{
  "after": {
    "file": {
      "name": "after.pptx",
      "sha256": "3ca4cbaaa819cd0191f7f392ab6d193920638e1a561b5dad067709486355e651",
      "slides": 9
    },
    "profile": "ai-generated",
    "renderer": {
      "detail": "",
      "requested": "wireframe",
      "status": "ok",
      "used": "wireframe"
    },
    "sourceSchema": "pptlint-report/v2"
  },
  "agentSummary": "比较门禁通过；总分从 83 变为 100（变化 +17）；已解决 103 项，持续存在 21 项，新增 3 项。",
  "before": {
    "file": {
      "name": "before.pptx",
      "sha256": "ae222237daff012bc819cb03b2541650dd3d25b57d38ed27695f0a1d2f0cec8f",
      "slides": 9
    },
    "profile": "ai-generated",
    "renderer": {
      "detail": "",
      "requested": "wireframe",
      "status": "ok",
      "used": "wireframe"
    },
    "sourceSchema": "pptlint-report/v2"
  },
  "gate": {
    "failureReasons": [],
    "passed": true,
    "threshold": "high"
  },
  "new": [
    {
      "bbox": {
        "h": 0.053333,
        "w": 0.09,
        "x": 0.455,
        "y": 0.552222
      },
      "category": "readability",
      "confidence": "low",
      "evidence": "TextBox 39 overlaps TextBox 40; smaller-box overlap=27.1%",
      "id": "readability.text-overlap:s3-41/40:12b82820d7",
      "message": "页面中有文字区域可能互相遮挡。",
      "remediation": "Separate or resize the text boxes, then inspect the slide at presentation size.",
      "rule_id": "readability.text-overlap",
      "severity": "high",
      "shape_id": "41/40",
      "slide_index": 3
    },
    {
      "bbox": {
        "h": 0.053333,
        "w": 0.247406,
        "x": 0.066875,
        "y": 0.402222
      },
      "category": "readability",
      "confidence": "low",
      "evidence": "TextBox 9 overlaps TextBox 10; smaller-box overlap=27.1%",
      "id": "readability.text-overlap:s9-19/10:a572a23ade",
      "message": "页面中有文字区域可能互相遮挡。",
      "remediation": "Separate or resize the text boxes, then inspect the slide at presentation size.",
      "rule_id": "readability.text-overlap",
      "severity": "high",
      "shape_id": "19/10",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.053333,
        "w": 0.235547,
        "x": 0.066875,
        "y": 0.593889
      },
      "category": "readability",
      "confidence": "low",
      "evidence": "TextBox 13 overlaps TextBox 14; smaller-box overlap=27.1%",
      "id": "readability.text-overlap:s9-19/14:c85bb59154",
      "message": "页面中有文字区域可能互相遮挡。",
      "remediation": "Separate or resize the text boxes, then inspect the slide at presentation size.",
      "rule_id": "readability.text-overlap",
      "severity": "high",
      "shape_id": "19/14",
      "slide_index": 9
    }
  ],
  "persistent": [
    {
      "after": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '7/3', '10/8', '7/6', '7/4', '7/5', '13/11', '13/12', '19/14', '19/15', '19/16', '19/17', '19/18', '10/9']; z-order=['2', '7/3', '7/4', '7/5', '7/6', '10/8', '10/9', '13/11', '13/12', '19/14', '19/15', '19/16', '19/17', '19/18']",
        "id": "accessibility.reading-order-risk:s1-deck:57b7eb77f8",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 1
      },
      "before": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '7/3', '10/8', '7/6', '7/4', '7/5', '14/11', '14/12', '14/13', '20/15', '20/16', '20/17', '20/18', '20/19', '10/9']; z-order=['2', '7/3', '7/4', '7/5', '7/6', '10/8', '10/9', '14/11', '14/12', '14/13', '20/15', '20/16', '20/17', '20/18', '20/19']",
        "id": "accessibility.reading-order-risk:s1-deck:338cf6f423",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 1
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '11/7', '33/17/13', '33/22/18', '33/27/23', '33/32/28', '33/17/14', '33/22/19', '33/27/24', '33/32/29', '11/8', '33/12', '33/17/15', '33/22/20', '33/27/25', '33/32/30', '33/17/16', '33/22/21', '33/27/26', '33/32/31', '11/9', '11/10', '40/34', '40/38', '40/37/35', '40/39', '40/37/36', '43/41', '43/42']; z-order=['2', '6/3', '6/4', '6/5', '11/7', '11/8', '11/9', '11/10', '33/12', '33/17/13', '33/17/14', '33/17/15', '33/17/16', '33/22/18', '33/22/19', '33/22/20', '33/22/21', '33/27/23', '33/27/24', '33/27/25', '33/27/26', '33/32/28', '33/32/29', '33/32/30', '33/32/31', '40/34', '40/37/35', '40/37/36', '40/38', '40/39', '43/41', '43/42']",
        "id": "accessibility.reading-order-risk:s2-deck:557adddb19",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 2
      },
      "before": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '11/7', '33/17/13', '33/22/18', '33/27/23', '33/32/28', '33/17/14', '33/22/19', '33/27/24', '33/32/29', '11/8', '33/12', '33/17/15', '33/22/20', '33/27/25', '33/32/30', '33/17/16', '33/22/21', '33/27/26', '33/32/31', '11/9', '11/10', '40/34', '40/38', '40/37/35', '40/37/36', '40/39', '43/41', '43/42']; z-order=['2', '6/3', '6/4', '6/5', '11/7', '11/8', '11/9', '11/10', '33/12', '33/17/13', '33/17/14', '33/17/15', '33/17/16', '33/22/18', '33/22/19', '33/22/20', '33/22/21', '33/27/23', '33/27/24', '33/27/25', '33/27/26', '33/32/28', '33/32/29', '33/32/30', '33/32/31', '40/34', '40/37/35', '40/37/36', '40/38', '40/39', '43/41', '43/42']",
        "id": "accessibility.reading-order-risk:s2-deck:f3b2b6038e",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 2
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '20/7', '35/21', '20/12/9', '20/12/8', '20/13', '35/28', '35/27/22', '35/27/24', '35/27/26', '20/12/11', '20/12/10', '35/27/23', '35/27/25', '20/14', '35/29', '41/36', '41/38', '41/39', '20/15', '35/30', '41/40', '20/16', '35/31', '20/17', '35/32', '41/37', '20/18', '35/33', '20/19', '35/34', '42']; z-order=['2', '6/3', '6/4', '6/5', '20/7', '20/12/8', '20/12/9', '20/12/10', '20/12/11', '20/13', '20/14', '20/15', '20/16', '20/17', '20/18', '20/19', '35/21', '35/27/22', '35/27/23', '35/27/24', '35/27/25', '35/27/26', '35/28', '35/29', '35/30', '35/31', '35/32', '35/33', '35/34', '41/36', '41/37', '41/38', '41/39', '41/40', '42']",
        "id": "accessibility.reading-order-risk:s3-deck:42d38568d9",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 3
      },
      "before": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '20/7', '35/21', '20/12/9', '20/12/8', '20/13', '35/28', '35/27/22', '35/27/24', '35/27/26', '20/12/11', '20/12/10', '35/27/23', '35/27/25', '20/14', '35/29', '41/36', '41/38', '20/15', '35/30', '41/39', '20/16', '35/31', '41/40', '20/17', '35/32', '41/37', '20/18', '35/33', '20/19', '35/34', '44/42', '44/43']; z-order=['2', '6/3', '6/4', '6/5', '20/7', '20/12/8', '20/12/9', '20/12/10', '20/12/11', '20/13', '20/14', '20/15', '20/16', '20/17', '20/18', '20/19', '35/21', '35/27/22', '35/27/23', '35/27/24', '35/27/25', '35/27/26', '35/28', '35/29', '35/30', '35/31', '35/32', '35/33', '35/34', '41/36', '41/37', '41/38', '41/39', '41/40', '44/42', '44/43']",
        "id": "accessibility.reading-order-risk:s3-deck:8edae3cf46",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 3
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '47/13/9', '47/23/14', '47/28/24', '47/35/29', '47/46/36', '47/46/43/40', '47/35/32/30', '47/23/20/15', '47/23/20/17', '47/46/43/37', '47/46/43/39', '47/13/10', '47/28/25', '47/46/43/41', '47/7', '47/23/20/19', '47/35/32/31', '47/46/43/42', '47/46/43/38', '47/23/20/16', '47/23/20/18', '47/13/11', '47/23/21', '47/28/26', '47/35/33', '47/46/44', '47/13/12', '47/23/22', '47/28/27', '47/35/34', '47/46/45', '47/8', '51/48', '51/49', '51/50', '54/52', '54/53']; z-order=['2', '6/3', '6/4', '6/5', '47/7', '47/8', '47/13/9', '47/13/10', '47/13/11', '47/13/12', '47/23/14', '47/23/20/15', '47/23/20/16', '47/23/20/17', '47/23/20/18', '47/23/20/19', '47/23/21', '47/23/22', '47/28/24', '47/28/25', '47/28/26', '47/28/27', '47/35/29', '47/35/32/30', '47/35/32/31', '47/35/33', '47/35/34', '47/46/36', '47/46/43/37', '47/46/43/38', '47/46/43/39', '47/46/43/40', '47/46/43/41', '47/46/43/42', '47/46/44', '47/46/45', '51/48', '51/49', '51/50', '54/52', '54/53']",
