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Diffstat (limited to 'Build/source/texk/web2c/luatexdir/tex/linebreak.c')
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diff --git a/Build/source/texk/web2c/luatexdir/tex/linebreak.c b/Build/source/texk/web2c/luatexdir/tex/linebreak.c new file mode 100644 index 00000000000..910d26b9f27 --- /dev/null +++ b/Build/source/texk/web2c/luatexdir/tex/linebreak.c @@ -0,0 +1,2095 @@ +/* $Id: linebreak.c 1102 2008-03-11 09:52:54Z taco $ */ + +#include "luatex-api.h" +#include <ptexlib.h> +#include "nodes.h" + +/* Glue nodes in a horizontal list that is being paragraphed are not supposed to + include ``infinite'' shrinkability; that is why the algorithm maintains + four registers for stretching but only one for shrinking. If the user tries to + introduce infinite shrinkability, the shrinkability will be reset to finite + and an error message will be issued. A boolean variable |no_shrink_error_yet| + prevents this error message from appearing more than once per paragraph. +*/ + +#define check_shrinkage(a) \ + if ((shrink_order((a))!=normal)&&(shrink((a))!=0)) \ + a=finite_shrink((a)) + +static boolean no_shrink_error_yet; /*have we complained about infinite shrinkage?*/ + +halfword +finite_shrink(halfword p) { /* recovers from infinite shrinkage */ + halfword q; /*new glue specification*/ + char *hlp[] = { + "The paragraph just ended includes some glue that has", + "infinite shrinkability, e.g., `\\hskip 0pt minus 1fil'.", + "Such glue doesn't belong there---it allows a paragraph", + "of any length to fit on one line. But it's safe to proceed,", + "since the offensive shrinkability has been made finite.", + NULL }; + if (no_shrink_error_yet) { + no_shrink_error_yet=false; + tex_error("Infinite glue shrinkage found in a paragraph",hlp); + } + q=new_spec(p); shrink_order(q)=normal; + delete_glue_ref(p); + return q; +} + +/* A pointer variable |cur_p| runs through the given horizontal list as we look + for breakpoints. This variable is global, since it is used both by |line_break| + and by its subprocedure |try_break|. + + Another global variable called |threshold| is used to determine the feasibility + of individual lines: breakpoints are feasible if there is a way to reach + them without creating lines whose badness exceeds |threshold|. (The + badness is compared to |threshold| before penalties are added, so that + penalty values do not affect the feasibility of breakpoints, except that + no break is allowed when the penalty is 10000 or more.) If |threshold| + is 10000 or more, all legal breaks are considered feasible, since the + |badness| function specified above never returns a value greater than~10000. + + Up to three passes might be made through the paragraph in an attempt to find at + least one set of feasible breakpoints. On the first pass, we have + |threshold=pretolerance| and |second_pass=final_pass=false|. + If this pass fails to find a + feasible solution, |threshold| is set to |tolerance|, |second_pass| is set + |true|, and an attempt is made to hyphenate as many words as possible. + If that fails too, we add |emergency_stretch| to the background + stretchability and set |final_pass=true|. +*/ + +static boolean second_pass; /* is this our second attempt to break this paragraph? */ +static boolean final_pass; /*is this our final attempt to break this paragraph? */ +static integer threshold; /* maximum badness on feasible lines */ + +/* skipable nodes at the margins during character protrusion */ + +#define cp_skipable(a) ((! is_char_node((a))) && \ + ((type((a)) == ins_node) \ + || (type((a)) == mark_node) \ + || (type((a)) == adjust_node) \ + || (type((a)) == penalty_node) \ + || ((type((a)) == whatsit_node) && \ + (subtype((a)) != pdf_refximage_node) && \ + (subtype((a)) != pdf_refxform_node)) \ + /* reference to an image or XObject form */ \ + || ((type((a)) == disc_node) && \ + (vlink_pre_break(a) == null) && \ + (vlink_post_break(a) == null) && \ + (vlink_no_break(a) == null)) \ + /* an empty |disc_node| */ \ + || ((type((a)) == math_node) && \ + (surround((a)) == 0)) \ + || ((type((a)) == kern_node) && \ + ((width((a)) == 0) || \ + (subtype((a)) == normal))) \ + || ((type((a)) == glue_node) && \ + (glue_ptr((a)) == zero_glue)) \ + || ((type((a)) == hlist_node) && \ + (width((a)) == 0) && \ + (height((a)) == 0) && \ + (depth((a)) == 0) && \ + (list_ptr((a)) == null)) \ + )) + +/* maximum fill level for |hlist_stack|*/ +#define max_hlist_stack 512 /* maybe good if larger than |2 * + max_quarterword|, so that box nesting + level would overflow first */ + +/* stack for |find_protchar_left()| and |find_protchar_right()| */ +static halfword hlist_stack[max_hlist_stack]; + +/* fill level for |hlist_stack| */ +static short hlist_stack_level = 0; + +void push_node(halfword p) { + if (hlist_stack_level >= max_hlist_stack) + pdf_error("push_node", "stack overflow"); + hlist_stack[hlist_stack_level++] = p; +} + +halfword pop_node (void) { + if (hlist_stack_level <= 0) /* would point to some bug */ + pdf_error("pop_node", "stack underflow (internal error)"); + return hlist_stack[--hlist_stack_level]; +} + +#define null_font 0 + +static integer max_stretch_ratio=0; /*maximal stretch ratio of expanded fonts*/ +static integer max_shrink_ratio=0; /*maximal shrink ratio of expanded fonts*/ +static integer cur_font_step=0; /*the current step of expanded fonts*/ + + +boolean check_expand_pars(internal_font_number f) { + internal_font_number k; + + if ((pdf_font_step(f) == 0) || ((pdf_font_stretch(f) == null_font) && + (pdf_font_shrink(f) == null_font))) + return false; + if (cur_font_step < 0) + cur_font_step = pdf_font_step(f); + else if (cur_font_step != pdf_font_step(f)) + pdf_error("font expansion", + "using fonts with different step of expansion in one paragraph is not allowed"); + k = pdf_font_stretch(f); + if( k != null_font) { + if (max_stretch_ratio < 0) + max_stretch_ratio = pdf_font_expand_ratio(k); + else if (max_stretch_ratio != pdf_font_expand_ratio(k)) + pdf_error("font expansion", + "using fonts with different limit of expansion in one paragraph is not allowed"); + } + k = pdf_font_shrink(f); + if( k != null_font) { + if (max_shrink_ratio < 0) + max_shrink_ratio = -pdf_font_expand_ratio(k); + else if (max_shrink_ratio != -pdf_font_expand_ratio(k)) + pdf_error("font expansion", + "using fonts with different limit of expansion in one paragraph is not allowed"); + } + return true; +} + +/* searches left to right from list head |l|, returns 1st non-skipable item*/ +/*public*/ halfword find_protchar_left(halfword l, boolean d) { + halfword t; + boolean run; + if ((vlink(l) != null) && (type(l) == hlist_node) && (width(l) == 0) + && (height(l) == 0) && (depth(l) == 0) && (list_ptr(l) == null)) { + l = vlink(l); /*for paragraph start with \.{\\parindent = 0pt*/ + } else if (d) { + while ((vlink(l) != null) && (!(is_char_node(l) || non_discardable(l)))) { + l = vlink(l); /* std.\ discardables at line break, \TeX book, p 95 */ + } + } + hlist_stack_level = 0; + run = true; + do { + t = l; + while (run && (type(l) == hlist_node) && (list_ptr(l) != null)) { + push_node(l); + l = list_ptr(l); + } + while (run && cp_skipable(l)) { + while ((vlink(l) == null) && (hlist_stack_level > 0)) { + l = pop_node(); /* don't visit this node again */ + } + if (vlink(l) != null) + l = vlink(l); + else if (hlist_stack_level == 0) + run = false; + } + } while (t != l); + return l; +} + + +/* searches right to left from list tail |r| to head |l|, returns 1st non-skipable item */ +/*public*/ halfword find_protchar_right(halfword l, halfword r) { + halfword t; + boolean run; + if (r == null) + return null; + hlist_stack_level = 0; + run = true; + do { + t = r; + while (run && (type(r) == hlist_node) && (list_ptr(r) != null)) { + push_node(l); + push_node(r); + l = list_ptr(r); + r = l; + while (vlink(r) != null) { + halfword s = r; + r = vlink(r); + alink(r) = s; + } + } + while (run && cp_skipable(r)) { + while ((r == l) && (hlist_stack_level > 0)) { + r = pop_node(); /* don't visit this node again */ + l = pop_node(); + } + if ((r != l) && (r != null) ) { + assert(vlink(alink(r))==r); + r = alink(r); + } else if ((r == l) && (hlist_stack_level == 0)) + run = false; + } + } while (t != r); + return r; +} + +#define left_pw(a) char_pw((a), left_side) +#define right_pw(a) char_pw((a), right_side) + +#if 0 +/* returns the total width of character protrusion of a line; + |cur_break(break_node(q))| and |p| is the leftmost resp. rightmost + node in the horizontal list representing the actual line */ + +scaled total_pw (halfword first_p, halfword q, halfword p) { + halfword l, r; + l = (break_node(q) == null) ? first_p : cur_break(break_node(q)); + assert(vlink(alink(p))==p); + r = alink(r); + /* let's look at the right margin first */ + if ((p != null) && (type(p) == disc_node) && (vlink(pre_break(p)) != null)) { + /* a |disc_node| with non-empty |pre_break|, protrude the last char of |pre_break| */ + r = vlink(pre_break(p)); + while (vlink(r) != null) + r = vlink(r); + } else { + r = find_protchar_right(l, r); + } + /* now the left margin */ + if ((l != null) && (type(l) == disc_node)) { + if (vlink(post_break(l)) != null) { + l = vlink(post_break(l)); /* protrude the first char */ + goto DONE; + } + } + l = find_protchar_left(l, true); +DONE: + return (left_pw(l) + right_pw(r)); +} +#endif + + +/* When looking for optimal line breaks, \TeX\ creates a ``break node'' for + each break that is {\sl feasible}, in the sense that there is a way to end + a line at the given place without requiring any line to stretch more than + a given tolerance. A break node is characterized by three things: the position + of the break (which is a pointer to a |glue_node|, |math_node|, |penalty_node|, + or |disc_node|); the ordinal number of the line that will follow this + breakpoint; and the fitness classification of the line that has just + ended, i.e., |tight_fit|, |decent_fit|, |loose_fit|, or |very_loose_fit|. +*/ + +typedef enum { + very_loose_fit = 0, /* fitness classification for lines stretching more than + their stretchability */ + loose_fit, /* fitness classification for lines stretching 0.5 to 1.0 of their + stretchability */ + decent_fit, /* fitness classification for all other lines*/ + tight_fit /* fitness classification for lines shrinking 0.5 to 1.0 of their + shrinkability */ +} fitness_value ; + + +/* The algorithm essentially determines the best possible way to achieve + each feasible combination of position, line, and fitness. Thus, it answers + questions like, ``What is the best way to break the opening part of the + paragraph so that the fourth line is a tight line ending at such-and-such + a place?'' However, the fact that all lines are to be the same length + after a certain point makes it possible to regard all sufficiently large + line numbers as equivalent, when the looseness parameter is zero, and this + makes it possible for the algorithm to save space and time. + + An ``active node'' and a ``passive node'' are created in |mem| for each + feasible breakpoint that needs to be considered. Active nodes are three + words long and passive nodes are two words long. We need active nodes only + for breakpoints near the place in the paragraph that is currently being + examined, so they are recycled within a comparatively short time after + they are created. +*/ + +/* An active node for a given breakpoint contains six fields: + +|vlink| points to the next node in the list of active nodes; the +last active node has |vlink=active|. + +|break_node| points to the passive node associated with this +breakpoint. + +|line_number| is the number of the line that follows this +breakpoint. + +|fitness| is the fitness classification of the line ending at this +breakpoint. + +|type| is either |hyphenated_node| or |unhyphenated_node|, depending on +whether this breakpoint is a |disc_node|. + +|total_demerits| is the minimum possible sum of demerits over all +lines leading from the beginning of the paragraph to this breakpoint. + +The value of |vlink(active)| points to the first active node on a vlinked list +of all currently active nodes. This list is in order by |line_number|, +except that nodes with |line_number>easy_line| may be in any order relative +to each other. +*/ + +void +initialize_active (void) { + type(active)=hyphenated_node; + line_number(active)=max_halfword; + subtype(active)=0; /* the |subtype| is never examined */ +} + +/* The passive node for a given breakpoint contains EIGHT fields: + +|vlink| points to the passive node created just before this one, +if any, otherwise it is |null|. + +|cur_break| points to the position of this breakpoint in the +horizontal list for the paragraph being broken. + +|prev_break| points to the passive node that should precede this +one in an optimal path to this breakpoint. + +|serial| is equal to |n| if this passive node is the |n|th +one created during the current pass. (This field is used only when +printing out detailed statistics about the line-breaking calculations.) + +|passive_pen_inter| holds the current \.{\\localinterlinepenalty} + +|passive_pen_broken| holds the current \.{\\localbrokenpenalty} + +There is a global variable called |passive| that points to the most +recently created passive node. Another global variable, |printed_node|, +is used to help print out the paragraph when detailed information about +the line-breaking computation is being displayed. +*/ + +static halfword passive; /* most recent node on passive list */ +static halfword printed_node; /*most recent node that has been printed*/ +static halfword pass_number; /*the number of passive nodes allocated on this pass*/ + +/* +@ The active list also contains ``delta'' nodes that help the algorithm +compute the badness of individual lines. Such nodes appear only between two +active nodes, and they have |type=delta_node|. If |p| and |r| are active nodes +and if |q| is a delta node between them, so that |vlink(p)=q| and |vlink(q)=r|, +then |q| tells the space difference between lines in the horizontal list that +start after breakpoint |p| and lines that start after breakpoint |r|. In +other words, if we know the length of the line that starts after |p| and +ends at our current position, then the corresponding length of the line that +starts after |r| is obtained by adding the amounts in node~|q|. A delta node +contains seven scaled numbers, since it must record the net change in glue +stretchability with respect to all orders of infinity. The natural width +difference appears in |mem[q+1].sc|; the stretch differences in units of +pt, sfi, fil, fill, and filll appear in |mem[q+2..q+6].sc|; and the shrink +difference appears in |mem[q+7].sc|. The |subtype| field of a delta node +is not used. + +Actually, we have two more fields that are used by |pdftex|. +*/ + +/* As the algorithm runs, it maintains a set of seven delta-like registers +for the length of the line following the first active breakpoint to the +current position in the given hlist. When it makes a pass through the +active list, it also maintains a similar set of seven registers for the +length following the active breakpoint of current interest. A third set +holds the length of an empty line (namely, the sum of \.{\\leftskip} and +\.{\\rightskip}); and a fourth set is used to create new delta nodes. + +When we pass a delta node we want to do operations like +$$\hbox{\ignorespaces|for +k:=1 to 7 do cur_active_width[k]:=cur_active_width[k]+mem[q+k].sc|};$$ and we +want to do this without the overhead of |for| loops. The |do_all_six| +macro makes such six-tuples convenient. +*/ + +#define save_active_width(a) prev_active_width[(a)] = active_width[(a)] +#define restore_active_width(a) active_width[(a)] = prev_active_width[(a)] + +static scaled active_width[10] = {0}; /*distance from first active node to~|cur_p|*/ +static scaled background[10] = {0}; /*length of an ``empty'' line*/ +static scaled break_width[10] = {0}; /*length being computed after current break*/ + +static boolean auto_breaking; /*make |auto_breaking| accessible out of |line_break|*/ +static boolean try_prev_break; /*force break at the previous legal breakpoint?*/ +static halfword prev_legal; /*the previous legal breakpoint*/ +static halfword rejected_cur_p; /*the last |cur_p| that has been rejected*/ +static boolean before_rejected_cur_p; /*|cur_p| is still before |rejected_cur_p|?*/ + +/* Let's state the principles of the delta nodes more precisely and concisely, + so that the following programs will be less obscure. For each legal + breakpoint~|p| in the paragraph, we define two quantities $\alpha(p)$ and + $\beta(p)$ such that the length of material in a line from breakpoint~|p| + to breakpoint~|q| is $\gamma+\beta(q)-\alpha(p)$, for some fixed $\gamma$. + Intuitively, $\alpha(p)$ and $\beta(q)$ are the total length of material from + the beginning of the paragraph to a point ``after'' a break at |p| and to a + point ``before'' a break at |q|; and $\gamma$ is the width of an empty line, + namely the length contributed by \.{\\leftskip} and \.