- pretty-printing record type now work properly and share/graph
marks are propagated between record fields and surrounding context.
This commit is contained in:
parent
f570ea8c2a
commit
0d91ab9774
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@ -14,7 +14,8 @@ EXTRA_DIST=ikarus.boot.4.prebuilt ikarus.boot.8.prebuilt \
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ikarus.lists.ss ikarus.load.ss ikarus.main.ss \
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ikarus.multiple-values.ss ikarus.numerics.ss \
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ikarus.pairs.ss ikarus.posix.ss ikarus.predicates.ss \
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ikarus.pretty-print.ss ikarus.promises.ss ikarus.reader.ss \
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ikarus.pretty-print.ss ikarus.pretty-formats.ss \
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ikarus.promises.ss ikarus.reader.ss \
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ikarus.records.procedural.ss ikarus.conditions.ss \
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ikarus.singular-objects.ss ikarus.sort.ss ikarus.strings.ss \
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ikarus.structs.ss ikarus.symbols.ss ikarus.timer.ss ikarus.trace.ss \
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@ -169,7 +169,8 @@ EXTRA_DIST = ikarus.boot.4.prebuilt ikarus.boot.8.prebuilt \
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ikarus.lists.ss ikarus.load.ss ikarus.main.ss \
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ikarus.multiple-values.ss ikarus.numerics.ss \
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ikarus.pairs.ss ikarus.posix.ss ikarus.predicates.ss \
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ikarus.pretty-print.ss ikarus.promises.ss ikarus.reader.ss \
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ikarus.pretty-print.ss ikarus.pretty-formats.ss \
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ikarus.promises.ss ikarus.reader.ss \
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ikarus.records.procedural.ss ikarus.conditions.ss \
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ikarus.singular-objects.ss ikarus.sort.ss ikarus.strings.ss \
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ikarus.structs.ss ikarus.symbols.ss ikarus.timer.ss ikarus.trace.ss \
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@ -55,6 +55,7 @@
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(set-fmt! 'let-values '(_ (0 [e 0 e] ...) tab e tab e* ...))
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(set-fmt! 'cond '(_ tab [0 e ...] ...))
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(set-fmt! 'define '(_ name tab e ...))
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(set-fmt! 'set! '(_ name tab e))
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(set-fmt! 'case-lambda
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'(_ tab [0 e ...] ...))
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(set-fmt! 'struct-case
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@ -18,6 +18,7 @@
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(export pretty-print pretty-width)
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(import
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(rnrs hashtables)
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(only (ikarus writer) traverse traversal-helpers)
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(only (ikarus.pretty-formats) get-fmt)
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(except (ikarus) pretty-print pretty-width))
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(define (map1ltr f ls)
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@ -39,7 +40,7 @@
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(define-struct cbox (length boxes))
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(define-struct pbox (length ls last))
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(define-struct mbox (length str val))
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(define-struct vbox (length ls))
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(define-struct vbox (length prefix ls))
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(define-struct fbox (length box* sep*))
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(define (box-length x)
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(cond
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@ -50,7 +51,8 @@
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[(vbox? x) (vbox-length x)]
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[(fbox? x) (fbox-length x)]
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[else (die 'boxify "invalid box" x)]))
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(define (boxify x)
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(define (boxify x h)
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(define shared-idx 0)
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(define (conc . a*)
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(let ([n
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(let f ([a* a*] [len 0])
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@ -59,11 +61,11 @@
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[else
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(f (cdr a*) (fx+ len (box-length (car a*))))]))])
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(make-cbox n a*)))
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(define (boxify-list ls alt-fmt*)
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(define (boxify-list ls)
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(define (sum-box* ls)
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(cond
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[(null? (cdr ls))
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(fx+ (box-length (car ls)) 2)]
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(box-length (car ls))]
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[else
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(fx+ (box-length (car ls))
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(fxadd1 (sum-box* (cdr ls))))]))
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@ -82,16 +84,16 @@
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(cond
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[(not (pair? fmt)) #t]
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[(eq? (car fmt) 'read-macro)
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(and (list? ls) (fx= (length ls) 2))]
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(and (unshared-list? ls) (fx= (length ls) 2))]
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[else
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(let ([a (car fmt)] [fmt (cdr fmt)])
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(cond
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[(or (eq? a 'tab) (fixnum? a))
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(good-match? fmt ls)]
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[(and (pair? fmt) (eq? (car fmt) '...))