        "id": "accessibility.reading-order-risk:s4-deck:989abdbec4",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 4
      },
      "before": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '47/13/9', '47/23/14', '47/28/24', '47/35/29', '47/46/36', '47/46/43/40', '47/35/32/30', '47/23/20/15', '47/23/20/17', '47/46/43/37', '47/46/43/39', '47/13/10', '47/28/25', '47/46/43/41', '47/7', '47/23/20/19', '47/35/32/31', '47/46/43/42', '47/46/43/38', '47/23/20/16', '47/23/20/18', '47/13/11', '47/23/21', '47/28/26', '47/35/33', '47/46/44', '47/13/12', '47/23/22', '47/28/27', '47/35/34', '47/46/45', '47/8', '51/48', '51/49', '51/50', '54/52', '54/53']; z-order=['2', '6/3', '6/4', '6/5', '47/7', '47/8', '47/13/9', '47/13/10', '47/13/11', '47/13/12', '47/23/14', '47/23/20/15', '47/23/20/16', '47/23/20/17', '47/23/20/18', '47/23/20/19', '47/23/21', '47/23/22', '47/28/24', '47/28/25', '47/28/26', '47/28/27', '47/35/29', '47/35/32/30', '47/35/32/31', '47/35/33', '47/35/34', '47/46/36', '47/46/43/37', '47/46/43/38', '47/46/43/39', '47/46/43/40', '47/46/43/41', '47/46/43/42', '47/46/44', '47/46/45', '51/48', '51/49', '51/50', '54/52', '54/53']",
        "id": "accessibility.reading-order-risk:s4-deck:989abdbec4",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 4
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '44/31/28', '6/5', '44/27/24', '44/31/29', '44/27/25', '56/45', '44/31/30', '44/27/26', '44/8', '44/23/12', '56/49/46', '44/7', '56/49/47', '56/49/48', '44/23/20/13', '44/23/20/15', '44/23/20/17', '44/23/20/18', '44/23/20/16', '56/50', '44/23/20/19', '44/23/20/14', '44/23/21', '44/11', '44/9', '44/10', '44/35/32', '56/51', '44/23/22', '44/35/33', '56/52', '44/35/34', '56/53', '44/43/40', '56/54', '44/43/41', '44/39/36', '56/55', '44/43/42', '44/39/37', '44/39/38', '58/57', '59']; z-order=['2', '6/3', '6/4', '6/5', '44/7', '44/8', '44/9', '44/10', '44/11', '44/23/12', '44/23/20/13', '44/23/20/14', '44/23/20/15', '44/23/20/16', '44/23/20/17', '44/23/20/18', '44/23/20/19', '44/23/21', '44/23/22', '44/27/24', '44/27/25', '44/27/26', '44/31/28', '44/31/29', '44/31/30', '44/35/32', '44/35/33', '44/35/34', '44/39/36', '44/39/37', '44/39/38', '44/43/40', '44/43/41', '44/43/42', '56/45', '56/49/46', '56/49/47', '56/49/48', '56/50', '56/51', '56/52', '56/53', '56/54', '56/55', '58/57', '59']",
        "id": "accessibility.reading-order-risk:s5-deck:d617ac8d97",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 5
      },
      "before": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '44/31/28', '6/5', '44/27/24', '44/31/29', '44/27/25', '56/45', '44/31/30', '44/27/26', '44/8', '44/23/12', '56/49/46', '44/7', '56/49/47', '56/49/48', '44/23/20/13', '44/23/20/15', '44/23/20/17', '44/23/20/18', '44/23/20/16', '56/50', '44/23/20/19', '44/23/20/14', '44/23/21', '44/11', '44/9', '44/10', '44/35/32', '56/51', '44/23/22', '44/35/33', '56/52', '44/35/34', '44/43/40', '56/53', '56/54', '44/39/36', '44/43/41', '56/55', '44/43/42', '44/39/37', '44/39/38', '58/57', '61/59', '61/60']; z-order=['2', '6/3', '6/4', '6/5', '44/7', '44/8', '44/9', '44/10', '44/11', '44/23/12', '44/23/20/13', '44/23/20/14', '44/23/20/15', '44/23/20/16', '44/23/20/17', '44/23/20/18', '44/23/20/19', '44/23/21', '44/23/22', '44/27/24', '44/27/25', '44/27/26', '44/31/28', '44/31/29', '44/31/30', '44/35/32', '44/35/33', '44/35/34', '44/39/36', '44/39/37', '44/39/38', '44/43/40', '44/43/41', '44/43/42', '56/45', '56/49/46', '56/49/47', '56/49/48', '56/50', '56/51', '56/52', '56/53', '56/54', '56/55', '58/57', '61/59', '61/60']",
        "id": "accessibility.reading-order-risk:s5-deck:4738b7d282",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 5
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '5/3', '5/4', '27/17', '27/16', '14/6', '27/15', '14/7', '27/18', '14/8', '27/21', '27/20', '14/12/9', '14/12/10', '14/12/11', '27/19', '27/22', '27/25', '27/24', '27/23', '27/26', '14/13', '30/28', '30/29']; z-order=['2', '5/3', '5/4', '14/6', '14/7', '14/8', '14/12/9', '14/12/10', '14/12/11', '14/13', '27/15', '27/16', '27/17', '27/18', '27/19', '27/20', '27/21', '27/22', '27/23', '27/24', '27/25', '27/26', '30/28', '30/29']",
        "id": "accessibility.reading-order-risk:s6-deck:64c9e5cde6",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 6
      },
      "before": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '5/3', '5/4', '27/17', '27/16', '14/6', '27/15', '14/7', '27/18', '14/8', '27/21', '27/20', '14/12/9', '14/12/10', '14/12/11', '27/19', '27/22', '27/25', '27/24', '27/23', '27/26', '14/13', '30/28', '30/29']; z-order=['2', '5/3', '5/4', '14/6', '14/7', '14/8', '14/12/9', '14/12/10', '14/12/11', '14/13', '27/15', '27/16', '27/17', '27/18', '27/19', '27/20', '27/21', '27/22', '27/23', '27/24', '27/25', '27/26', '30/28', '30/29']",
        "id": "accessibility.reading-order-risk:s6-deck:64c9e5cde6",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 6
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '13/7', '13/9', '13/11', '13/8', '13/10', '13/12', '45/14', '61/46', '45/17', '45/18', '45/15', '45/16', '61/53/50', '61/53/47', '61/53/49', '61/53/51', '45/23/19', '45/23/21', '45/23/22', '61/53/52', '61/53/48', '45/23/20', '45/28/24', '61/54', '45/28/26', '45/28/27', '45/28/25', '61/55', '45/33/29', '45/33/31', '45/33/32', '45/33/30', '61/56', '45/38/34', '45/38/36', '45/38/37', '45/38/35', '61/57', '45/43/39', '61/58', '45/43/41', '45/43/42', '45/43/40', '45/44', '61/59', '61/60', '64/62', '64/63']; z-order=['2', '6/3', '6/4', '6/5', '13/7', '13/8', '13/9', '13/10', '13/11', '13/12', '45/14', '45/15', '45/16', '45/17', '45/18', '45/23/19', '45/23/20', '45/23/21', '45/23/22', '45/28/24', '45/28/25', '45/28/26', '45/28/27', '45/33/29', '45/33/30', '45/33/31', '45/33/32', '45/38/34', '45/38/35', '45/38/36', '45/38/37', '45/43/39', '45/43/40', '45/43/41', '45/43/42', '45/44', '61/46', '61/53/47', '61/53/48', '61/53/49', '61/53/50', '61/53/51', '61/53/52', '61/54', '61/55', '61/56', '61/57', '61/58', '61/59', '61/60', '64/62', '64/63']",
        "id": "accessibility.reading-order-risk:s7-deck:84007b55a7",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 7
      },
      "before": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '13/7', '13/9', '13/11', '13/8', '13/10', '13/12', '45/14', '59/46', '45/17', '45/18', '45/15', '45/16', '59/53/50', '59/53/47', '59/53/49', '59/53/51', '45/23/19', '45/23/21', '45/23/22', '59/53/52', '59/53/48', '45/23/20', '45/28/24', '59/54', '45/28/26', '45/28/27', '45/28/25', '59/55', '45/33/29', '45/33/31', '45/33/32', '45/33/30', '59/56', '45/38/34', '45/38/36', '45/38/37', '45/38/35', '59/57', '45/43/39', '45/43/41', '45/43/42', '59/58', '45/43/40', '45/44', '62/60', '62/61']; z-order=['2', '6/3', '6/4', '6/5', '13/7', '13/8', '13/9', '13/10', '13/11', '13/12', '45/14', '45/15', '45/16', '45/17', '45/18', '45/23/19', '45/23/20', '45/23/21', '45/23/22', '45/28/24', '45/28/25', '45/28/26', '45/28/27', '45/33/29', '45/33/30', '45/33/31', '45/33/32', '45/38/34', '45/38/35', '45/38/36', '45/38/37', '45/43/39', '45/43/40', '45/43/41', '45/43/42', '45/44', '59/46', '59/53/47', '59/53/48', '59/53/49', '59/53/50', '59/53/51', '59/53/52', '59/54', '59/55', '59/56', '59/57', '59/58', '62/60', '62/61']",
        "id": "accessibility.reading-order-risk:s7-deck:afb9692db3",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 7
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '22/17', '16/11/8', '16/11/7', '33/29/24', '33/29/26', '33/29/28', '16/11/10', '16/11/9', '33/29/25', '33/29/27', '22/18', '16/12', '33/30', '22/19', '16/13', '33/31', '16/15', '33/23', '22/20', '16/14', '33/32', '22/21', '37/34', '37/35', '37/36', '40/38', '40/39']; z-order=['2', '6/3', '6/4', '6/5', '16/11/7', '16/11/8', '16/11/9', '16/11/10', '16/12', '16/13', '16/14', '16/15', '22/17', '22/18', '22/19', '22/20', '22/21', '33/23', '33/29/24', '33/29/25', '33/29/26', '33/29/27', '33/29/28', '33/30', '33/31', '33/32', '37/34', '37/35', '37/36', '40/38', '40/39']",