{\\rightskip}. + + Suppose, for example, that the paragraph consists entirely of alternating + boxes and glue skips; let the boxes have widths $x_1\ldots x_n$ and + let the skips have widths $y_1\ldots y_n$, so that the paragraph can be + represented by $x_1y_1\ldots x_ny_n$. Let $p_i$ be the legal breakpoint + at $y_i$; then $\alpha(p_i)=x_1+y_1+\cdots+x_i+y_i$, and $\beta(p_i)= + x_1+y_1+\cdots+x_i$. To check this, note that the length of material from + $p_2$ to $p_5$, say, is $\gamma+x_3+y_3+x_4+y_4+x_5=\gamma+\beta(p_5) + -\alpha(p_2)$. + + The quantities $\alpha$, $\beta$, $\gamma$ involve glue stretchability and + shrinkability as well as a natural width. If we were to compute $\alpha(p)$ + and $\beta(p)$ for each |p|, we would need multiple precision arithmetic, and + the multiprecise numbers would have to be kept in the active nodes. + \TeX\ avoids this problem by working entirely with relative differences + or ``deltas.'' Suppose, for example, that the active list contains + $a_1\,\delta_1\,a_2\,\delta_2\,a_3$, where the |a|'s are active breakpoints + and the $\delta$'s are delta nodes. Then $\delta_1=\alpha(a_1)-\alpha(a_2)$ + and $\delta_2=\alpha(a_2)-\alpha(a_3)$. If the line breaking algorithm is + currently positioned at some other breakpoint |p|, the |active_width| array + contains the value $\gamma+\beta(p)-\alpha(a_1)$. If we are scanning through + the list of active nodes and considering a tentative line that runs from + $a_2$ to~|p|, say, the |cur_active_width| array will contain the value + $\gamma+\beta(p)-\alpha(a_2)$. Thus, when we move from $a_2$ to $a_3$, + we want to add $\alpha(a_2)-\alpha(a_3)$ to |cur_active_width|; and this + is just $\delta_2$, which appears in the active list between $a_2$ and + $a_3$. The |background| array contains $\gamma$. The |break_width| array + will be used to calculate values of new delta nodes when the active + list is being updated. +*/ + +/* The heart of the line-breaking procedure is `|try_break|', a subroutine + that tests if the current breakpoint |cur_p| is feasible, by running + through the active list to see what lines of text can be made from active + nodes to~|cur_p|. If feasible breaks are possible, new break nodes are + created. If |cur_p| is too far from an active node, that node is + deactivated. + + The parameter |pi| to |try_break| is the penalty associated + with a break at |cur_p|; we have |pi=eject_penalty| if the break is forced, + and |pi=inf_penalty| if the break is illegal. + + The other parameter, |break_type|, is set to |hyphenated_node| or |unhyphenated_node|, + depending on whether or not the current break is at a |disc_node|. The + end of a paragraph is also regarded as `|hyphenated_node|'; this case is + distinguishable by the condition |cur_p=null|. +*/ + + + +static integer internal_pen_inter; /* running \.{\\localinterlinepenalty} */ +static integer internal_pen_broken; /* running \.{\\localbrokenpenalty} */ +static halfword internal_left_box; /* running \.{\\localleftbox} */ +static integer internal_left_box_width; /* running \.{\\localleftbox} width */ +static halfword init_internal_left_box; /* running \.{\\localleftbox} */ +static integer init_internal_left_box_width; /* running \.{\\localleftbox} width */ +static halfword internal_right_box; /* running \.{\\localrightbox} */ +static integer internal_right_box_width; /* running \.{\\localrightbox} width */ + +static scaled disc_width [10] = {0}; /* the length of discretionary material preceding a break*/ + +/* As we consider various ways to end a line at |cur_p|, in a given line number + class, we keep track of the best total demerits known, in an array with + one entry for each of the fitness classifications. For example, + |minimal_demerits[tight_fit]| contains the fewest total demerits of feasible + line breaks ending at |cur_p| with a |tight_fit| line; |best_place[tight_fit]| + points to the passive node for the break before~|cur_p| that achieves such + an optimum; and |best_pl_line[tight_fit]| is the |line_number| field in the + active node corresponding to |best_place[tight_fit]|. When no feasible break + sequence is known, the |minimal_demerits| entries will be equal to + |awful_bad|, which is $2^{30}-1$. Another variable, |minimum_demerits|, + keeps track of the smallest value in the |minimal_demerits| array. +*/ + + +static integer minimal_demerits[4]; /* best total demerits known for current + line class and position, given the fitness */ +static integer minimum_demerits; /* best total demerits known for current line class + and position */ +static halfword best_place[4]; /* how to achieve |minimal_demerits| */ +static halfword best_pl_line[4]; /*corresponding line number*/ + + +/* + The length of lines depends on whether the user has specified +\.{\\parshape} or \.{\\hangindent}. If |par_shape_ptr| is not null, it +points to a $(2n+1)$-word record in |mem|, where the |vinfo| in the first +word contains the value of |n|, and the other $2n$ words contain the left +margins and line lengths for the first |n| lines of the paragraph; the +specifications for line |n| apply to all subsequent lines. If +|par_shape_ptr=null|, the shape of the paragraph depends on the value of +|n=hang_after|; if |n>=0|, hanging indentation takes place on lines |n+1|, +|n+2|, \dots, otherwise it takes place on lines 1, \dots, $\vert +n\vert$. When hanging indentation is active, the left margin is +|hang_indent|, if |hang_indent>=0|, else it is 0; the line length is +$|hsize|-\vert|hang_indent|\vert$. The normal setting is +|par_shape_ptr=null|, |hang_after=1|, and |hang_indent=0|. +Note that if |hang_indent=0|, the value of |hang_after| is irrelevant. +@^length of lines@> @^hanging indentation@> +*/ + +static halfword easy_line; /*line numbers |>easy_line| are equivalent in break nodes*/ +static halfword last_special_line; /*line numbers |>last_special_line| all have the same width */ +static scaled first_width; /*the width of all lines |<=last_special_line|, if + no \.{\\parshape} has been specified*/ +static scaled second_width; /*the width of all lines |>last_special_line|*/ +static scaled first_indent; /*left margin to go with |first_width|*/ +static scaled second_indent; /*left margin to go with |second_width|*/ + +static halfword best_bet; /*use this passive node and its predecessors */ +static integer fewest_demerits; /*the demerits associated with |best_bet|*/ +static halfword best_line; /*line number following the last line of the new paragraph*/ +static integer actual_looseness; /*the difference between |line_number(best_bet)| + and the optimum |best_line|*/ +static integer line_diff; /*the difference between the current line number and + the optimum |best_line|*/ + + + +/* \TeX\ makes use of the fact that |hlist_node|, |vlist_node|, + |rule_node|, |ins_node|, |mark_node|, |adjust_node|, + |disc_node|, |whatsit_node|, and |math_node| are at the low end of the + type codes, by permitting a break at glue in a list if and only if the + |type| of the previous node is less than |math_node|. Furthermore, a + node is discarded after a break if its type is |math_node| or~more. +*/ + +#define do_all_six(a) a(1);a(2);a(3);a(4);a(5);a(6);a(7) +#define do_seven_eight(a) if (pdf_adjust_spacing > 1) { a(8);a(9); } +#define do_all_eight(a) do_all_six(a); do_seven_eight(a) +#define do_one_seven_eight(a) a(1); do_seven_eight(a) + +#define store_background(a) {active_width[a]=background[a];} + +#define act_width active_width[1] /*length from first active node to current node*/ + +#define kern_break() { \ + if ((!is_char_node(vlink(cur_p))) && auto_breaking) \ + if (type(vlink(cur_p))==glue_node) \ + ext_try_break(0,unhyphenated_node, pdf_adjust_spacing, \ + par_shape_ptr, adj_demerits, \ + tracing_paragraphs, pdf_protrude_chars, \ + line_penalty, last_line_fit, \ + double_hyphen_demerits, final_hyphen_demerits,first_p,cur_p); \ + if (type(cur_p)!=math_node) act_width+=width(cur_p); \ + else act_width+=surround(cur_p); \ + } + +#define clean_up_the_memory() { \ + q=vlink(active); \ + while (q!=active) { \ + cur_p=vlink(q); \ + if (type(q)==delta_node) flush_node(q); \ + else flush_node(q); \ + q=cur_p; \ + } \ + q=passive; \ + while (q!=null) { \ + cur_p=vlink(q); \ + flush_node(q); \ + q=cur_p; \ + } \ + } + +#define inf_bad 10000 /* infinitely bad value */ + +static boolean do_last_line_fit; /* special algorithm for last line of paragraph? */ +static scaled fill_width[4]; /* infinite stretch components of |par_fill_skip| */ +static scaled best_pl_short[4]; /* |shortfall| corresponding to |minimal_demerits| */ +static scaled best_pl_glue[4]; /*corresponding glue stretch or shrink */ + +#define awful_bad 07777777777 /* more than a billion demerits */ + +#define before 0 /* |subtype| for math node that introduces a formula */ +#define after 1 /* |subtype| for math node that winds up a formula */ + +#define reset_disc_width(a) disc_width[(a)] = 0 + +#define add_disc_width_to_break_width(a) break_width[(a)] += disc_width[(a)] +#define sub_disc_width_from_active_width(a) active_width[(a)] -= disc_width[(a)] + +#define add_char_shrink(a,b) a += char_shrink((b)) +#define add_char_stretch(a,b) a += char_stretch((b)) +#define sub_char_shrink(a,b) a -= char_shrink((b)) +#define sub_char_stretch(a,b) a -= char_stretch((b)) + +#define add_kern_shrink(a,b) a += kern_shrink((b)) +#define add_kern_stretch(a,b) a += kern_stretch((b)) +#define sub_kern_shrink(a,b) a -= kern_shrink((b)) +#define sub_kern_stretch(a,b) a -= kern_stretch((b)) + + +/* When we insert a new active node for a break at |cur_p|, suppose this + new node is to be placed just before active node |a|; then we essentially + want to insert `$\delta\,|cur_p|\,\delta^\prime$' before |a|, where + $\delta=\alpha(a)-\alpha(|cur_p|)$ and $\delta^\prime=\alpha(|cur_p|)-\alpha(a)$ + in the notation explained above. The |cur_active_width| array now holds + $\gamma+\beta(|cur_p|)-\alpha(a)$; so $\delta$ can be obtained by + subtracting |cur_active_width| from the quantity $\gamma+\beta(|cur_p|)- + \alpha(|cur_p|)$. The latter quantity can be regarded as the length of a + line ``from |cur_p| to |cur_p|''; we call it the |break_width| at |cur_p|. + + The |break_width| is usually negative, since it consists of the background + (which is normally zero) minus the width of nodes following~|cur_p| that are + eliminated after a break. If, for example, node |cur_p| is a glue node, the + width of this glue is subtracted from the background; and we also look + ahead to eliminate all subsequent glue and penalty and kern and math + nodes, subtracting their widths as well. + + Kern nodes do not disappear at a line break unless they are |explicit|. +*/ + +/* assigned-to globals: + break_width[] +*/ +/* used globals: + disc_width[] + line_break_dir +*/ +static void +compute_break_width (int break_type, int pdf_adjust_spacing, halfword p + /*, halfword s*/) { + halfword s; /* glue and other 'whitespace' to be skipped after a break + * used if unhyphenated, or post_break==empty */ + s=p; + if (break_type>unhyphenated_node && p!