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    라이브러리 · std.typeset

    TypesetError.NoPlan

    Optimization cannot complete the paragraph after the baseline succeeds.

    TypesetError.NoPlan()
    수신자
    해당 없음
    최소 인자 수
    0
    최대 인자 수
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    Declaration and parameters

    링크

    사용 조건

    기본 포함 · 미정

    Import std.typeset in language mode 5.21.

    The current compiler selects std/typeset.tpz for this language mode. Availability in other released editions and inclusion in each installed distribution are Pending.

    수신자

    매개변수 제약

    breakParagraph evaluates its Paragraph argument through the ordinary call rules, then reads its item sequence and policies. Planning performs no input mutation, text shaping, external I/O, or random selection. The same ordered input and computation rules produce the same lines and scores.

    Paragraph.items supplies measured BoxItem and GlueItem units with contiguous indices from zero. PenaltyItem entries refer to boundaries between those units. The planner uses these measurements and supplied penalties directly. It does not call classifyBreaks or insert a terminal penalty.

    Paragraph.grid selects integer quantization at the computation boundary. Every public distance remains Length<Pt>. FixedPoint requires MilliPoint. KnuthPlass accepts either DistanceGrid. The ordinary checked length conversion applies before integer planning.

    Policy validation precedes item validation. Geometry, the cost model and grid combination, justification values, and KnuthPlassPolicy are validated even when a chosen model does not use a policy field for scoring. Invalid configuration returns TypesetError.InvalidPolicy. Invalid unit indices, capacities, or penalty endpoints return TypesetError.InvalidInput.

    A valid empty items array returns two empty plans with zero totalCost and zero breakOpportunityCount. This case still validates the policies. Each empty plan reports its selected grid and None() for boundedFillFeasible.

    For nonempty input, the planner orders penalties by increasing unitEnd and preserves supplied order at equal boundaries. Allowed and Forced entries are candidates. Forbidden entries are excluded individually. Duplicate candidates remain distinct. A Forced entry requires the plan to visit its boundary, where another eligible entry may be selected.

    No candidates returns TypesetError.NoBreakOpportunities. The planner constructs the greedy baseline before the optimized search. Failure to complete that baseline returns TypesetError.NoGreedyPlan. A completed baseline followed by an unsuccessful optimized search returns TypesetError.NoPlan. An Err result contains no partial ParagraphResult.

    For FixedPoint, greedy chooses the farthest raw width that fits the next target before the first overwide candidate or Forced boundary. If the first candidate is already overwide, greedy chooses it to advance. For KnuthPlass, greedy chooses the last ratio-admissible candidate up to the next Forced boundary. Every chosen boundary advances past the previous one.

    FixedPoint optimization starts with the preceding 80 candidates at each destination. It extends the search backward while the preceding span fits the larger base target plus available shrink and one grid unit. It retains the least score for each boundary and semantic state. It admits at most two consecutive LatinSoftHyphen breaks.

    FixedPoint optimized admission uses trimmed text width plus the selected penalty width. The width limit is the target plus available shrink for a nonfinal line, with one grid unit of rounding allowance. A line containing one unit can exceed this limit so an indivisible unit can make progress. Greedy reports the same limit but selects candidates using its raw width rule.

    With FixedPoint, a justified mode, and Some(latinSpacing), optimization first searches for a complete plan whose lines satisfy the bounded fill check. It prefers that plan when found. Otherwise it repeats the search without that check. This preference can select a plan with a higher totalCost than the greedy plan.

    KnuthPlass optimization considers every preceding candidate and retains each distinct line geometry bucket, fitness class, and flagged state at a boundary. FixedPoint also retains its soft hyphen streak. State buckets distinguish drop cap lines and collapse after the inset ends.

    Equal scores retain the first visited predecessor. Candidates are visited in boundary order, with supplied order at equal boundaries. States are visited by increasing line geometry bucket, soft hyphen streak, fitness class, and then unflagged before flagged. Final selection uses the same first-on-equal rule.

    The optimized field reports the selected model search and admission policy. The greedy field reports its baseline from the same input. Each reported cost belongs to the plan selected by these candidate, state, and admission rules. Ordinary checked arithmetic faults remain faults and are not converted into a TypesetError value.

    TypesetError values are returned in Err by the typesetting operations that declare them. InvalidInput carries explanatory text for invalid measured data or boundary structure. InvalidPolicy carries explanatory text for an invalid algorithm configuration.