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(and (list? ls)
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(and (unshared-list? ls)
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(andmap (lambda (x) (good-match? a x)) ls))]
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[(pair? ls)
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[(and (pair? ls) (not (graphed? ls)))
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(and (good-match? a (car ls))
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(good-match? fmt (cdr ls)))]
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[else #f]))]))
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@ -110,7 +112,8 @@
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[else alt-fmt*]))
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(define (return sep* box*)
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(let ([n (sum-box* box*)])
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(make-fbox n box* sep*)))
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(conc "(" (make-fbox n box* sep*) ")")))
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(define (boxify-list ls alt-fmt*)
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(let ([a (car ls)])
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(cond
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[(applicable-formats a alt-fmt*) =>
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@ -151,10 +154,9 @@
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(define (skip-fmt x)
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(let-values ([(tab subfmt dots fmt) (parse-fmt x)])
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fmt)))
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;(import M)
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(define (boxify/fmt fmt x)
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(cond
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[(and (pair? fmt) (pair? x) (list? x))
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[(and (pair? fmt) (unshared-list? x))
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(boxify-list x
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(if (eq? (car fmt) 'alt)
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(cdr fmt)
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@ -170,6 +172,7 @@
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(map1ltr (lambda (x) (boxify/fmt (sub-fmt fmt) x))
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ls))]
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[else
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(let ([a (boxify/fmt (sub-fmt fmt) a)])
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(let-values ([(sep* ls)
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(let f ([fmt (skip-fmt fmt)] [ls (cdr ls)])
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(cond
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@ -177,30 +180,35 @@
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(values '() '())]
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[(fmt-dots? fmt)
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(values (fmt-tab fmt)
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(map1ltr (lambda (x)
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(map1ltr
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(lambda (x)
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(boxify/fmt (sub-fmt fmt) x))
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ls))]
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[else
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(let ([a
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(boxify/fmt (sub-fmt fmt)
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(car ls))])
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(let-values ([(f^ l^)
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(f (skip-fmt fmt) (cdr ls))])
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(f (skip-fmt fmt)
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(cdr ls))])
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(values (cons (fmt-tab fmt) f^)
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(cons (boxify/fmt
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(sub-fmt fmt)
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(car ls))
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l^)))]))])
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(return sep* (cons (boxify/fmt (sub-fmt fmt) a) ls)))])))]
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(cons a l^))))]))])
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(return sep* (cons a ls))))])))]
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[else
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(return (gensep*-default ls) (map1ltr boxify ls))])))
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(boxify-list ls '()))
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(define (boxify-pair x)
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(let-values ([(ls last)
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(let f ([x x])
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(define (boxify-cdrs x)
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(cond
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[(pair? x)
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[(and (pair? x) (not (graphed? x)))
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(let ([a (boxify (car x))])
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(let-values ([(ls last) (f (cdr x))])
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(let-values ([(ls last) (boxify-cdrs (cdr x))])
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(values (cons a ls) last)))]
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[else
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(values '() (boxify x))]))])
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(values '() (boxify x))]))
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(let ([a (boxify (car x))])
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(let-values ([(ls last) (boxify-cdrs (cdr x))])
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(let ([ls (cons a ls)])
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(let ([n
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(let f ([ls ls] [n 4])
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(cond
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@ -208,7 +216,7 @@
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[else
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(f (cdr ls)
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(fx+ (fxadd1 n) (box-length (car ls))))]))])
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(make-pbox (fx+ n (box-length last)) ls last))))
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(make-pbox (fx+ n (box-length last)) ls last))))))
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(define (boxify-vector x)
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(let ([ls (map1ltr boxify (vector->list x))])
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(let ([n
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@ -217,19 +225,104 @@
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[(null? ls) n]
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[else
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(f (cdr ls) (fx+ n (box-length (car ls))))]))])
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(make-vbox (fx+ (fx+ n 2) (vector-length x)) ls))))
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(make-vbox (fx+ (fx+ n 2) (vector-length x)) "#" ls))))
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(define (boxify-bytevector x)
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(define prefix "#vu8")
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(let ([ls (map (lambda (x) (number->string x))
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(bytevector->u8-list x))])
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(let ([len (fold-left (lambda (ac s) (+ 1 ac (string-length s)))
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(+ 1 (string-length prefix))
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ls)])
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(make-vbox len prefix ls))))
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(define (graphed? x)
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(import traversal-helpers)
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(let ([b (hashtable-ref h x #f)])
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(let ([b (if (fixnum? b) b (car b))])
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(cond
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[(cyclic-set? b) #t]
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[(shared-set? b) (print-graph)]
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[else #f]))))
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(define (unshared-list? x)
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;;; all cdrs of non-empty list are not-shared?