=null) { + /*@<Compute the discretionary |break_width| values@>;*/ + /* When |p| is a discretionary break, the length of a line + ``from |p| to |p|'' has to be defined properly so + that the other calculations work out. Suppose that the + pre-break text at |p| has length $l_0$, the post-break + text has length $l_1$, and the replacement text has length + |l|. Suppose also that |q| is the node following the + replacement text. Then length of a line from |p| to |q| + will be computed as $\gamma+\beta(q)-\alpha(|p|)$, where + $\beta(q)=\beta(|p|)-l_0+l$. The actual length will be + the background plus $l_1$, so the length from |p| to + |p| should be $\gamma+l_0+l_1-l$. If the post-break text + of the discretionary is empty, a break may also discard~|q|; + in that unusual case we subtract the length of~|q| and any + other nodes that will be discarded after the discretionary + break. + + TH: I don't quite understand the above remarks. + + The value of $l_0$ need not be computed, since |line_break| + will put it into the global variable |disc_width| before + calling |try_break|. + */ + /* In case of nested discretionaries, we always follow the no_break + path, as we are talking about the breaking on _this_ position. + */ + + halfword v; + for (v=vlink_no_break(p); v!=null; v=vlink(v)) { + /* @<Subtract the width of node |v| from |break_width|@>; */ + /* Replacement texts and discretionary texts are supposed to contain + only character nodes, kern nodes, and box or rule nodes.*/ + if (is_char_node(v)) { + if (is_rotated(line_break_dir)) { + break_width[1] -= (glyph_height(v)+glyph_depth(v)); + } else { + break_width[1] -= glyph_width(v); + } + if ((pdf_adjust_spacing > 1) && check_expand_pars(font(v))) { + set_prev_char_p(v); + sub_char_stretch(break_width[8],v); + sub_char_shrink(break_width[9],v); + } + } else { + switch (type(v)) { + case hlist_node: + case vlist_node: + if (!(dir_orthogonal(dir_primary[box_dir(v)], + dir_primary[line_break_dir]))) + break_width[1] -= width(v); + else + break_width[1] -= (depth(v)+height(v)); + break; + case kern_node: + if ((pdf_adjust_spacing > 1) && (subtype(v) == normal)) { + sub_kern_stretch(break_width[8],v); + sub_kern_shrink(break_width[9],v); + } + /* fall through */ + case rule_node: + break_width[1] -= width(v); + break; + case disc_node: + assert(vlink(v)==null); /* discs are _always_ last */ + v = no_break(v); + break; + default: + tconfusion("disc1"); + break; + } + } + } + + for (v=vlink_post_break(p); v!=null; v=vlink(v)) { + /* @<Add the width of node |v| to |break_width|@>; */ + if (is_char_node(v)) { + if (is_rotated(line_break_dir)) + break_width[1] += (glyph_height(v)+glyph_depth(v)); + else + break_width[1] += glyph_width(v); + if ((pdf_adjust_spacing > 1) && check_expand_pars(font(v))) { + set_prev_char_p(v); + add_char_stretch(break_width[8],v); + add_char_shrink(break_width[9],v); + } + } else { + switch (type(v)) { + case hlist_node: + case vlist_node: + if (!(dir_orthogonal(dir_primary[box_dir(v)], + dir_primary[line_break_dir]))) + break_width[1] += width(v); + else + break_width[1] += (depth(v)+height(v)); + break; + case kern_node: + if ((pdf_adjust_spacing > 1) && (subtype(v) == normal)) { + add_kern_stretch(break_width[8],v); + add_kern_shrink(break_width[9],v); + } + /* fall through */ + case rule_node: + break_width[1] += width(v); + break; + case disc_node: + assert(vlink(v)==null); + v = no_break(v); + break; + default: + tconfusion("disc2"); + } + } + } + + do_one_seven_eight(add_disc_width_to_break_width); + if (vlink_post_break(p)==null) { + s=vlink(p); /* no post_break: 'skip' any 'whitespace' following */ + } else { + s=null; + } + } else { + s = p; /* unhyphenated: we need to 'skip' any 'whitespace' following */ + } + while (s!=null) { + switch (type(s)) { + case glue_node: + /*@<Subtract glue from |break_width|@>;*/ + {halfword v=glue_ptr(s); + break_width[1] -= width(v); + break_width[2+stretch_order(v)] -= stretch(v); + break_width[7] -= shrink(v); + }break; + case penalty_node: + break; + case math_node: + break_width[1] -= surround(s); + break; + case kern_node: + if (subtype(s)!=explicit) + return; + else + break_width[1] -= width(s); + break; + default: + return; + }; + s=vlink(s); + } +} + + +static void +print_break_node(halfword q, fitness_value fit_class, + quarterword break_type, halfword cur_p) { + /* @<Print a symbolic description of the new break node@> */ + tprint_nl("@@"); + print_int(serial(passive)); + tprint(": line "); + print_int(line_number(q)-1); + print_char('.'); + print_int(fit_class); + if (break_type==hyphenated_node) + print_char('-'); + tprint(" t="); + print_int(total_demerits(q)); + if (do_last_line_fit) { + /*@<Print additional data in the new active node@>; */ + tprint(" s="); + print_scaled(active_short(q)); + if (cur_p==null) + tprint(" a="); + else + tprint(" g="); + print_scaled(active_glue(q)); + } + tprint(" -> @@"); + if (prev_break(passive)==null) + print_char('0'); + else + print_int(serial(prev_break(passive))); +} + + +static void +print_feasible_break(halfword cur_p, pointer r, halfword b, integer pi, + integer d, boolean artificial_demerits) { + /* @<Print a symbolic description of this feasible break@>;*/ + if (printed_node!=cur_p) { + /* @<Print the list between |printed_node| and |cur_p|, then + set |printed_node:=cur_p|@>;*/ + tprint_nl(""); + if (cur_p==null) { + short_display(vlink(printed_node)); + } else { + halfword save_link=vlink(cur_p); + vlink(cur_p)=null; + tprint_nl(""); + short_display(vlink(printed_node)); + vlink(cur_p)=save_link; + } + printed_node=cur_p; + } + tprint_nl("@"); + if (cur_p==null) { + tprint_esc("par"); + } else if (type(cur_p)!=glue_node) { + if (type(cur_p)==penalty_node) tprint_esc("penalty"); + else if (type(cur_p)==disc_node) tprint_esc("discretionary"); + else if (type(cur_p)==kern_node) tprint_esc("kern"); + else tprint_esc("math"); + } + tprint(" via @@"); + if (break_node(r)==null) + print_char('0'); + else + print_int(serial(break_node(r))); + tprint(" b="); + if (b>inf_bad) + print_char('*'); + else + print_int(b); + tprint(" p="); + print_int(pi); + tprint(" d="); + if (artificial_demerits) + print_char('*'); + else + print_int(d); +} + +#define add_disc_width_to_active_width(a) active_width[a] += disc_width[a] +#define update_width(a) cur_active_width[a] += varmem[(r+(a))].cint + +#define set_break_width_to_background(a) break_width[a]=background[(a)] + +#define convert_to_break_width(a) \ + varmem[(prev_r+(a))].cint -= (cur_active_width[(a)]+break_width[(a)]) + +#define store_break_width(a) active_width[(a)]=break_width[(a)] + +#define new_delta_to_break_width(a) \ + varmem[(q+(a))].cint=break_width[(a)]-cur_active_width[(a)] + +#define new_delta_from_break_width(a) \ + varmem[(q+(a))].cint=cur_active_width[(a)]-break_width[(a)] + +#define copy_to_cur_active(a) cur_active_width[(a)]=active_width[(a)] + +#define combine_two_deltas(a) varmem[(prev_r+(a))].cint += varmem[(r+(a))].cint +#define downdate_width(a) cur_active_width[(a)] -= varmem[(prev_r+(a))].cint +#define update_active(a) active_width[(a)]+=varmem[(r+(a))].cint + +#define total_font_stretch cur_active_width[8] +#define total_font_shrink cur_active_width[9] + +#define max_dimen 07777777777 /* $2^{30}-1$ */ + +#define left_side 0 +#define right_side 1 + + +#define cal_margin_kern_var(a) { \ + character(cp) = character((a)); \ + font(cp) = font((a)); \ + do_subst_font(cp, 1000); \ + if (font(cp) != font((a))) \ + margin_kern_stretch += (left_pw((a)) - left_pw(cp)); \ + font(cp) = font((a)); \ + do_subst_font(cp, -1000); \ + if (font(cp) != font((a))) \ + margin_kern_shrink += (left_pw(cp) - left_pw((a))); \ + } + +static void +ext_try_break(integer pi, + quarterword break_type, + int pdf_adjust_spacing, + int par_shape_ptr, + int adj_demerits, + int tracing_paragraphs, + int pdf_protrude_chars, + int line_penalty, + int last_line_fit, + int double_hyphen_demerits, + int final_hyphen_demerits, + halfword first_p, + halfword cur_p) { + /* CONTINUE,DEACTIVATE,FOUND,NOT_FOUND; */ + pointer r; /* runs through the active list */ + scaled margin_kern_stretch; + scaled margin_kern_shrink; + halfword lp, rp, cp; + halfword prev_r; /* stays a step behind |r| */ + halfword prev_prev_r; /*a step behind |prev_r|, if |type(prev_r)=delta_node|*/ + halfword old_l; /* maximum line number in current equivalence class of lines */ + boolean no_break_yet; /* have we found a feasible break at |cur_p|? */ + halfword q; /*points to a new node being created*/ + halfword l; /*line number of current active node*/ + boolean node_r_stays_active; /*should node |r| remain in the active list?