        "id": "accessibility.reading-order-risk:s8-deck:581a60db54",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 8
      },
      "before": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '22/17', '16/11/8', '16/11/7', '33/29/24', '33/29/26', '33/29/28', '16/11/10', '16/11/9', '33/29/25', '33/29/27', '22/18', '16/12', '33/30', '22/19', '16/13', '33/31', '16/15', '33/23', '22/20', '16/14', '33/32', '22/21', '37/34', '37/35', '37/36', '40/38', '40/39']; z-order=['2', '6/3', '6/4', '6/5', '16/11/7', '16/11/8', '16/11/9', '16/11/10', '16/12', '16/13', '16/14', '16/15', '22/17', '22/18', '22/19', '22/20', '22/21', '33/23', '33/29/24', '33/29/25', '33/29/26', '33/29/27', '33/29/28', '33/30', '33/31', '33/32', '37/34', '37/35', '37/36', '40/38', '40/39']",
        "id": "accessibility.reading-order-risk:s8-deck:581a60db54",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 8
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '19/7', '39/20', '19/8', '19/9', '39/24', '39/23/21', '39/23/22', '19/10', '39/28', '39/27/25', '19/11', '39/27/26', '19/12', '39/32', '39/31/29', '19/13', '39/31/30', '19/14', '39/36', '39/35/33', '39/35/34', '19/15', '19/16', '39/37', '19/17', '39/38', '19/18', '43/40', '43/41', '43/42']; z-order=['2', '6/3', '6/4', '6/5', '19/7', '19/8', '19/9', '19/10', '19/11', '19/12', '19/13', '19/14', '19/15', '19/16', '19/17', '19/18', '39/20', '39/23/21', '39/23/22', '39/24', '39/27/25', '39/27/26', '39/28', '39/31/29', '39/31/30', '39/32', '39/35/33', '39/35/34', '39/36', '39/37', '39/38', '43/40', '43/41', '43/42']",
        "id": "accessibility.reading-order-risk:s9-deck:f3bd542c5f",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 9
      },
      "before": {
        "bbox": null,
        "category": "accessibility",
        "confidence": "low",
        "evidence": "visual=['2', '6/3', '6/4', '6/5', '19/7', '39/20', '19/8', '19/9', '39/24', '39/23/21', '39/23/22', '19/10', '39/28', '39/27/25', '19/11', '39/27/26', '19/12', '39/32', '39/31/29', '39/31/30', '19/13', '19/14', '39/36', '39/35/33', '39/35/34', '19/15', '19/16', '39/37', '19/17', '39/38', '19/18', '43/40', '43/41', '43/42']; z-order=['2', '6/3', '6/4', '6/5', '19/7', '19/8', '19/9', '19/10', '19/11', '19/12', '19/13', '19/14', '19/15', '19/16', '19/17', '19/18', '39/20', '39/23/21', '39/23/22', '39/24', '39/27/25', '39/27/26', '39/28', '39/31/29', '39/31/30', '39/32', '39/35/33', '39/35/34', '39/36', '39/37', '39/38', '43/40', '43/41', '43/42']",
        "id": "accessibility.reading-order-risk:s9-deck:cecafa7c9b",
        "message": "对象顺序可能不符合自然阅读顺序。",
        "remediation": "Review the Selection Pane reading order for screen readers.",
        "rule_id": "accessibility.reading-order-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 9
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 1 contains 205 note characters",
        "id": "privacy.speaker-notes:s1-deck:99e0bf1abe",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 1
      },
      "before": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 1 contains 205 note characters",
        "id": "privacy.speaker-notes:s1-deck:99e0bf1abe",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 1
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 2 contains 172 note characters",
        "id": "privacy.speaker-notes:s2-deck:ce057a0cf4",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 2
      },
      "before": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 2 contains 172 note characters",
        "id": "privacy.speaker-notes:s2-deck:ce057a0cf4",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 2
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 3 contains 206 note characters",
        "id": "privacy.speaker-notes:s3-deck:c83da014ed",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 3
      },
      "before": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 3 contains 206 note characters",
        "id": "privacy.speaker-notes:s3-deck:c83da014ed",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 3
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 4 contains 248 note characters",
        "id": "privacy.speaker-notes:s4-deck:68fbbd33ee",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 4
      },
      "before": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 4 contains 248 note characters",
        "id": "privacy.speaker-notes:s4-deck:68fbbd33ee",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 4
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 5 contains 216 note characters",
        "id": "privacy.speaker-notes:s5-deck:91cb07be4e",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 5
      },
      "before": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 5 contains 216 note characters",
        "id": "privacy.speaker-notes:s5-deck:91cb07be4e",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 5
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 6 contains 192 note characters",
        "id": "privacy.speaker-notes:s6-deck:ba94274b8e",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 6
      },
      "before": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 6 contains 192 note characters",
        "id": "privacy.speaker-notes:s6-deck:ba94274b8e",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 6
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 7 contains 223 note characters",
        "id": "privacy.speaker-notes:s7-deck:72ca5813c6",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 7
      },
      "before": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 7 contains 223 note characters",
        "id": "privacy.speaker-notes:s7-deck:72ca5813c6",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 7
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 8 contains 202 note characters",
        "id": "privacy.speaker-notes:s8-deck:770c2d4b29",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 8
      },
      "before": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 8 contains 202 note characters",
        "id": "privacy.speaker-notes:s8-deck:770c2d4b29",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 8
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 9 contains 207 note characters",
        "id": "privacy.speaker-notes:s9-deck:64f126f8c1",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 9
      },
      "before": {
        "bbox": null,
        "category": "privacy",
        "confidence": "high",
        "evidence": "Slide 9 contains 207 note characters",
        "id": "privacy.speaker-notes:s9-deck:64f126f8c1",
        "message": "页面中仍保留讲者备注。",
        "remediation": "Review speaker notes and remove information that should not be shared.",
        "rule_id": "privacy.speaker-notes",
        "severity": "medium",
        "shape_id": null,
        "slide_index": 9
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "readability",
        "confidence": "low",
        "evidence": "font=Consolas; explicit declarations=70",
        "id": "readability.font-portability-risk:s0-deck:78a53550da",
        "message": "所用字体在其他电脑上可能被替换。",
        "remediation": "Confirm the font on the delivery computer, embed it when licensing permits, or use an approved portable font.",
        "rule_id": "readability.font-portability-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": null
      },
      "before": {
        "bbox": null,
        "category": "readability",
        "confidence": "low",
        "evidence": "font=Consolas; explicit declarations=70",
        "id": "readability.font-portability-risk:s0-deck:78a53550da",