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(and (pair? x)
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(let f ([x (cdr x)])
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(or (null? x)
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(and (pair? x)
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(not (graphed? x))
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(f (cdr x)))))))
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(define (boxify-struct x)
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(define (boxify-vanilla-struct x)
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(cond
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[(let ([rtd (struct-type-descriptor x)])
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(and (record-type-descriptor? rtd)
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(record-type-opaque? rtd)))
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"#<unknown>"]
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[else
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(let* ([name (boxify (struct-name x))]
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[ls
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(let ([n (struct-length x)])
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(let f ([i 0])
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(cond
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[(fx= i n) '()]
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[else
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(let ([a (boxify (struct-ref x i))])
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(cons a (f (+ i 1))))])))]
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[ls (cons name ls)]
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[len (fold-left (lambda (ac s) (+ 1 ac (box-length s)))
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-1 ls)])
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(conc "#[" (make-fbox len ls #f) "]"))]))
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(define (boxify-custom-struct out)
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(import traversal-helpers)
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(let ([ls
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(let f ([cache (cdr out)])
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(cond
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[(not cache) (list (car out))]
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[else
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(let ([obj (boxify (cache-object cache))])
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(let ([ls (f (cache-next cache))])
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(cons* (cache-string cache) obj ls)))]))])
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(let ([len (fold-left (lambda (ac s) (+ 1 ac (box-length s)))
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-1 ls)])
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(make-fbox len ls #f))))
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(let ([b (hashtable-ref h x #f)])
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(cond
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[(pair? b) (boxify-custom-struct (cdr b))]
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[else (boxify-vanilla-struct x)])))
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(define (boxify-shared x k)
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(import traversal-helpers)
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(let ([b (hashtable-ref h x #f)])
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(let ([b (if (fixnum? b) b (car b))])
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(cond
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[(mark-set? b)
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(string-append "#"
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(number->string (fxsra b mark-shift))
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"#")]
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[(or (cyclic-set? b)
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(and (shared-set? b) (print-graph)))
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(let ([n shared-idx])
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(set! shared-idx (+ shared-idx 1))
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(set-mark! x h n)
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(let ([str (string-append "#" (number->string n) "=")])
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(let ([xbox (k x)])
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(make-cbox (+ (string-length str) (box-length xbox))
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(list str xbox)))))]
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[else (k x)]))))
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(define (boxify x)
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(cond
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[(null? x) "()"]
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[(vector? x) (boxify-vector x)]
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[(list? x) (boxify-list x '())]
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[(pair? x) (boxify-pair x)]
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[(setbox? x)
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(let ([i (format "#~a=" (setbox-idx x))]
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[b (boxify (setbox-data x))])
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(make-cbox (+ (string-length i) (box-length b))
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(list i b)))]
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[(refbox? x) (format "#~a#" (refbox-idx x))]
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[(vector? x) (boxify-shared x boxify-vector)]
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[(unshared-list? x) (boxify-shared x boxify-list)]
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[(pair? x) (boxify-shared x boxify-pair)]
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[(bytevector? x) (boxify-shared x boxify-bytevector)]
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[(struct? x) (boxify-shared x boxify-struct)]
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;[(setbox? x)