*/ + scaled line_width; /*the current line will be justified to this width*/ + fitness_value fit_class; /*possible fitness class of test line*/ + halfword b; /*badness of test line*/ + integer d; /*demerits of test line*/ + boolean artificial_demerits; /*has |d| been forced to zero?*/ + + scaled shortfall; /*used in badness calculations*/ + scaled g; /*glue stretch or shrink of test line, adjustment for last line*/ + scaled cur_active_width[10] = {0}; /*distance from current active node*/ + + line_width=0; g=0; prev_prev_r=null; + /*@<Make sure that |pi| is in the proper range@>;*/ + if (pi>=inf_penalty) { + return; /* this breakpoint is inhibited by infinite penalty */ + } else if (pi<=-inf_penalty) { + pi=eject_penalty; /*this breakpoint will be forced*/ + } + + no_break_yet=true; + prev_r=active; + old_l=0; + do_all_eight(copy_to_cur_active); + + while (1) { + r=vlink(prev_r); + /* @<If node |r| is of type |delta_node|, update |cur_active_width|, + set |prev_r| and |prev_prev_r|, then |goto continue|@>; */ + /* The following code uses the fact that |type(active)<>delta_node| */ + if (type(r)==delta_node) { + do_all_eight(update_width); /* IMPLICIT ,r */ + prev_prev_r=prev_r; + prev_r=r; + continue; + } + /* @<If a line number class has ended, create new active nodes for + the best feasible breaks in that class; then |return| + if |r=active|, otherwise compute the new |line_width|@>; */ + /* The first part of the following code is part of \TeX's inner loop, so + we don't want to waste any time. The current active node, namely node |r|, + contains the line number that will be considered next. At the end of the + list we have arranged the data structure so that |r=active| and + |line_number(active)>old_l|. + */ + l=line_number(r); + if (l>old_l) { /* now we are no longer in the inner loop */ + if ((minimum_demerits<awful_bad)&&((old_l!=easy_line)||(r==active))) { + /*@<Create new active nodes for the best feasible breaks just found@>*/ + /* It is not necessary to create new active nodes having |minimal_demerits| + greater than + |minimum_demerits+abs(adj_demerits)|, since such active nodes will never + be chosen in the final paragraph breaks. This observation allows us to + omit a substantial number of feasible breakpoints from further consideration. + */ + if (no_break_yet) { + no_break_yet=false; + do_all_eight(set_break_width_to_background); + compute_break_width(break_type, pdf_adjust_spacing, cur_p); + } + /* @<Insert a delta node to prepare for breaks at |cur_p|@>;*/ + /* We use the fact that |type(active)<>delta_node|.*/ + if (type(prev_r)==delta_node) {/* modify an existing delta node */ + do_all_eight(convert_to_break_width); /* IMPLICIT prev_r */ + } else if (prev_r==active) { /* no delta node needed at the beginning */ + do_all_eight(store_break_width); + } else { + q=new_node(delta_node,0); + vlink(q)=r; + do_all_eight(new_delta_to_break_width); /* IMPLICIT q */ + vlink(prev_r)=q; + prev_prev_r=prev_r; + prev_r=q; + } + + if (abs(adj_demerits)>=awful_bad-minimum_demerits) + minimum_demerits=awful_bad-1; + else + minimum_demerits += abs(adj_demerits); + for (fit_class=very_loose_fit;fit_class<=tight_fit;fit_class++) { + if (minimal_demerits[fit_class]<=minimum_demerits) { + /* @<Insert a new active node from |best_place[fit_class]| + to |cur_p|@>; */ + /* When we create an active node, we also create the corresponding + passive node. + */ + q=new_node(passive_node,0); + vlink(q)=passive; + passive=q; + cur_break(q)=cur_p; + incr(pass_number); + serial(q)=pass_number; + prev_break(q)=best_place[fit_class]; + /*Here we keep track of the subparagraph penalties in the break nodes*/ + passive_pen_inter(q)=internal_pen_inter; + passive_pen_broken(q)=internal_pen_broken; + passive_last_left_box(q)=internal_left_box; + passive_last_left_box_width(q)=internal_left_box_width; + if (prev_break(q)!=null) { + passive_left_box(q)=passive_last_left_box(prev_break(q)); + passive_left_box_width(q)=passive_last_left_box_width(prev_break(q)); + } else { + passive_left_box(q)=init_internal_left_box; + passive_left_box_width(q)=init_internal_left_box_width; + } + passive_right_box(q)=internal_right_box; + passive_right_box_width(q)=internal_right_box_width; + q=new_node(break_type,fit_class); + break_node(q)=passive; + line_number(q)=best_pl_line[fit_class]+1; + total_demerits(q)=minimal_demerits[fit_class]; + if (do_last_line_fit) { + /*@<Store \(a)additional data in the new active node@>*/ + /* Here we save these data in the active node + representing a potential line break.*/ + active_short(q)=best_pl_short[fit_class]; + active_glue(q)=best_pl_glue[fit_class]; + } + vlink(q)=r; + vlink(prev_r)=q; + prev_r=q; + if (tracing_paragraphs>0) + print_break_node(q,fit_class,break_type,cur_p); + } + minimal_demerits[fit_class]=awful_bad; + } + minimum_demerits=awful_bad; + /* @<Insert a delta node to prepare for the next active node@>;*/ + /* When the following code is performed, we will have just inserted at + least one active node before |r|, so |type(prev_r)<>delta_node|. + */ + if (r!=active) { + q=new_node(delta_node,0); + vlink(q)=r; + do_all_eight(new_delta_from_break_width); /* IMPLICIT q */ + vlink(prev_r)=q; + prev_prev_r=prev_r; + prev_r=q; + } + } + if (r==active) + return; + /*@<Compute the new line width@>;*/ + /* When we come to the following code, we have just encountered + the first active node~|r| whose |line_number| field contains + |l|. Thus we want to compute the length of the $l\mskip1mu$th + line of the current paragraph. Furthermore, we want to set + |old_l| to the last number in the class of line numbers + equivalent to~|l|. + */ + if (l>easy_line) { + old_l=max_halfword-1; + line_width=second_width; + } else { + old_l=l; + if (l>last_special_line) { + line_width=second_width; + } else if (par_shape_ptr==null) { + line_width=first_width; + } else { + line_width=varmem[(par_shape_ptr+2*l+1)].cint; + } + } + } + /* /If a line number class has ended, create new active nodes for + the best feasible breaks in that class; then |return| + if |r=active|, otherwise compute the new |line_width|@>; */ + + /* @<Consider the demerits for a line from |r| to |cur_p|; + deactivate node |r| if it should no longer be active; + then |goto continue| if a line from |r| to |cur_p| is infeasible, + otherwise record a new feasible break@>; */ + artificial_demerits=false; + shortfall = line_width + - cur_active_width[1] + -(( break_node(r)==null) + ? init_internal_left_box_width + : passive_last_left_box_width(break_node(r))) + - internal_right_box_width; + if (pdf_protrude_chars > 1) { + halfword l, o; + l = (break_node(r) == null) ? first_p : cur_break(break_node(r)); + if (cur_p==null) { + o = null; + } else { /* TODO if (is_character_node(alink(cur_p))) */ + o = alink(cur_p); + assert(vlink(o)==cur_p); + } + /* let's look at the right margin first */ + if ((cur_p != null) && (type(cur_p) == disc_node) && (vlink_pre_break(cur_p) != null)) { + /* a |disc_node| with non-empty |pre_break|, protrude the last char of |pre_break| */ + o = tlink_pre_break(cur_p); + } else { + o = find_protchar_right(l, o); + } + /* now the left margin */ + if ((l != null) && (type(l) == disc_node) && (vlink_post_break(l) != null)) { + /* FIXME: first 'char' could be a disc! */ + l = vlink_post_break(l); /* protrude the first char */ + } else { + l = find_protchar_left(l, true); + } + shortfall += (left_pw(l) + right_pw(o)); + } + if ((shortfall != 0) && (pdf_adjust_spacing > 1)) { + margin_kern_stretch = 0; + margin_kern_shrink = 0; + if (pdf_protrude_chars > 1) { + /* @<Calculate variations of marginal kerns@>;*/ + lp = last_leftmost_char; + rp = last_rightmost_char; + cp = raw_glyph_node(); + if (lp != null) { + cal_margin_kern_var(lp); + } + if (rp != null) { + cal_margin_kern_var(rp); + } + flush_node(cp); + } + if ((shortfall > 0) && ((total_font_stretch + margin_kern_stretch) > 0)) { + if ((total_font_stretch + margin_kern_stretch) > shortfall) + shortfall = ((total_font_stretch + margin_kern_stretch) / + (max_stretch_ratio / cur_font_step)) / 2; + else + shortfall -= (total_font_stretch + margin_kern_stretch); + } else if ((shortfall < 0) && ((total_font_shrink + margin_kern_shrink) > 0)) { + if ((total_font_shrink + margin_kern_shrink) > -shortfall) + shortfall = -((total_font_shrink + margin_kern_shrink) / + (max_shrink_ratio / cur_font_step)) / 2; + else + shortfall += (total_font_shrink + margin_kern_shrink); + } + } + if (shortfall>0) { + /* @<Set the value of |b| to the badness for stretching the line, + and compute the corresponding |fit_class|@> */ + + /* When a line must stretch, the available stretchability can be + found in the subarray |cur_active_width[2..6]|, in units of + points, sfi, fil, fill and filll. + + The present section is part of \TeX's inner loop, and it is + most often performed when the badness is infinite; therefore + it is worth while to make a quick test for large width excess + and small stretchability, before calling the |badness| + subroutine. @^inner loop@> */ + + if ((cur_active_width[3]!