    The string payload describes a cause. Programs distinguish failure categories by matching the variant rather than comparing library message text. Constructing an error value directly preserves its supplied string.

    NoBreakOpportunities means a nonempty paragraph has no selectable penalty candidate after validation and filtering. It does not mean that the selected cost model searched unsuccessfully.

    NoGreedyPlan means a validated paragraph has selectable candidates but its deterministic greedy baseline cannot reach the final unit. NoPlan means that baseline completed but the selected optimization search found no permitted complete plan.

    A successful empty paragraph has two empty plans and zero candidates under the paragraph contract. It is not a missing-opportunity failure.

    breakParagraph validates policy configuration before measured items. It then checks candidates, builds the greedy plan, and searches for an optimized plan in that order. The first failing stage determines the returned variant.

    The policy stages check geometry, the cost model and grid combination, justification settings, and KnuthPlass settings. Item validation follows source encounter order and checks collected penalty endpoints after the measured units.

    classifyBreaks applies its input and break-policy validation rules. The shared error variants do not impose paragraph validation order on break classification.

    An Err contains no partial ParagraphResult and does not mutate the supplied input. Previously completed argument effects remain completed. A failure while evaluating an argument keeps its ordinary language diagnostic and prevents the typesetting call.

    결과

    효과

    실패

    Result and effects

    링크

    The operation returns this variant when its declared optimization search has no permitted completion.

    Why

    링크

    A named failure category lets callers select a recovery without depending on message wording.

    Resolved contracts

    링크

    Related entries

    링크

    std.typeset →

    Choose deterministic paragraph plans

    링크
    규칙topaz.stdlib.contract.typeset-paragraph-planning.rule

    Choose deterministic paragraph plans

    breakParagraph evaluates its Paragraph argument through the ordinary call rules, then reads its item sequence and policies. Planning performs no input mutation, text shaping, external I/O, or random selection. The same ordered input and computation rules produce the same lines and scores.

    Paragraph.items supplies measured BoxItem and GlueItem units with contiguous indices from zero. PenaltyItem entries refer to boundaries between those units. The planner uses these measurements and supplied penalties directly. It does not call classifyBreaks or insert a terminal penalty.

    Paragraph.grid selects integer quantization at the computation boundary. Every public distance remains Length<Pt>. FixedPoint requires MilliPoint. KnuthPlass accepts either DistanceGrid. The ordinary checked length conversion applies before integer planning.

    Policy validation precedes item validation. Geometry, the cost model and grid combination, justification values, and KnuthPlassPolicy are validated even when a chosen model does not use a policy field for scoring. Invalid configuration returns TypesetError.InvalidPolicy. Invalid unit indices, capacities, or penalty endpoints return TypesetError.InvalidInput.

    A valid empty items array returns two empty plans with zero totalCost and zero breakOpportunityCount. This case still validates the policies. Each empty plan reports its selected grid and None() for boundedFillFeasible.

    For nonempty input, the planner orders penalties by increasing unitEnd and preserves supplied order at equal boundaries. Allowed and Forced entries are candidates. Forbidden entries are excluded individually. Duplicate candidates remain distinct. A Forced entry requires the plan to visit its boundary, where another eligible entry may be selected.

    No candidates returns TypesetError.NoBreakOpportunities. The planner constructs the greedy baseline before the optimized search. Failure to complete that baseline returns TypesetError.NoGreedyPlan. A completed baseline followed by an unsuccessful optimized search returns TypesetError.NoPlan. An Err result contains no partial ParagraphResult.

    For FixedPoint, greedy chooses the farthest raw width that fits the next target before the first overwide candidate or Forced boundary. If the first candidate is already overwide, greedy chooses it to advance. For KnuthPlass, greedy chooses the last ratio-admissible candidate up to the next Forced boundary. Every chosen boundary advances past the previous one.

    FixedPoint optimization starts with the preceding 80 candidates at each destination. It extends the search backward while the preceding span fits the larger base target plus available shrink and one grid unit. It retains the least score for each boundary and semantic state. It admits at most two consecutive LatinSoftHyphen breaks.

    FixedPoint optimized admission uses trimmed text width plus the selected penalty width. The width limit is the target plus available shrink for a nonfinal line, with one grid unit of rounding allowance. A line containing one unit can exceed this limit so an indivisible unit can make progress. Greedy reports the same limit but selects candidates using its raw width rule.