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; (let ([i (format "#~a=" (setbox-idx x))]
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; [b (boxify (setbox-data x))])
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; (make-cbox (+ (string-length i) (box-length b))
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; (list i b)))]
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;[(refbox? x) (format "#~a#" (refbox-idx x))]
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[else (format "~s" x)]))
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(boxify x))
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(define string-esc-table
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'((7 . "a")
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(8 . "b")
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@ -317,16 +410,17 @@
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(display (mbox-str x) p)
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(f (mbox-val x) p (fx+ col (string-length (mbox-str x)))))
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(define (output-vbox x p col)
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(let ([ls (vbox-ls x)])
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(display (vbox-prefix x) p)
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(let ([ls (vbox-ls x)] [col (+ col (string-length (vbox-prefix x)))])
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(cond
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[(null? ls)
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(display "#()" p)
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(fx+ col 3)]
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(display "()" p)
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(fx+ col 2)]
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[else
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(display "#(" p)
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(display "(" p)
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(let g ([ls (cdr ls)] [p p]
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[col (f (car ls) p (fx+ col 2))]
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[start (fx+ col 2)])
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[col (f (car ls) p (fx+ col 1))]
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[start (fx+ col 1)])
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(cond
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[(null? ls)
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(display ")" p)
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@ -443,13 +537,9 @@
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[else
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(let ([col (f box p left)])
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(output-rest-multi box* sep* p col left))])))
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(display "(" p)
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(let ([col (fx+ col 1)]
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[box* (fbox-box* x)]
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(let ([box* (fbox-box* x)]
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[sep* (fbox-sep* x)])
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(let ([col (output-box-init (car box*) (cdr box*) sep* p col)])
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(display ")" p)
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(fx+ col 1))))
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(output-box-init (car box*) (cdr box*) sep* p col)))
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(define (f x p col)
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(cond
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[(string? x)
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@ -465,140 +555,10 @@
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(newline p))
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;;;
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(define (hasher x h)
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(define (vec-graph x i j)
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(unless (fx= i j)
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(graph (vector-ref x i))
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(vec-graph x (fxadd1 i) j)))
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(define (vec-dynamic x i j)
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(unless (fx= i j)
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(dynamic (vector-ref x i))
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(vec-dynamic x (fxadd1 i) j)))
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(define rv #f)
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(define (graph x)
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(cond
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[(pair? x)
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(cond
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[(hashtable-ref h x #f) =>
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(lambda (n)
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(set! rv #t)
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(hashtable-set! h x (fxadd1 n)))]
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[else
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(hashtable-set! h x 0)
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(graph (car x))
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(graph (cdr x))])]
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[(vector? x)
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(cond
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[(hashtable-ref h x #f) =>
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(lambda (n)
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(set! rv #t)
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(hashtable-set! h x (fxadd1 n)))]
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[else
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(hashtable-set! h x 0)
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(vec-graph x 0 (vector-length x))])]
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[(gensym? x)
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(cond