=0)||(cur_active_width[4]!=0)|| + (cur_active_width[5]!=0)||(cur_active_width[6]!=0)) { + if (do_last_line_fit) { + if (cur_p==null) { /* the last line of a paragraph */ + /* @<Perform computations for last line and |goto found|@>;*/ + + /* Here we compute the adjustment |g| and badness |b| for + a line from |r| to the end of the paragraph. When any + of the criteria for adjustment is violated we fall + through to the normal algorithm. + + The last line must be too short, and have infinite + stretch entirely due to |par_fill_skip|.*/ + if ((active_short(r)==0)||(active_glue(r)<=0)) + /* previous line was neither stretched nor shrunk, or + was infinitely bad*/ + goto NOT_FOUND; + if ((cur_active_width[3]!=fill_width[0])|| + (cur_active_width[4]!=fill_width[1])|| + (cur_active_width[5]!=fill_width[2])|| + (cur_active_width[6]!=fill_width[3])) + /* infinite stretch of this line not entirely due to + |par_fill_skip| */ + goto NOT_FOUND; + if (active_short(r)>0) + g=cur_active_width[2]; + else + g=cur_active_width[7]; + if (g<=0) + /*no finite stretch resp.\ no shrink*/ + goto NOT_FOUND; + arith_error=false; + g=fract(g,active_short(r),active_glue(r),max_dimen); + if (last_line_fit<1000) + g=fract(g,last_line_fit,1000,max_dimen); + if (arith_error) { + if (active_short(r)>0) + g=max_dimen; + else + g=-max_dimen; + } + if (g>0) { + /*@<Set the value of |b| to the badness of the last line + for stretching, compute the corresponding |fit_class, + and |goto found||@>*/ + /* These badness computations are rather similar to + those of the standard algorithm, with the adjustment + amount |g| replacing the |shortfall|.*/ + if (g>shortfall) + g=shortfall; + if (g>7230584) { + if (cur_active_width[2]<1663497) { + b=inf_bad; + fit_class=very_loose_fit; + goto FOUND; + } + } + b=badness(g,cur_active_width[2]); + if (b>99) { fit_class=very_loose_fit; } + else if (b>12) { fit_class=loose_fit; } + else { fit_class=decent_fit; } + goto FOUND; + } else if (g<0) { + /*@<Set the value of |b| to the badness of the last line + for shrinking, compute the corresponding |fit_class, + and |goto found||@>;*/ + if (-g>cur_active_width[7]) + g=-cur_active_width[7]; + b=badness(-g,cur_active_width[7]); + if (b>12) fit_class=tight_fit; + else fit_class=decent_fit; + goto FOUND; + } + } + NOT_FOUND: + shortfall=0; + } + b=0; + fit_class=decent_fit; /* infinite stretch */ + } else { + if (shortfall>7230584 && cur_active_width[2]<1663497) { + b=inf_bad; + fit_class=very_loose_fit; + } else { + b=badness(shortfall,cur_active_width[2]); + if (b>99) { fit_class=very_loose_fit; } + else if (b>12) { fit_class=loose_fit; } + else { fit_class=decent_fit; } + } + } + } else { + /* Set the value of |b| to the badness for shrinking the line, + and compute the corresponding |fit_class|@>; */ + /* Shrinkability is never infinite in a paragraph; we can shrink + the line from |r| to |cur_p| by at most + |cur_active_width[7]|.*/ + if (-shortfall>cur_active_width[7]) + b=inf_bad+1; + else + b=badness(-shortfall,cur_active_width[7]); + if (b>12) + fit_class=tight_fit; + else + fit_class=decent_fit; + } + if (do_last_line_fit) { + /* @<Adjust \(t)the additional data for last line@>; */ + if (cur_p==null) shortfall=0; + if (shortfall>0) { g=cur_active_width[2]; } + else if (shortfall<0) { g=cur_active_width[7]; } + else { g=0;} + } + FOUND: + if ((b>inf_bad)||(pi==eject_penalty)) { + /* @<Prepare to deactivate node~|r|, and |goto deactivate| unless + there is a reason to consider lines of text from |r| to |cur_p|@> */ + /* During the final pass, we dare not lose all active nodes, lest we lose + touch with the line breaks already found. The code shown here makes + sure that such a catastrophe does not happen, by permitting overfull + boxes as a last resort. This particular part of \TeX\ was a source of + several subtle bugs before the correct program logic was finally + discovered; readers who seek to ``improve'' \TeX\ should therefore + think thrice before daring to make any changes here. + @^overfull boxes@> + */ + if (final_pass && (minimum_demerits==awful_bad) && + (vlink(r)==active) && (prev_r==active)) { + artificial_demerits=true; /* set demerits zero, this break is forced */ + } else if (b>threshold) { + goto DEACTIVATE; + } + node_r_stays_active=false; + } else { + prev_r=r; + if (b>threshold) + continue; + node_r_stays_active=true; + } + /* @<Record a new feasible break@>;*/ + /* When we get to this part of the code, the line from |r| to |cur_p| is + feasible, its badness is~|b|, and its fitness classification is + |fit_class|. We don't want to make an active node for this break yet, + but we will compute the total demerits and record them in the + |minimal_demerits| array, if such a break is the current champion among + all ways to get to |cur_p| in a given line-number class and fitness + class. + */ + if (artificial_demerits) { + d=0; + } else { + /* @<Compute the demerits, |d|, from |r| to |cur_p|@>;*/ + d=line_penalty+b; + if (abs(d)>=10000) d=100000000; else d=d*d; + if (pi!=0) { + if (pi>0) { + d += (pi*pi); + } else if (pi>eject_penalty) { + d -= (pi*pi); + } + } + if ((break_type==hyphenated_node)&&(type(r)==hyphenated_node)) { + if (cur_p!=null) + d += double_hyphen_demerits; + else + d += final_hyphen_demerits; + } + if (abs(fit_class-fitness(r))>1) d=d+adj_demerits; + } + if (tracing_paragraphs>0) + print_feasible_break(cur_p, r, b, pi, d, artificial_demerits); + d += total_demerits(r); /*this is the minimum total demerits + from the beginning to |cur_p| via |r| */ + if (d<=minimal_demerits[fit_class]) { + minimal_demerits[fit_class]=d; + best_place[fit_class]=break_node(r); + best_pl_line[fit_class]=l; + if (do_last_line_fit) { + /* Store \(a)additional data for this feasible break@>; */ + /* For each feasible break we record the shortfall and glue stretch or + shrink (or adjustment).*/ + best_pl_short[fit_class]=shortfall; + best_pl_glue[fit_class]=g; + } + if (d<minimum_demerits) + minimum_demerits=d; + } + /* /Record a new feasible break */ + if (node_r_stays_active) + continue; /*|prev_r| has been set to |r| */ + DEACTIVATE: + /* @<Deactivate node |r|@>; */ + /* When an active node disappears, we must delete an adjacent delta node if + the active node was at the beginning or the end of the active list, or + if it was surrounded by delta nodes. We also must preserve the property + that |cur_active_width| represents the length of material from + |vlink(prev_r)| to~|cur_p|.*/ + + vlink(prev_r)=vlink(r); + flush_node(r); + if (prev_r==active) { + /*@<Update the active widths, since the first active node has been + deleted@>*/ + /* The following code uses the fact that |type(active)<>delta_node|. + If the active list has just become empty, we do not need to update the + |active_width| array, since it will be initialized when an active + node is next inserted. + */ + r=vlink(active); + if (type(r)==delta_node) { + do_all_eight(update_active); /* IMPLICIT r */ + do_all_eight(copy_to_cur_active); + vlink(active)=vlink(r); + flush_node(r); + } + } else if (type(prev_r)==delta_node){ + r=vlink(prev_r); + if (r==active) { + do_all_eight(downdate_width); /* IMPLICIT prev_r */ + vlink(prev_prev_r)=active; + flush_node(prev_r); + prev_r=prev_prev_r; + } else if (type(r)==delta_node) { + do_all_eight(update_width); /* IMPLICIT ,r */ + do_all_eight(combine_two_deltas); /* IMPLICIT r prev_r */ + vlink(prev_r)=vlink(r); + flush_node(r); + } + } + } +} + + +void +ext_do_line_break (boolean d, + int pretolerance, + int tracing_paragraphs, + int tolerance, + scaled emergency_stretch, + int looseness, + int hyphen_penalty, + int ex_hyphen_penalty, + int pdf_adjust_spacing, + halfword par_shape_ptr, + int adj_demerits, + int pdf_protrude_chars, + int line_penalty, + int last_line_fit, + int double_hyphen_demerits, + int final_hyphen_demerits, + int hang_indent, + int hsize, + int hang_after, + halfword left_skip, + halfword right_skip, + int pdf_each_line_height, + int pdf_each_line_depth, + int pdf_first_line_height, + int pdf_last_line_depth, + halfword inter_line_penalties_ptr, + int inter_line_penalty, + int club_penalty, + halfword club_penalties_ptr, + halfword display_widow_penalties_ptr, + halfword widow_penalties_ptr, + int display_widow_penalty, + int widow_penalty, + int broken_penalty, + halfword final_par_glue) { + /* DONE,DONE1,DONE2,DONE3,DONE4,DONE5,CONTINUE;*/ + halfword cur_p,q,r,s; /* miscellaneous nodes of temporary interest */ + + /* Get ready to start ... */ + minimum_demerits=awful_bad; + minimal_demerits[tight_fit]=awful_bad; + minimal_demerits[decent_fit]=awful_bad; + minimal_demerits[loose_fit]=awful_bad; + minimal_demerits[very_loose_fit]=awful_bad; + + /* We compute the values of |easy_line| and the other local variables relating + to line length when the |line_break| procedure is initializing itself. */ + if (par_shape_ptr==null) { + if (hang_indent==0) { + last_special_line=0; + second_width=hsize; + second_indent=0; + } else { + /* @<Set line length parameters in preparation for hanging indentation@>*/ + /* We compute the values of |easy_line| and the other local variables relating + to line length when the |line_break| procedure is