    With FixedPoint, a justified mode, and Some(latinSpacing), optimization first searches for a complete plan whose lines satisfy the bounded fill check. It prefers that plan when found. Otherwise it repeats the search without that check. This preference can select a plan with a higher totalCost than the greedy plan.

    KnuthPlass optimization considers every preceding candidate and retains each distinct line geometry bucket, fitness class, and flagged state at a boundary. FixedPoint also retains its soft hyphen streak. State buckets distinguish drop cap lines and collapse after the inset ends.

    Equal scores retain the first visited predecessor. Candidates are visited in boundary order, with supplied order at equal boundaries. States are visited by increasing line geometry bucket, soft hyphen streak, fitness class, and then unflagged before flagged. Final selection uses the same first-on-equal rule.

    The optimized field reports the selected model search and admission policy. The greedy field reports its baseline from the same input. Each reported cost belongs to the plan selected by these candidate, state, and admission rules. Ordinary checked arithmetic faults remain faults and are not converted into a TypesetError value.

    이유

    Applications need reproducible line boundaries and a clear choice between a bounded fixed point search and a Knuth Plass state search. Reporting both selected plans preserves the baseline for inspection. Keeping policy failure, missing candidates, and unsuccessful searches distinct lets a caller decide which input to revise.

    Plan a paragraph through its supplied boundaries

    링크
    main.tpzPlan a paragraph through its supplied boundaries플레이그라운드 열기 →
    1. import std.typeset as ts
    2. import std.io
    3. let items: Array<ts.Item> = [
    4. ts.Item.BoxItem(ts.Box { unitIndex: 0, text: "a", width: 1pt, trackingAfter: 0pt }),
    5. ts.Item.BoxItem(ts.Box { unitIndex: 1, text: "a", width: 1pt, trackingAfter: 0pt }),
    6. ts.Item.PenaltyItem(ts.Penalty { unitEnd: 2, width: 0pt, rule: ts.BreakRule.Allowed(0), kind: ts.BreakKind.LatinSpace(), flagged: false }),
    7. ts.Item.BoxItem(ts.Box { unitIndex: 2, text: "a", width: 1pt, trackingAfter: 0pt }),
    8. ts.Item.BoxItem(ts.Box { unitIndex: 3, text: "a", width: 1pt, trackingAfter: 0pt }),
    9. ts.Item.PenaltyItem(ts.Penalty { unitEnd: 4, width: 0pt, rule: ts.BreakRule.Forced(), kind: ts.BreakKind.ForcedEnd(), flagged: false })
    10. ]
    11. let input = ts.Paragraph {
    12. grid: ts.DistanceGrid.MilliPoint(),
    13. items: items,
    14. geometry: ts.LineGeometry { bodyTarget: 2pt, firstTarget: 2pt, dropCapSpan: 0, dropCapInset: 0pt },
    15. justification: ts.JustificationPolicy {
    16. mode: ts.JustificationMode.Unjustified(), minGapCount: 0,
    17. minLineWidthRatioM: 0, minFinalLineWidthRatioM: None(),
    18. maxAdjustment: 0pt, maxGapAdjustment: 0pt, maxGapRatioR: 0,
    19. latinSpacing: None(), cjkStretchRatio: 0.0
    20. },
    21. costModel: ts.CostModel.FixedPoint(),
    22. knuthPlass: ts.KnuthPlassPolicy { toleranceR: 100000000, linePenalty: 10, fitnessDemerit: 0, flaggedDemerit: 0, finalFlaggedDemerit: 0 }
    23. }
    24. match (ts.breakParagraph(input)) {
    25. case Ok(result) => {
    26. for line in (result.optimized.lines) {
    27. io.writeLine("{line.start} {line.endExclusive}")
    28. }
    29. io.writeLine("{result.greedy.lines.length} {result.breakOpportunityCount}")
    30. }
    31. case Err(_) => io.writeLine("unexpected error")
    32. }
    기대 출력종료 코드 0
    0 2
    2 4
    2 2
    
    $ topaz run main.tpz · 대상 제품 5.21.3
    기대 결과

    기대 결과

    실행을 마칩니다. 종료 코드 0.