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[(hashtable-ref h x #f) =>
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(lambda (n)
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(set! rv #t)
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(hashtable-set! h x (fxadd1 n)))])]))
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(define (dynamic x)
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(cond
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[(pair? x)
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(cond
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[(hashtable-ref h x #f) =>
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(lambda (n)
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(set! rv #t)
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(hashtable-set! h x (fxadd1 n)))]
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[else
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(hashtable-set! h x 0)
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(dynamic (car x))
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(dynamic (cdr x))
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(when (and (hashtable-ref h x #f)
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(fxzero? (hashtable-ref h x #f)))
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(hashtable-set! h x #f))])]
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[(vector? x)
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(cond
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[(hashtable-ref h x #f) =>
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(lambda (n)
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(set! rv #t)
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(hashtable-set! h x (fxadd1 n)))]
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[else
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(hashtable-set! h x 0)
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(vec-dynamic x 0 (vector-length x))
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(when (and (hashtable-ref h x #f)
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(fxzero? (hashtable-ref h x #f)))
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(hashtable-set! h x #f))])]))
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(if (print-graph)
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(graph x)
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(dynamic x))
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rv)
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(define-struct setbox (idx data))
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(define-struct refbox (idx))
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(define (rewrite-shared x h)
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(define counter 0)
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(let f ([x x])
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(cond
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[(pair? x)
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(cond
|
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[(hashtable-ref h x #f) =>
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(lambda (n)
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(cond
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[(setbox? n)
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(make-refbox (setbox-idx n))]
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[(and (fixnum? n) (fx> n 0))
|
||||
(let ([box (make-setbox counter #f)])
|
||||
(set! counter (add1 counter))
|
||||
(hashtable-set! h x box)
|
||||
(let* ([a (f (car x))]
|
||||
[d (f (cdr x))])
|
||||
(set-setbox-data! box (cons a d))
|
||||
box))]
|
||||
[else
|
||||
(let* ([a (f (car x))]
|
||||
[d (f (cdr x))])
|
||||
(if (and (eq? a (car x))
|
||||
(eq? d (cdr x)))
|
||||
x
|
||||
(cons a d)))]))]
|
||||
[else
|
||||
(let* ([a (f (car x))]
|
||||
[d (f (cdr x))])
|
||||
(if (and (eq? a (car x))
|
||||
(eq? d (cdr x)))
|
||||
x
|
||||
(cons a d)))])]
|
||||
[(vector? x)
|
||||
(cond
|
||||
[(hashtable-ref h x #f) =>
|
||||
(lambda (n)
|
||||
(cond
|
||||
[(setbox? n)
|
||||
(make-refbox (setbox-idx n))]
|
||||
[(and (fixnum? n) (fx> n 0))
|
||||
(let ([box (make-setbox counter #f)])
|
||||
(set! counter (add1 counter))
|
||||
(hashtable-set! h x box)
|
||||
(set-setbox-data! box
|
||||
(list->vector
|
||||
(map1ltr f (vector->list x))))
|
||||
box)]
|
||||
[else
|
||||
(list->vector (map1ltr f (vector->list x)))]))]
|
||||
[else
|
||||
(list->vector (map1ltr f (vector->list x)))])]
|
||||
[else x])))
|
||||
|
||||
(define (unshare x)
|
||||
(let ([h (make-eq-hashtable)])
|
||||
(if (hasher x h)
|
||||
(rewrite-shared x h)
|
||||
x)))
|
||||
;;;
|
||||
(define (pretty x p)
|
||||
(output (boxify (unshare x)) p))
|
||||
(let ([h (make-eq-hashtable)])
|
||||
(traverse x h)
|
||||
(output (boxify x h) p)))
|
||||
;;;
|
||||
(define pretty-print
|
||||
(case-lambda
|
||||
|
|
|
@ -17,7 +17,8 @@
|
|||
(library (ikarus writer)
|
||||
|
||||
(export write display format printf fprintf print-error
|
||||
print-unicode print-graph put-datum traverse)
|
||||
print-unicode print-graph put-datum traverse
|
||||
traversal-helpers)
|
||||
|
||||
(import
|
||||
(rnrs hashtables)
|
||||
|
@ -39,6 +40,10 @@
|
|||
(make-parameter #t))
|
||||
|
||||
|
||||
(module traversal-helpers
|
||||
(cyclic-set? shared-set? mark-set? set-mark! set-shared! shared?
|
||||
shared-bit cyclic-bit marked-bit mark-shift
|
||||
make-cache cache-string cache-object cache-next)
|
||||
;;; association list in hash table is one of the following forms:
|
||||
;;;
|
||||
;;; a fixnum:
|
||||
|
@ -66,6 +71,14 @@
|
|||
(set-car! b
|
||||
(fxior (fxsll n mark-shift) marked-bit (car b)))])))
|
||||
|
||||
(define (set-shared! x h)
|
||||
(let ([b (hashtable-ref h x #f)])
|
||||
(cond
|
||||
[(fixnum? b)
|
||||
(hashtable-set! h x (fxior shared-bit b))]
|
||||
[else
|
||||
(set-car! b (fxior shared-bit (car b)))])))
|
||||
|
||||
(define (shared? x h)
|
||||
(cond
|
||||
[(hashtable-ref h x #f) =>
|
||||
|
@ -74,7 +87,10 @@
|
|||
(shared-set? b)
|
||||
(let ([b (car b)])
|
||||
(shared-set? b))))]
|
||||
[else #f]))
|
||||
[else #f])))
|
||||
(import traversal-helpers)
|
||||
|
||||
|
||||
(define (cannot-happen)
|
||||
(error 'ikarus-writer "internal error"))
|
||||
|
||||
|
|
|
@ -1 +1 @@
|
|||
1627
|
||||
1628
|
||||
|
|
Loading…
Reference in New Issue