        "message": "所用字体在其他电脑上可能被替换。",
        "remediation": "Confirm the font on the delivery computer, embed it when licensing permits, or use an approved portable font.",
        "rule_id": "readability.font-portability-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": null
      }
    },
    {
      "after": {
        "bbox": null,
        "category": "readability",
        "confidence": "low",
        "evidence": "animation slides=9; transition slides=9",
        "id": "readability.motion-portability-risk:s0-deck:1a6b83d00c",
        "message": "动画或转场在其他环境中可能发生变化。",
        "remediation": "Rehearse the delivery copy in the actual presentation app and keep a static fallback.",
        "rule_id": "readability.motion-portability-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": null
      },
      "before": {
        "bbox": null,
        "category": "readability",
        "confidence": "low",
        "evidence": "animation slides=9; transition slides=9",
        "id": "readability.motion-portability-risk:s0-deck:1a6b83d00c",
        "message": "动画或转场在其他环境中可能发生变化。",
        "remediation": "Rehearse the delivery copy in the actual presentation app and keep a static fallback.",
        "rule_id": "readability.motion-portability-risk",
        "severity": "medium",
        "shape_id": null,
        "slide_index": null
      }
    },
    {
      "after": {
        "bbox": {
          "h": 0.053333,
          "w": 0.057656,
          "x": 0.375859,
          "y": 0.527222
        },
        "category": "readability",
        "confidence": "low",
        "evidence": "TextBox 21 overlaps TextBox 22; smaller-box overlap=32.3%",
        "id": "readability.text-overlap:s5-44/23/22:e44202e7d6",
        "message": "页面中有文字区域可能互相遮挡。",
        "remediation": "Separate or resize the text boxes, then inspect the slide at presentation size.",
        "rule_id": "readability.text-overlap",
        "severity": "high",
        "shape_id": "44/23/22",
        "slide_index": 5
      },
      "before": {
        "bbox": {
          "h": 0.04,
          "w": 0.043242,
          "x": 0.383066,
          "y": 0.534306
        },
        "category": "readability",
        "confidence": "low",
        "evidence": "TextBox 21 overlaps TextBox 22; smaller-box overlap=25.3%",
        "id": "readability.text-overlap:s5-44/23/22:ef075a8d7a",
        "message": "页面中有文字区域可能互相遮挡。",
        "remediation": "Separate or resize the text boxes, then inspect the slide at presentation size.",
        "rule_id": "readability.text-overlap",
        "severity": "high",
        "shape_id": "44/23/22",
        "slide_index": 5
      }
    }
  ],
  "resolved": [
    {
      "bbox": null,
      "category": "accessibility",
      "confidence": "high",
      "evidence": "Slide 1 has no title or centered-title placeholder text",
      "id": "accessibility.missing-title:s1-deck:77588f6fee",
      "message": "页面缺少可识别的标题。",
      "remediation": "Add a unique slide title using the title placeholder.",
      "rule_id": "accessibility.missing-title",
      "severity": "medium",
      "shape_id": null,
      "slide_index": 1
    },
    {
      "bbox": null,
      "category": "integrity",
      "confidence": "high",
      "evidence": "ppt/notesSlides/notesSlide1.xml#rId1 -> ppt/notesMasters/notesMaster1.xml",
      "id": "integrity.notes-relationship:s0-deck:db8c6c6ebb",
      "message": "讲者备注关系不完整。",
      "remediation": "Open the notes view, confirm notes still work, and recreate the notes master if needed.",
      "rule_id": "integrity.notes-relationship",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": null,
      "category": "integrity",
      "confidence": "high",
      "evidence": "ppt/notesSlides/notesSlide2.xml#rId1 -> ppt/notesMasters/notesMaster1.xml",
      "id": "integrity.notes-relationship:s0-deck:bab2d88dc5",
      "message": "讲者备注关系不完整。",
      "remediation": "Open the notes view, confirm notes still work, and recreate the notes master if needed.",
      "rule_id": "integrity.notes-relationship",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": null,
      "category": "integrity",
      "confidence": "high",
      "evidence": "ppt/notesSlides/notesSlide3.xml#rId1 -> ppt/notesMasters/notesMaster1.xml",
      "id": "integrity.notes-relationship:s0-deck:912cea900d",
      "message": "讲者备注关系不完整。",
      "remediation": "Open the notes view, confirm notes still work, and recreate the notes master if needed.",
      "rule_id": "integrity.notes-relationship",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": null,
      "category": "integrity",
      "confidence": "high",
      "evidence": "ppt/notesSlides/notesSlide4.xml#rId1 -> ppt/notesMasters/notesMaster1.xml",
      "id": "integrity.notes-relationship:s0-deck:ce19c02be6",
      "message": "讲者备注关系不完整。",
      "remediation": "Open the notes view, confirm notes still work, and recreate the notes master if needed.",
      "rule_id": "integrity.notes-relationship",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": null,
      "category": "integrity",
      "confidence": "high",
      "evidence": "ppt/notesSlides/notesSlide5.xml#rId1 -> ppt/notesMasters/notesMaster1.xml",
      "id": "integrity.notes-relationship:s0-deck:c18ac7ce77",
      "message": "讲者备注关系不完整。",
      "remediation": "Open the notes view, confirm notes still work, and recreate the notes master if needed.",
      "rule_id": "integrity.notes-relationship",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": null,
      "category": "integrity",
      "confidence": "high",
      "evidence": "ppt/notesSlides/notesSlide6.xml#rId1 -> ppt/notesMasters/notesMaster1.xml",
      "id": "integrity.notes-relationship:s0-deck:0b5a577594",
      "message": "讲者备注关系不完整。",
      "remediation": "Open the notes view, confirm notes still work, and recreate the notes master if needed.",
      "rule_id": "integrity.notes-relationship",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": null,
      "category": "integrity",
      "confidence": "high",
      "evidence": "ppt/notesSlides/notesSlide7.xml#rId1 -> ppt/notesMasters/notesMaster1.xml",
      "id": "integrity.notes-relationship:s0-deck:af1e446c35",
      "message": "讲者备注关系不完整。",
      "remediation": "Open the notes view, confirm notes still work, and recreate the notes master if needed.",
      "rule_id": "integrity.notes-relationship",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": null,
      "category": "integrity",
      "confidence": "high",
      "evidence": "ppt/notesSlides/notesSlide8.xml#rId1 -> ppt/notesMasters/notesMaster1.xml",
      "id": "integrity.notes-relationship:s0-deck:9cfaf85473",
      "message": "讲者备注关系不完整。",
      "remediation": "Open the notes view, confirm notes still work, and recreate the notes master if needed.",
      "rule_id": "integrity.notes-relationship",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": null,
      "category": "integrity",
      "confidence": "high",
      "evidence": "ppt/notesSlides/notesSlide9.xml#rId1 -> ppt/notesMasters/notesMaster1.xml",
      "id": "integrity.notes-relationship:s0-deck:4a17bab716",
      "message": "讲者备注关系不完整。",
      "remediation": "Open the notes view, confirm notes still work, and recreate the notes master if needed.",
      "rule_id": "integrity.notes-relationship",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": null,
      "category": "privacy",
      "confidence": "high",
      "evidence": "lastModifiedBy=Steve Canny",
      "id": "privacy.personal-metadata:s0-deck:fe9aa1b091",
      "message": "文件中仍保留作者或编辑者信息。",
      "remediation": "Remove personal document properties before external delivery.",
      "rule_id": "privacy.personal-metadata",
      "severity": "medium",
      "shape_id": null,
      "slide_index": null