initializing itself. */ + last_special_line=abs(hang_after); + if (hang_after<0) { + first_width=hsize-abs(hang_indent); + if (hang_indent>=0) + first_indent=hang_indent; + else + first_indent=0; + second_width=hsize; + second_indent=0; + } else { + first_width=hsize; + first_indent=0; + second_width=hsize-abs(hang_indent); + if (hang_indent>=0) + second_indent=hang_indent; + else + second_indent=0; + } + } + } else { + last_special_line=vinfo(par_shape_ptr+1)-1; + second_indent=varmem[(par_shape_ptr+(2*last_special_line))].cint; + second_width=varmem[(par_shape_ptr+2*(last_special_line+1)+1)].cint; + } + if (looseness==0) + easy_line=last_special_line; + else + easy_line=max_halfword; + + no_shrink_error_yet=true; + check_shrinkage(left_skip); + check_shrinkage(right_skip); + q=left_skip; + r=right_skip; + background[1]=width(q)+width(r); + background[2]=0; + background[3]=0; + background[4]=0; + background[5]=0; + background[6]=0; + background[2+stretch_order(q)] = stretch(q); + background[2+stretch_order(r)] += stretch(r); + background[7]=shrink(q)+shrink(r); + if (pdf_adjust_spacing > 1) { + background[8] = 0; + background[9] = 0; + max_stretch_ratio = -1; + max_shrink_ratio = -1; + cur_font_step = -1; + set_prev_char_p(null); + } + /* @<Check for special treatment of last line of paragraph@>;*/ + /* The new algorithm for the last line requires that the stretchability + |par_fill_skip| is infinite and the stretchability of |left_skip| plus + |right_skip| is finite. + */ + do_last_line_fit=false; + if (last_line_fit>0) { + q=glue_ptr(last_line_fill); + if ((stretch(q)>0)&&(stretch_order(q)>normal)) { + if ((background[3]==0)&&(background[4]==0)&& + (background[5]==0)&&(background[6]==0)) { + do_last_line_fit=true; + fill_width[0]=0; + fill_width[1]=0; + fill_width[2]=0; + fill_width[3]=0; + fill_width[stretch_order(q)-1]=stretch(q); + } + } + } + /* @<DIR: Initialize |dir_ptr| for |line_break|@> */ + if (dir_ptr!=null) { + fprintf(stdout,"-dir_node s %d\n",dir_ptr); + flush_node_list(dir_ptr); + dir_ptr=null; + } + /*push_dir(paragraph_dir);*/ /* TODO what was the point of this? */ + + /* @<Find optimal breakpoints@>;*/ + threshold=pretolerance; + if (threshold>=0) { + if (tracing_paragraphs>0) { + begin_diagnostic(); + tprint_nl("@firstpass"); + } + second_pass=false; + final_pass=false; + } else { + threshold=tolerance; + second_pass=true; + final_pass=(emergency_stretch<=0); + if (tracing_paragraphs>0) + begin_diagnostic(); + } + + while (1) { + halfword first_p; + halfword nest_stack[10]; + int nest_index = 0; + if (threshold>inf_bad) + threshold=inf_bad; + /* Create an active breakpoint representing the beginning of the paragraph */ + q=new_node(unhyphenated_node,decent_fit); + vlink(q)=active; + break_node(q)=null; + line_number(q)=cur_list.pg_field+1; + total_demerits(q)=0; + active_short(q)=0; + active_glue(q)=0; + vlink(active)=q; + do_all_eight(store_background); + passive=null; + printed_node=temp_head; + pass_number=0; + font_in_short_display=null_font; + /* /Create an active breakpoint representing the beginning of the paragraph */ + auto_breaking=true; + cur_p=vlink(temp_head); + assert(alink(cur_p)==temp_head); + /* LOCAL: Initialize with first |local_paragraph| node */ + if ((type(cur_p)==whatsit_node)&&(subtype(cur_p)==local_par_node)) { + internal_pen_inter=local_pen_inter(cur_p); + internal_pen_broken=local_pen_broken(cur_p); + init_internal_left_box=local_box_left(cur_p); + init_internal_left_box_width=local_box_left_width(cur_p); + internal_left_box=init_internal_left_box; + internal_left_box_width=init_internal_left_box_width; + internal_right_box=local_box_right(cur_p); + internal_right_box_width=local_box_right_width(cur_p); + } else { + internal_pen_inter=0; + internal_pen_broken=0; + init_internal_left_box=null; + init_internal_left_box_width=0; + internal_left_box=init_internal_left_box; + internal_left_box_width=init_internal_left_box_width; + internal_right_box=null; + internal_right_box_width=0; + } + /* /LOCAL: Initialize with first |local_paragraph| node */ + set_prev_char_p (null); + prev_legal = null; + rejected_cur_p = null; + try_prev_break = false; + before_rejected_cur_p = false; + first_p = cur_p; + /* to access the first node of paragraph as the first active node + has |break_node=null| */ + while ((cur_p!=null)&&(vlink(active)!=active)) { + /* |try_break| if |cur_p| is a legal breakpoint; on the 2nd pass, also look at disc_nodes. */ + + while (is_char_node(cur_p)) { + /* Advance \(c)|cur_p| to the node following the present string of characters ;*/ + /* The code that passes over the characters of words in a paragraph is part of + \TeX's inner loop, so it has been streamlined for speed. We use the fact that + `\.{\\parfillskip}' glue appears at the end of each paragraph; it is therefore + unnecessary to check if |vlink(cur_p)=null| when |cur_p| is a character node. + */ + act_width += (is_rotated(line_break_dir)) + ? (glyph_height(cur_p)+glyph_depth(cur_p)) + : glyph_width(cur_p); + if ((pdf_adjust_spacing > 1) && check_expand_pars(font(cur_p))) { + set_prev_char_p (cur_p); + add_char_stretch(active_width[8],cur_p); + add_char_shrink(active_width[9],cur_p); + } + cur_p=vlink(cur_p); + while (cur_p==null && nest_index>0) { + cur_p = nest_stack[--nest_index]; + /* fprintf(stderr,"Node Pop %d [%d]\n",nest_index,(int)cur_p); */ + } + } + if (cur_p==null) { /* TODO */ + tconfusion("linebreak_tail"); + } + /* Determine legal breaks: As we move through the hlist, we need to keep + the |active_width| array up to date, so that the badness of individual + lines is readily calculated by |try_break|. It is convenient to use the + short name |act_width| for the component of active width that represents + real width as opposed to glue. */ + + switch (type(cur_p)) { + + case hlist_node: + case vlist_node: + act_width += (dir_orthogonal(dir_primary[box_dir(cur_p)], dir_primary[line_break_dir])) + ? (depth(cur_p)+height(cur_p)) + : width(cur_p); + break; + case rule_node: + act_width += width(cur_p); + break; + case whatsit_node: + /* @<Advance \(p)past a whatsit node in the \(l)|line_break| loop@>;*/ + switch (subtype(cur_p)) { + case local_par_node: /* @<LOCAL: Advance past a |local_paragraph| node@>;*/ + internal_pen_inter=local_pen_inter(cur_p); + internal_pen_broken=local_pen_broken(cur_p); + internal_left_box=local_box_left(cur_p); + internal_left_box_width=local_box_left_width(cur_p); + internal_right_box=local_box_right(cur_p); + internal_right_box_width=local_box_right_width(cur_p); + break; + case dir_node: /* @<DIR: Adjust the dir stack for the |line_break| routine@>;*/ + if (dir_dir(cur_p)>=0) { + line_break_dir=dir_dir(cur_p); + push_dir_node(cur_p); + } else { + pop_dir_node(); + if (dir_ptr!=null) + line_break_dir=dir_dir(dir_ptr); + } + break; + case pdf_refxform_node: + case pdf_refximage_node: + act_width += pdf_width(cur_p); + } + /* / Advance \(p)past a whatsit node in the \(l)|line_break| loop/; */ + break; + case glue_node: + /* @<If node |cur_p| is a legal breakpoint, call |try_break|; + then update the active widths by including the glue in + |glue_ptr(cur_p)|@>; */ + /* When node |cur_p| is a glue node, we look at the previous to + see whether or not a breakpoint is legal at |cur_p|, as + explained above. */ + if (auto_breaking) { + halfword prev_p = alink(cur_p); + if (prev_p!=temp_head && + (is_char_node(prev_p) || + precedes_break(prev_p)|| + ((type(prev_p)==kern_node)&&(subtype(prev_p)!=explicit)))) { + ext_try_break(0,unhyphenated_node, pdf_adjust_spacing, par_shape_ptr, + adj_demerits, tracing_paragraphs, pdf_protrude_chars, + line_penalty, last_line_fit, double_hyphen_demerits, + final_hyphen_demerits,first_p,cur_p); + } + } + check_shrinkage(glue_ptr(cur_p)); + q=glue_ptr(cur_p); + act_width += width(q); + active_width[2+stretch_order(q)] += stretch(q); + active_width[7] += shrink(q); + break; + case kern_node: + if (subtype(cur_p)==explicit) { + kern_break(); + } else { + act_width += width(cur_p); + if ((pdf_adjust_spacing > 1) && (subtype(cur_p) == normal)) { + add_kern_stretch(active_width[8],cur_p); + add_kern_shrink(active_width[9],cur_p); + } + } + break; + case disc_node: + /* @<Try to break after a discretionary fragment, then |goto done5|@>;*/ + /* The following code knows that discretionary texts contain + only character nodes, kern nodes, box nodes, and rule + nodes. */ + if (second_pass) { + int actual_penalty = hyphen_penalty; + if (subtype(cur_p)==automatic_disc) + actual_penalty = ex_hyphen_penalty; + s=vlink_pre_break(cur_p); + do_one_seven_eight(reset_disc_width); + if (s==null) { /* trivial pre-break */ + ext_try_break(actual_penalty,hyphenated_node, pdf_adjust_spacing, + par_shape_ptr, adj_demerits, tracing_paragraphs, + pdf_protrude_chars, line_penalty, last_line_fit, + double_hyphen_demerits, final_hyphen_demerits,first_p,cur_p); + } else { + do { + /* @<Add the width of node |s| to |disc_width|@>;*/ + if (is_char_node(s)) { + if (is_rotated(line_break_dir)) { + disc_width[1] += (glyph_height(s)+glyph_depth(s)); + } else { + disc_width[1] += glyph_width(s); + } + if ((pdf_adjust_spacing > 1) && check_expand_pars(font(s))) { + set_prev_char_p (s); + add_char_stretch(disc_width[8],s); + add_char_shrink(disc_width[9],s); + } + } else { + switch (type(s)) { + case hlist_node: + case vlist_node: + if (!