or q (to quit)) (R Z) (ENTER z Z Y)) ((??? z () ())) ((??? (z øz1)(XøY) x) (P (zø z1) X) (test (zøz1) X) (P(z øz1) solved X) (PP) (SUM z 1 z2)(??? (z2ø z1) Y x) ) ((??? z ((/)øY) (/ FAIL))/) ((??? z (/øY) (/ FAIL))/) ((??? z (XøY) x) (P z failing X) (PP) FAIL) ((?? X)(??? (1) X x)) ((response x) (P " trace?(y/n)")(R x)) ((test z (NOTøX))/ (response x) (IF (EQ x "y") ((nottrace z X))((NOT øX)))) ((test x (FORALL X Y))/ (response Z1) (IF (EQ Z1 "y") ((P FORALL solved if ((? X) (NOT ? Y)) fails) (PP) (IF (??? (1øx) ((? X) (NOT ? Y)) ()) ((PP negation of x solved so ..)FAIL) ((PP negation of x failed so ..)))) ((FORALL X Y)))) ((test x (ISALL X Y øZ))/ (response y) (IF (EQ y "y") ((PP finding all Y such that Z)(isalltrace x X YøZ)) ((ISALL X YøZ)))) ((test z (IF X Y Z))/ (response x) (IF (EQ x "y") ((iftrace z X Y Z)) ((IF X Y Z)))) ((test z (OR X Y))/ (response x) (IF (EQ x "y") ((ortrace z X Y)) ((OR X Y)))) ((test z (? X))/ (response x) (IF (EQ x "y") ((??? (1øz) X x1)øx1) X)) ((test z X) (SYS X)/(PP)X) ((test z X) (P " trace?")(R x)(ENTER z x X)) ((nottrace z X) (PP z unnegated) (IF (??? (1øz) (X) x) ((PP unnegated z solved so..)FAIL) ((PP unnegated z failed so..)))) ((iftrace z X Y Z) (PP z test evaluation) (??? (1øz) (X) x)/ (PP z test solved .. entering then branch) (??? (1øz) Y x)øx) ((iftrace z X Y Z) (PP z test failed .. entering else branch) (??? (1øz) Z x)øx) ((ortrace z X Y) (PP z either branch) (??? (1øz) X x)øx) ((ortrace z X Y) (PP z or branch) (??? (1øz) Y x)øx) ((isalltrace y X YøZ) (init x ())/(FORALL ((??? (1øy) Z z)øz) ((PP found answer Y to y)(update x Y))) (DELCL ((value x X)))) ((init x Y) (VAR x) (DELCL ((count x))) (SUM x 1 Z) (ADDCL ((count Z))) (ADDCL ((value x Y)))) ((update X Y) (DELCL ((value X Z))) (ADDCL ((value X (YøZ))))) ((count 1)) CLMOD «eof»