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.162429,
        "x": 0.042344,
        "y": 0.092639
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 8: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s1-10/8:0e58fb92bb",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "10/8",
      "slide_index": 1
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.083672,
        "x": 0.042344,
        "y": 0.864861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 9: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s1-10/9:7b61b741aa",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "10/9",
      "slide_index": 1
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.231645,
        "x": 0.334531,
        "y": 0.809306
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 19: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s1-20/19:d124c78be7",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "20/19",
      "slide_index": 1
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.050613,
        "x": 0.042656,
        "y": 0.077917
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 3: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s2-6/3:4e3f63a12d",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "6/3",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.195891,
        "x": 0.042656,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 41: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s2-43/41:8a89434701",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "43/41",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.0675,
        "x": 0.397031,
        "y": 0.498195
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 16: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s2-33/17/16:f32fa6b03a",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "33/17/16",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.007907,
        "x": 0.417922,
        "y": 0.374583
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 14: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s2-33/17/14:cb7f8c4aff",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "33/17/14",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.293906,
        "x": 0.482969,
        "y": 0.739861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 39: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s2-40/39:04fba98df9",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "40/39",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.0675,
        "x": 0.518906,
        "y": 0.498195
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 21: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s2-33/22/21:80209c8248",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "33/22/21",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.012152,
        "x": 0.540799,
        "y": 0.374583
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 19: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s2-33/22/19:669002719e",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "33/22/19",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.0675,
        "x": 0.643906,
        "y": 0.498195
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 26: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s2-33/27/26:2e4aba8c80",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "33/27/26",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.012152,
        "x": 0.665799,
        "y": 0.374583
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 24: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s2-33/27/24:2cdd37e2da",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "33/27/24",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.0675,
        "x": 0.768906,
        "y": 0.498195
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 31: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s2-33/32/31:190eb8c91d",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "33/32/31",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.012152,
        "x": 0.790799,
        "y": 0.374583
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 29: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s2-33/32/29:cd43f1df8d",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "33/32/29",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.016023,
        "x": 0.94132,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 42: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s2-43/42:27cfa90913",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "43/42",
      "slide_index": 2
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.139918,
        "x": 0.042656,
        "y": 0.077917
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 3: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s3-6/3:0f3e5cb62f",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "6/3",
      "slide_index": 3
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.199035,
        "x": 0.042656,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 42: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s3-44/42:9d019d2831",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "44/42",
      "slide_index": 3
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.196875,
        "x": 0.070469,
        "y": 0.764861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 19: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s3-20/19:4b738043ff",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "20/19",
      "slide_index": 3
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.096205,
        "x": 0.451897,
        "y": 0.520417
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 39: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s3-41/39:dd892b8adb",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "41/39",
      "slide_index": 3
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.0675,
        "x": 0.46625,
        "y": 0.559306
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 40: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s3-41/40:1e4748116c",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "41/40",
      "slide_index": 3
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.196875,
        "x": 0.625156,
        "y": 0.764861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 34: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s3-35/34:4fe6904443",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "35/34",
      "slide_index": 3
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.016023,
        "x": 0.94132,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 43: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s3-44/43:a6b57b0ee3",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "44/43",
      "slide_index": 3
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.106586,
        "x": 0.042656,
        "y": 0.077917
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 3: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s4-6/3:62ddb4b97d",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "6/3",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.23048,
        "x": 0.042656,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 52: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s4-54/52:3624e768ea",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "54/52",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.091758,
        "x": 0.074434,
        "y": 0.556528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 12: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s4-47/13/12:7b39397ea3",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "47/13/12",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.117431,
        "x": 0.201719,
        "y": 0.819028
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 49: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s4-51/49:d6132b14cd",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "51/49",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.10793,