(dir_orthogonal(dir_primary[box_dir(s)], + dir_primary[line_break_dir]))) { + disc_width[1] += width(s); + } else { + disc_width[1] += (depth(s)+height(s)); + } + break; + case kern_node: + if ((pdf_adjust_spacing > 1) && (subtype(s) == normal)) { + add_kern_stretch(disc_width[8],s); + add_kern_shrink(disc_width[9],s); + } + /* fall through */ + case rule_node: + disc_width[1] += width(s); + break; + case disc_node: + tconfusion("pre_break_disc"); + break; + default: + tconfusion("disc3"); + } + } + /* /Add the width of node |s| to |disc_width| */ + s=vlink(s); + } while (s!=null); + do_one_seven_eight(add_disc_width_to_active_width); + ext_try_break(actual_penalty,hyphenated_node, pdf_adjust_spacing, + par_shape_ptr, adj_demerits, tracing_paragraphs, + pdf_protrude_chars, line_penalty, last_line_fit, + double_hyphen_demerits, final_hyphen_demerits, + first_p,cur_p); + do_one_seven_eight(sub_disc_width_from_active_width); + } +#define FOO 1 +#if FOO +#if 0 + if (vlink(cur_p)!=null) nest_stack[nest_index++] = vlink(cur_p); + cur_p = no_break(cur_p); +#else + s=vlink_no_break(cur_p); + while (s!=null) { + /* @<Add the width of node |s| to |act_width|@>;*/ + if (is_char_node(s)) { + if (is_rotated(line_break_dir)) { + act_width += glyph_height(s)+glyph_depth(s); + } else { + act_width += glyph_width(s); + } + if ((pdf_adjust_spacing > 1) && check_expand_pars(font(s))) { + set_prev_char_p (s); + add_char_stretch(active_width[8],s); + add_char_shrink(active_width[9],s); + }; + } else { + switch (type(s)) { + case hlist_node: + case vlist_node: + if (!(dir_orthogonal(dir_primary[box_dir(s)], + dir_primary[line_break_dir]))) + act_width += width(s); + else + act_width += (depth(s)+height(s)); + break; + case kern_node: + if ((pdf_adjust_spacing > 1) && (subtype(s) == normal)) { + add_kern_stretch(active_width[8],s); + add_kern_shrink(active_width[9],s); + } + /* fall through */ + case rule_node: + act_width += width(s); + break; + case disc_node: + /* what now */ + assert(vlink(s)==null); /* discs are _always_ last */ + /* NB: temporary solution: not good, but not bad either */ + s = no_break(s); + break; + default: + tconfusion("disc5"); + } + } + /* /Add the width of node |s| to |act_width|;*/ + s=vlink(s); + } +#endif + } else { /* first pass, just take the no_break path */ +#else /* FOO */ + } +#endif /* FOO */ +#if 0 + if (vlink_no_break(cur_p)!=null) { + if (vlink(cur_p)!=null) nest_stack[nest_index++] = vlink(cur_p); + /* fprintf(stderr,"Node Push %d [%d]->[%d] / [%d]\n",(nest_index-1),(int)cur_p,(int)vlink(cur_p),(int)vlink_no_break(cur_p));*/ + cur_p = no_break(cur_p); + } +#else + s=vlink_no_break(cur_p); + while (s!=null) { + /* @<Add the width of node |s| to |act_width|@>;*/ + if (is_char_node(s)) { + if (is_rotated(line_break_dir)) { + act_width += glyph_height(s)+glyph_depth(s); + } else { + act_width += glyph_width(s); + } + if ((pdf_adjust_spacing > 1) && check_expand_pars(font(s))) { + set_prev_char_p (s); + add_char_stretch(active_width[8],s); + add_char_shrink(active_width[9],s); + }; + } else { + switch (type(s)) { + case hlist_node: + case vlist_node: + if (!(dir_orthogonal(dir_primary[box_dir(s)], + dir_primary[line_break_dir]))) + act_width += width(s); + else + act_width += (depth(s)+height(s)); + break; + case kern_node: + if ((pdf_adjust_spacing > 1) && (subtype(s) == normal)) { + add_kern_stretch(active_width[8],s); + add_kern_shrink(active_width[9],s); + } + /* fall through */ + case rule_node: + act_width += width(s); + break; + case disc_node: + assert(vlink(s)==null); /* discs are _always_ last */ + s = no_break(s); + break; + default: + tconfusion("disc4"); + } + } + /* /Add the width of node |s| to |act_width|;*/ + s=vlink(s); + } +#endif +#if FOO + } +#endif /* FOO */ + break; + case math_node: + auto_breaking=(subtype(cur_p)==after); + kern_break(); + break; + case penalty_node: + ext_try_break(penalty(cur_p),unhyphenated_node, pdf_adjust_spacing, + par_shape_ptr, adj_demerits, tracing_paragraphs, + pdf_protrude_chars, line_penalty, last_line_fit, + double_hyphen_demerits, final_hyphen_demerits,first_p,cur_p); + break; + case mark_node: + case ins_node: + case adjust_node: + break; + case glue_spec_node: + fprintf(stdout, "\nfound a glue_spec in a paragraph!"); + break; + default: + fprintf(stdout, "\ntype=%d",type(cur_p)); + tconfusion("paragraph") ; + } + cur_p=vlink(cur_p); + while (cur_p==null && nest_index>0) { + cur_p = nest_stack[--nest_index]; + /* fprintf(stderr,"Node Pop %d [%d]\n",nest_index,(int)cur_p);*/ + } + } + if (cur_p==null) { + /* Try the final line break at the end of the paragraph, + and |goto done| if the desired breakpoints have been found */ + + /* The forced line break at the paragraph's end will reduce the list of + breakpoints so that all active nodes represent breaks at |cur_p=null|. + On the first pass, we insist on finding an active node that has the + correct ``looseness.'' On the final pass, there will be at least one active + node, and we will match the desired looseness as well as we can. + + The global variable |best_bet| will be set to the active node for the best + way to break the paragraph, and a few other variables are used to + help determine what is best. + */ + + ext_try_break(eject_penalty,hyphenated_node, pdf_adjust_spacing, + par_shape_ptr, adj_demerits, tracing_paragraphs, + pdf_protrude_chars,line_penalty, last_line_fit, + double_hyphen_demerits, final_hyphen_demerits,first_p,cur_p); + if (vlink(active)!=active) { + /* @<Find an active node with fewest demerits@>;*/ + r=vlink(active); + fewest_demerits=awful_bad; + do { + if (type(r)!=delta_node) { + if (total_demerits(r)<fewest_demerits) { + fewest_demerits=total_demerits(r); + best_bet=r; + } + } + r=vlink(r); + } while (r!=active); + best_line=line_number(best_bet); + + /* /Find an active node with fewest demerits;*/ + if (looseness==0) + goto DONE; + /*@<Find the best active node for the desired looseness@>;*/ + + /* The adjustment for a desired looseness is a slightly more complicated + version of the loop just considered. Note that if a paragraph is broken + into segments by displayed equations, each segment will be subject to the + looseness calculation, independently of the other segments. + */ + r=vlink(active); + actual_looseness=0; + do { + if (type(r)!=delta_node) { + line_diff=line_number(r)-best_line; + if (((line_diff<actual_looseness)&&(looseness<=line_diff))|| + ((line_diff>actual_looseness)&&(looseness>=line_diff))) { + best_bet=r; + actual_looseness=line_diff; + fewest_demerits=total_demerits(r); + } else if ((line_diff==actual_looseness)&& + (total_demerits(r)<fewest_demerits)) { + best_bet=r; + fewest_demerits=total_demerits(r); + } + } + r=vlink(r); + } while (r!=active); + best_line=line_number(best_bet); + + /* /Find the best active node for the desired looseness;*/ + if ((actual_looseness==looseness)|| final_pass) + goto DONE; + } + } + + /* Clean up the memory by removing the break nodes; */ + clean_up_the_memory(); + /* /Clean up the memory by removing the break nodes; */ + + if (!second_pass) { + if (tracing_paragraphs>0) + tprint_nl("@secondpass"); + threshold=tolerance; + second_pass=true; + final_pass=(emergency_stretch<=0); + } else { /* if at first you do not succeed, \dots */ + if (tracing_paragraphs>0) + tprint_nl("@emergencypass"); + background[2] += emergency_stretch; + final_pass=true; + } + } + DONE: + if (tracing_paragraphs>0) { + end_diagnostic(true); + normalize_selector(); + } + if (do_last_line_fit) { + /* Adjust \(t)the final line of the paragraph;*/ + /* Here we either reset |do_last_line_fit| or adjust the |par_fill_skip| glue. + */ + if (active_short(best_bet)==0) { + do_last_line_fit=false; + } else { + q=new_spec(glue_ptr(last_line_fill)); + delete_glue_ref(glue_ptr(last_line_fill)); + width(q) += (active_short(best_bet)-active_glue(best_bet)); + stretch(q)=0; + glue_ptr(last_line_fill)=q; + } + /* /Adjust \(t)the final line of the paragraph;*/ + } + + /* @<Break the paragraph at the chosen...@>; */ + /* Once the best sequence of breakpoints has been found (hurray), we call on the + procedure |post_line_break| to finish the remainder of the work. + (By introducing this subprocedure, we are able to keep |line_break| + from getting extremely long.) + */ + ext_post_line_break(d, + right_skip, + left_skip, + pdf_protrude_chars, + par_shape_ptr, + pdf_adjust_spacing, + pdf_each_line_height, + pdf_each_line_depth, + pdf_first_line_height, + pdf_last_line_depth, + inter_line_penalties_ptr, + inter_line_penalty, + club_penalty, + club_penalties_ptr, + display_widow_penalties_ptr, + widow_penalties_ptr, + display_widow_penalty, + widow_penalty, + broken_penalty, + final_par_glue, + best_bet, + last_special_line, + second_width, + second_indent, + first_width, + first_indent, + best_line + ); + /* /Break the paragraph at the chosen... */ + /* Clean up the memory by removing the break nodes; */ + clean_up_the_memory(); + /* + flush_node_list(dir_ptr); + dir_ptr=null; + */ +} + + |