    기대 표준 출력
    1. 0 2
    2. 2 4
    3. 2 2

    Plan a valid empty paragraph

    링크
    main.tpzPlan a valid empty paragraph플레이그라운드 열기 →
    1. import std.typeset as ts
    2. import std.io
    3. let items: Array<ts.Item> = [
    4. ]
    5. let input = ts.Paragraph {
    6. grid: ts.DistanceGrid.MilliPoint(),
    7. items: items,
    8. geometry: ts.LineGeometry { bodyTarget: 10pt, firstTarget: 10pt, dropCapSpan: 0, dropCapInset: 0pt },
    9. justification: ts.JustificationPolicy {
    10. mode: ts.JustificationMode.Unjustified(), minGapCount: 0,
    11. minLineWidthRatioM: 0, minFinalLineWidthRatioM: None(),
    12. maxAdjustment: 0pt, maxGapAdjustment: 0pt, maxGapRatioR: 0,
    13. latinSpacing: None(), cjkStretchRatio: 0.0
    14. },
    15. costModel: ts.CostModel.FixedPoint(),
    16. knuthPlass: ts.KnuthPlassPolicy { toleranceR: 100000000, linePenalty: 10, fitnessDemerit: 0, flaggedDemerit: 0, finalFlaggedDemerit: 0 }
    17. }
    18. match (ts.breakParagraph(input)) {
    19. case Ok(result) => {
    20. io.writeLine("{result.optimized.lines.length} {result.greedy.lines.length}")
    21. io.writeLine("{result.optimized.totalCost} {result.greedy.totalCost} {result.breakOpportunityCount}")
    22. }
    23. case Err(_) => io.writeLine("unexpected error")
    24. }
    기대 출력종료 코드 0
    0 0
    0 0 0
    
    $ topaz run main.tpz · 대상 제품 5.21.3
    기대 결과

    기대 결과

    실행을 마칩니다. 종료 코드 0.

    기대 표준 출력
    1. 0 0
    2. 0 0 0

    Report absent break opportunities

    링크
    main.tpzReport absent break opportunities플레이그라운드 열기 →
    1. import std.typeset as ts
    2. import std.io
    3. let items: Array<ts.Item> = [
    4. ts.Item.BoxItem(ts.Box { unitIndex: 0, text: "a", width: 1pt, trackingAfter: 0pt })
    5. ]
    6. let input = ts.Paragraph {
    7. grid: ts.DistanceGrid.MilliPoint(),
    8. items: items,
    9. geometry: ts.LineGeometry { bodyTarget: 10pt, firstTarget: 10pt, dropCapSpan: 0, dropCapInset: 0pt },
    10. justification: ts.JustificationPolicy {
    11. mode: ts.JustificationMode.Unjustified(), minGapCount: 0,
    12. minLineWidthRatioM: 0, minFinalLineWidthRatioM: None(),
    13. maxAdjustment: 0pt, maxGapAdjustment: 0pt, maxGapRatioR: 0,
    14. latinSpacing: None(), cjkStretchRatio: 0.0
    15. },
    16. costModel: ts.CostModel.FixedPoint(),
    17. knuthPlass: ts.KnuthPlassPolicy { toleranceR: 100000000, linePenalty: 10, fitnessDemerit: 0, flaggedDemerit: 0, finalFlaggedDemerit: 0 }
    18. }
    19. match (ts.breakParagraph(input)) {
    20. case Err(NoBreakOpportunities()) => io.writeLine("NoBreakOpportunities")
    21. case _ => io.writeLine("unexpected result")
    22. }
    기대 출력종료 코드 0
    NoBreakOpportunities
    
    $ topaz run main.tpz · 대상 제품 5.21.3
    기대 결과

    기대 결과

    실행을 마칩니다. 종료 코드 0.