        "x": 0.246035,
        "y": 0.556528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 22: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s4-47/23/22:7676760f46",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "47/23/22",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.502523,
        "x": 0.334531,
        "y": 0.819028
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 50: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s4-51/50:d95cb687c1",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "51/50",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.086098,
        "x": 0.436639,
        "y": 0.556528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 27: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s4-47/28/27:8d3de5f17b",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "47/28/27",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.099844,
        "x": 0.609453,
        "y": 0.556528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 34: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s4-47/35/34:3f502c824a",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "47/35/34",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.083672,
        "x": 0.797227,
        "y": 0.556528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 45: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s4-47/46/45:d0907dfabf",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "47/46/45",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.016023,
        "x": 0.94132,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 53: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s4-54/53:e195984e6b",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "54/53",
      "slide_index": 4
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.57934,
        "x": 0.042344,
        "y": 0.867639
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 57: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-58/57:f628c3829a",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "58/57",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.110988,
        "x": 0.042656,
        "y": 0.077917
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 3: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s5-6/3:c86564449b",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "6/3",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.187086,
        "x": 0.042656,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 59: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s5-61/59:73bf7cd9a8",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "61/59",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.03083,
        "x": 0.215835,
        "y": 0.284306
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 25: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-44/27/25:4240c3afd8",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "44/27/25",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.026585,
        "x": 0.224207,
        "y": 0.67875
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 41: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-44/43/41:224f38cb47",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "44/43/41",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.043242,
        "x": 0.383066,
        "y": 0.534306
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 22: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-44/23/22:c175efb60f",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "44/23/22",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.026585,
        "x": 0.51952,
        "y": 0.739861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 37: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-44/39/37:635eef2766",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "44/39/37",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.03083,
        "x": 0.595522,
        "y": 0.267639
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 29: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-44/31/29:415abaa3a7",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "44/31/29",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.03083,
        "x": 0.64396,
        "y": 0.55375
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 33: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-44/35/33:e27c766084",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "44/35/33",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.083672,
        "x": 0.784531,
        "y": 0.614861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 53: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-56/53:cc8db27953",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "56/53",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.134613,
        "x": 0.784531,
        "y": 0.664861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 54: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-56/54:55064f38b3",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "56/54",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.137039,
        "x": 0.784531,
        "y": 0.714861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 55: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s5-56/55:b13ca5eeb9",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "56/55",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.016023,
        "x": 0.94132,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 60: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s5-61/60:bbaf0c917f",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "61/60",
      "slide_index": 5
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.126711,
        "x": 0.042656,
        "y": 0.077917
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 3: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s6-5/3:5ee50caa9f",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "5/3",
      "slide_index": 6
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.188973,
        "x": 0.042656,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 28: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s6-30/28:99c5fbd7b4",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "30/28",
      "slide_index": 6
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.232453,
        "x": 0.125961,
        "y": 0.795417
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 13: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s6-14/13:37312c1b79",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "14/13",
      "slide_index": 6
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.017246,
        "x": 0.423594,
        "y": 0.300972
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 16: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s6-27/16:625970e312",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "27/16",
      "slide_index": 6
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.021491,
        "x": 0.423594,
        "y": 0.464861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 20: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s6-27/20:5979927d9e",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "27/20",
      "slide_index": 6
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.021491,
        "x": 0.423594,
        "y": 0.62875
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 24: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s6-27/24:49c7410115",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "27/24",
      "slide_index": 6
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.016023,
        "x": 0.94132,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 29: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s6-30/29:3033cba108",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "30/29",
      "slide_index": 6
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.080923,
        "x": 0.042344,
        "y": 0.267639
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 7: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-13/7:af3945e97f",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "13/7",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.051328,
        "x": 0.042344,
        "y": 0.50375
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 19: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-45/23/19:4586179746",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "45/23/19",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.051328,
        "x": 0.042344,
        "y": 0.570417
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 24: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-45/28/24:2bc889ae7c",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "45/28/24",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.0675,
        "x": 0.042344,
        "y": 0.637083
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 29: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-45/33/29:0a130003ed",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "45/33/29",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.051328,
        "x": 0.042344,
        "y": 0.70375
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 34: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-45/38/34:99ea359838",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "45/38/34",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.051328,
        "x": 0.042344,
        "y": 0.770417
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 39: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-45/43/39:66342b80c2",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "45/43/39",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.10407,
        "x": 0.042656,
        "y": 0.077917
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 3: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s7-6/3:3d8e5c3a7d",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "6/3",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.246203,
        "x": 0.042656,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 60: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s7-62/60:3d3ebd2fd8",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "62/60",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.062244,
        "x": 0.13294,
        "y": 0.431528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 17: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-45/17:11487ab19b",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "45/17",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.293906,
        "x": 0.243672,
        "y": 0.820417
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 44: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-45/44:1ce8122f48",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "45/44",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.09196,
        "x": 0.326719,
        "y": 0.267639
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 9: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-13/9:2a9ac1788f",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "13/9",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.049509,
        "x": 0.592433,
        "y": 0.431528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 18: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-45/18:6e332992dd",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "45/18",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.095356,
        "x": 0.611094,
        "y": 0.267639
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 11: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-13/11:e63316bb9d",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "13/11",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.045264,
        "x": 0.778281,
        "y": 0.570417
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 54: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-59/54:5b4004dbd9",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "59/54",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.062244,
        "x": 0.778281,
        "y": 0.687083
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 56: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-59/56:be560ff9ba",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "59/56",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.148359,
        "x": 0.778281,
        "y": 0.781528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 58: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s7-59/58:7f650ed123",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "59/58",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.13866,
        "x": 0.778594,
        "y": 0.619583
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 55: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s7-59/55:ce74599485",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "59/55",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.14432,
        "x": 0.778594,
        "y": 0.73625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 57: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s7-59/57:8f5ca30003",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "59/57",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.016023,
        "x": 0.94132,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 61: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s7-62/61:c72479531f",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "62/61",
      "slide_index": 7
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.080923,
        "x": 0.042344,
        "y": 0.856528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 35: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s8-37/35:7f8b5fb060",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "37/35",
      "slide_index": 8
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.073883,
        "x": 0.042656,
        "y": 0.077917
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 3: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s8-6/3:6435f7593b",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "6/3",
      "slide_index": 8
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.294629,
        "x": 0.042656,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 38: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s8-40/38:6af36a9740",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "40/38",
      "slide_index": 8
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.517887,
        "x": 0.147031,
        "y": 0.856528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 36: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s8-37/36:9b1777b95c",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "37/36",
      "slide_index": 8
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.180703,
        "x": 0.409648,
        "y": 0.62875
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 21: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s8-22/21:e00125b703",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "22/21",
      "slide_index": 8
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.117431,
        "x": 0.441285,
        "y": 0.431528
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 18: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s8-22/18:b5693871d6",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "22/18",
      "slide_index": 8
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.016023,
        "x": 0.94132,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 39: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s8-40/39:f419e35980",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "40/39",