    기대 표준 출력
    1. NoBreakOpportunities

    Report a missing greedy completion

    링크
    main.tpzReport a missing greedy completion플레이그라운드 열기 →
    1. import std.typeset as ts
    2. import std.io
    3. let items: Array<ts.Item> = [
    4. ts.Item.BoxItem(ts.Box { unitIndex: 0, text: "a", width: 1pt, trackingAfter: 0pt }),
    5. ts.Item.BoxItem(ts.Box { unitIndex: 1, text: "a", width: 1pt, trackingAfter: 0pt }),
    6. ts.Item.PenaltyItem(ts.Penalty { unitEnd: 1, width: 0pt, rule: ts.BreakRule.Allowed(0), kind: ts.BreakKind.ForcedEnd(), flagged: false })
    7. ]
    8. let input = ts.Paragraph {
    9. grid: ts.DistanceGrid.MilliPoint(),
    10. items: items,
    11. geometry: ts.LineGeometry { bodyTarget: 10pt, firstTarget: 10pt, dropCapSpan: 0, dropCapInset: 0pt },
    12. justification: ts.JustificationPolicy {
    13. mode: ts.JustificationMode.Unjustified(), minGapCount: 0,
    14. minLineWidthRatioM: 0, minFinalLineWidthRatioM: None(),
    15. maxAdjustment: 0pt, maxGapAdjustment: 0pt, maxGapRatioR: 0,
    16. latinSpacing: None(), cjkStretchRatio: 0.0
    17. },
    18. costModel: ts.CostModel.FixedPoint(),
    19. knuthPlass: ts.KnuthPlassPolicy { toleranceR: 100000000, linePenalty: 10, fitnessDemerit: 0, flaggedDemerit: 0, finalFlaggedDemerit: 0 }
    20. }
    21. match (ts.breakParagraph(input)) {
    22. case Err(NoGreedyPlan()) => io.writeLine("NoGreedyPlan")
    23. case _ => io.writeLine("unexpected result")
    24. }
    기대 출력종료 코드 0
    NoGreedyPlan
    
    $ topaz run main.tpz · 대상 제품 5.21.3
    기대 결과

    기대 결과

    실행을 마칩니다. 종료 코드 0.

    기대 표준 출력
    1. NoGreedyPlan

    Report three forced soft hyphens in a row

    링크
    main.tpzReport three forced soft hyphens in a row플레이그라운드 열기 →
    1. import std.typeset as ts
    2. import std.io
    3. let items: Array<ts.Item> = [
    4. ts.Item.BoxItem(ts.Box { unitIndex: 0, text: "a", width: 1pt, trackingAfter: 0pt }),
    5. ts.Item.PenaltyItem(ts.Penalty { unitEnd: 1, width: 0pt, rule: ts.BreakRule.Forced(), kind: ts.BreakKind.LatinSoftHyphen(), flagged: false }),
    6. ts.Item.BoxItem(ts.Box { unitIndex: 1, text: "a", width: 1pt, trackingAfter: 0pt }),
    7. ts.Item.PenaltyItem(ts.Penalty { unitEnd: 2, width: 0pt, rule: ts.BreakRule.Forced(), kind: ts.BreakKind.LatinSoftHyphen(), flagged: false }),
    8. ts.Item.BoxItem(ts.Box { unitIndex: 2, text: "a", width: 1pt, trackingAfter: 0pt }),
    9. ts.Item.PenaltyItem(ts.Penalty { unitEnd: 3, width: 0pt, rule: ts.BreakRule.Forced(), kind: ts.BreakKind.LatinSoftHyphen(), flagged: false })
    10. ]
    11. let input = ts.Paragraph {
    12. grid: ts.DistanceGrid.MilliPoint(),
    13. items: items,
    14. geometry: ts.LineGeometry { bodyTarget: 1pt, firstTarget: 1pt, dropCapSpan: 0, dropCapInset: 0pt },
    15. justification: ts.JustificationPolicy {
    16. mode: ts.JustificationMode.Unjustified(), minGapCount: 0,
    17. minLineWidthRatioM: 0, minFinalLineWidthRatioM: None(),
    18. maxAdjustment: 0pt, maxGapAdjustment: 0pt, maxGapRatioR: 0,
    19. latinSpacing: None(), cjkStretchRatio: 0.0
    20. },
    21. costModel: ts.CostModel.FixedPoint(),
    22. knuthPlass: ts.KnuthPlassPolicy { toleranceR: 100000000, linePenalty: 10, fitnessDemerit: 0, flaggedDemerit: 0, finalFlaggedDemerit: 0 }
    23. }
    24. match (ts.breakParagraph(input)) {
    25. case Err(NoPlan()) => io.writeLine("NoPlan")
    26. case _ => io.writeLine("unexpected result")
    27. }
    기대 출력종료 코드 0
    NoPlan
    
    $ topaz run main.tpz · 대상 제품 5.21.3
    기대 결과

    기대 결과

    실행을 마칩니다. 종료 코드 0.

    기대 표준 출력
    1. NoPlan

    Distinguish invalid data from unavailable plans

    링크
    규칙topaz.stdlib.contract.typeset-errors.rule

    Distinguish invalid data from unavailable plans

    TypesetError values are returned in Err by the typesetting operations that declare them. InvalidInput carries explanatory text for invalid measured data or boundary structure. InvalidPolicy carries explanatory text for an invalid algorithm configuration.

    The string payload describes a cause. Programs distinguish failure categories by matching the variant rather than comparing library message text. Constructing an error value directly preserves its supplied string.

    NoBreakOpportunities means a nonempty paragraph has no selectable penalty candidate after validation and filtering. It does not mean that the selected cost model searched unsuccessfully.

    NoGreedyPlan means a validated paragraph has selectable candidates but its deterministic greedy baseline cannot reach the final unit. NoPlan means that baseline completed but the selected optimization search found no permitted complete plan.

    A successful empty paragraph has two empty plans and zero candidates under the paragraph contract. It is not a missing-opportunity failure.

    breakParagraph validates policy configuration before measured items. It then checks candidates, builds the greedy plan, and searches for an optimized plan in that order. The first failing stage determines the returned variant.

    The policy stages check geometry, the cost model and grid combination, justification settings, and KnuthPlass settings. Item validation follows source encounter order and checks collected penalty endpoints after the measured units.

    classifyBreaks applies its input and break-policy validation rules. The shared error variants do not impose paragraph validation order on break classification.

    An Err contains no partial ParagraphResult and does not mutate the supplied input. Previously completed argument effects remain completed. A failure while evaluating an argument keeps its ordinary language diagnostic and prevents the typesetting call.

    이유

    Applications can repair malformed data, choose another policy, or report the absence of a plan when these outcomes stay distinct. Named variants provide that decision without relying on diagnostic wording or silently substituting a different algorithm.

    Preserve explanatory error payloads

    링크
    main.tpzPreserve explanatory error payloads플레이그라운드 열기 →
    1. import std.typeset as ts
    2. import std.io
    3. let failures: Array<ts.TypesetError> = [
    4. ts.TypesetError.InvalidInput("measured unit"),
    5. ts.TypesetError.InvalidPolicy("line target")
    6. ]
    7. for failure in (failures) {
    8. match (failure) {
    9. case InvalidInput(message) => io.writeLine("input {message}")
    10. case InvalidPolicy(message) => io.writeLine("policy {message}")
    11. case _ => io.writeLine("unexpected variant")
    12. }
    13. }
    기대 출력종료 코드 0
    input measured unit
    policy line target
    
    $ topaz run main.tpz · 대상 제품 5.21.3
    기대 결과

    기대 결과

    실행을 마칩니다. 종료 코드 0.

    기대 표준 출력
    1. input measured unit
    2. policy line target

    Report an invalid paragraph policy before an invalid unit index

    링크
    main.tpzReport an invalid paragraph policy before an invalid unit index플레이그라운드 열기 →
    1. import std.typeset as ts
    2. import std.io
    3. let items: Array<ts.Item> = [
    4. ts.Item.BoxItem(ts.Box { unitIndex: 1, text: "a", width: 1pt, trackingAfter: 0pt }),
    5. ts.Item.PenaltyItem(ts.Penalty { unitEnd: 1, width: 0pt, rule: ts.BreakRule.Forced(), kind: ts.BreakKind.ForcedEnd(), flagged: false })
    6. ]
    7. let input = ts.Paragraph {
    8. grid: ts.DistanceGrid.MilliPoint(),
    9. items: items,
    10. geometry: ts.LineGeometry { bodyTarget: 0pt, firstTarget: 0pt, dropCapSpan: 0, dropCapInset: 0pt },
    11. justification: ts.JustificationPolicy {
    12. mode: ts.JustificationMode.Unjustified(), minGapCount: 0,
    13. minLineWidthRatioM: 0, minFinalLineWidthRatioM: None(),
    14. maxAdjustment: 0pt, maxGapAdjustment: 0pt, maxGapRatioR: 0,
    15. latinSpacing: None(), cjkStretchRatio: 0.0
    16. },
    17. costModel: ts.CostModel.FixedPoint(),
    18. knuthPlass: ts.KnuthPlassPolicy { toleranceR: 100000000, linePenalty: 10, fitnessDemerit: 0, flaggedDemerit: 0, finalFlaggedDemerit: 0 }
    19. }
    20. match (ts.breakParagraph(input)) {
    21. case Err(InvalidPolicy(_)) => io.writeLine("InvalidPolicy")
    22. case _ => io.writeLine("unexpected result")
    23. }
    기대 출력종료 코드 0
    InvalidPolicy
    
    $ topaz run main.tpz · 대상 제품 5.21.3
    기대 결과

    기대 결과

    실행을 마칩니다. 종료 코드 0.

    기대 표준 출력
    1. InvalidPolicy

    메뉴

    다운로드 →