      "slide_index": 8
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.293906,
        "x": 0.042344,
        "y": 0.867639
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 40: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-43/40:6602cafe5f",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "43/40",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.095266,
        "x": 0.042656,
        "y": 0.077917
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 3: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s9-6/3:42dade8392",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "6/3",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.195891,
        "x": 0.042656,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 41: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s9-43/41:05acc9a167",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "43/41",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.14375,
        "x": 0.067344,
        "y": 0.317639
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 8: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-19/8:f00a3a3098",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "19/8",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.398215,
        "x": 0.067344,
        "y": 0.370417
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 9: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-19/9:f90a7b55c7",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "19/9",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.185555,
        "x": 0.067344,
        "y": 0.409306
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 10: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-19/10:9c4eac8d50",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "19/10",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.13526,
        "x": 0.067344,
        "y": 0.509306
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 12: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-19/12:227c402f3f",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "19/12",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.38932,
        "x": 0.067344,
        "y": 0.562083
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 13: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-19/13:858de41d30",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "19/13",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.17666,
        "x": 0.067344,
        "y": 0.600972
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 14: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-19/14:3164aa2c29",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "19/14",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.113186,
        "x": 0.067344,
        "y": 0.700972
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 16: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-19/16:5d97cabcb6",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "19/16",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.431367,
        "x": 0.067344,
        "y": 0.75375
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 17: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-19/17:24d252b1a6",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "19/17",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.332363,
        "x": 0.067656,
        "y": 0.791805
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 18: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s9-19/18:55a8f61106",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "19/18",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.04,
        "w": 0.110638,
        "x": 0.715781,
        "y": 0.289861
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 20: minimum explicit font size 13.5 pt",
      "id": "readability.small-font:s9-39/20:a44dc882c1",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "39/20",
      "slide_index": 9
    },
    {
      "bbox": {
        "h": 0.031111,
        "w": 0.016023,
        "x": 0.94132,
        "y": 0.93625
      },
      "category": "readability",
      "confidence": "high",
      "evidence": "TextBox 42: minimum explicit font size 10.5 pt",
      "id": "readability.small-font:s9-43/42:3e6c8ee13d",
      "message": "页面文字小于当前场景建议字号。",
      "remediation": "Increase the font size or split dense content across slides.",
      "rule_id": "readability.small-font",
      "severity": "high",
      "shape_id": "43/42",
      "slide_index": 9
    }
  ],
  "schemaVersion": "decklint-comparison/v1",
  "scores": {
    "categories": {
      "accessibility": {
        "after": 100,
        "before": 95,
        "delta": 5
      },
      "consistency": {
        "after": 100,
        "before": 100,
        "delta": 0
      },
      "editability": {
        "after": 100,
        "before": 100,
        "delta": 0
      },
      "integrity": {
        "after": 100,
        "before": 70,
        "delta": 30
      },
      "readability": {
        "after": 100,
        "before": 70,
        "delta": 30
      }
    },
    "overall": {
      "after": 100,
      "before": 83,
      "delta": 17
    }
  },
  "severity": {
    "critical": {
      "after": 0,
      "before": 0,
      "delta": 0
    },
    "high": {
      "after": 4,
      "before": 93,
      "delta": -89
    },
    "low": {
      "after": 0,
      "before": 0,
      "delta": 0
    },
    "medium": {
      "after": 20,
      "before": 31,
      "delta": -11
    }
  },
  "slides": [
    {
      "after": {
        "index": 1,
        "preview": 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",
        "title": "从生成到可交付",
        "titleSource": "inferred"
      },
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",
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        "titleSource": "none"
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AIaAAAOXFyP5JQQwryZz5sFcGhkT59mCFX3URDjPTSftDFnc/bJsdh0Xv9LQjVehQOIZenDRsbyr1/VlyEyXi9jczZnglM4AABAQAMAgIAGAAABDQAACGgAABDQAABQlVzGDqh+iW269uuTFInER6PFs+ctCiFUfLl+zTIDNF5zNmdzRkADsaVzpw7JPXsMH5o6JSt746bCkpKSii9Nz3jN2ZzNGQENxJyjWrds2KB+Tu7KxMSEVokJIYQDWmK85mzO5kxwDjQQawYPSpkwcVJyUveDWGK85mzO5syhFH90m7YhhOFDB5sFcGh8+MGqkzt2KbtlxmtzN2/Z2q1LpzVrP8v7YHUIoeLLARf0qXUTyHt/ebv2HYy3No7XnM25Ts6Zipv8wvRQjadwZE+f5jmAajEwNa2m7dIX+QVFRdtS+vZ67g/T1q3fUFJSUvGlJ9R4zdmczZkQO+dApw8b6QmAQywrM6MG7lXuirwWCc2WLF0ejRbn5K4MIRzQEuM1Z3M2Z3yIEIgtri1lvOaMORN8iBAAAAQ0AAAIaAAAQEADAICAPnivzJid9dLMIcN+Xlj4dcV/quDLjUl9hzz25HMvv/qG1woAAKFGXYUjsU3Xfn2SIpH4aLR49rxFIYTKWq5fsyx71pxRlw8t2bmz/Wm9K/6D999789AhF7719tKnJtzntQIAQM0K6M6dOiT37DF8aOqUrOyNmwpLSkoqaxlCSDr7jEaNGl43esSWLVsr/oMJzZv2OLNrQvOmhzdp7LUCAEDNCuijWrds2KB+Tu7KxMSEVokJIYRKXP5k+JCDeJQL+iWHEFIH9vNCAQAg1MBzoAcPSpkwcVJyUvdKXx70owAAQM0N6BenzUi/qP+c+YsqfXnQjwIAADU0oL/ILygq2pbSt1d+fsG69RsqcXnQj+L1AQBAqLHnQOeuyGuR0GzJ0uXRaHFO7soQQiUuD/pRAACghgb0+jXL6syjAAAgoAEqTVZmhiEYrzljzghogAoZmJpmCMZrzpgzwYcIAQBAQAMAAAIaAAAENAAACGgAABDQAAAgoAEAQEADAAACGgAABDQAAAhoAAAQ0AAAIKABAEBAAwAAAhoAAAQ0AAAIaAAAENAAACCgAQBAQAMAAP8iUo2PnZWZ4QkAAEBAV8jA1DTTBwAgOIUDAAAENAAAIKABAEBAAwCAgAYAAAENAAACGgAABDQAACCgAQBAQAMAQKh7X+VdKnv6NM8BdYNvpweA4Ag0AAAQatQRaAftAAAIjkADAICABgAABDQAAAhoAAAQ0AAAIKABAEBAAwCAgAYAAAQ0AAAIaAAAENAAACCgAQBAQAMAgIAGAAAENAAACGgAABDQAAAgoAEAQEADAICABgAAQsQIgJoje/o0QwCovQampglogEOtV8oQQwCojRa8PjU4hQMAABDQAAAgoAEAQEADAICABgAAAQ0AAAIaAAAQ0AAAIKABAEBAAwCAgAYAAAENAAACGgAAENAAACCgAQBAQAMAQE0TMQKAQ2DB61MNAWqmXilDDAEBDVATpQ8baQhQ02RlZhgCwSkcAAAgoAEAQEADAICABgAAAQ0AAAhoAAAILmMHUBsktunar09SJBIfjRbPnrcohFDbl+vXLPO0AgIaIPjuklA1X7jQuVOH5J49hg9NnZKVvXFTYUlJSW1feskBAhog+O6SUGVfuHBU65YNG9TPyV2ZmJjQKjEhhFAHlgDBOdAAVJ3Bg1ImTJyUnNS9ziwBYkH80W3ahhCGDx1sFkC1+/CDVW3adqise/vko7yTO3apxN3Le3/5Qe/enjsz47W5m7ds7dal05q1n+V9sDqEUNuXAy7o4zVMrfPv/P+aPd/o2rWv48Oc/ML04Ag0QHX5Ir+gqGhbSt9e+fkF69ZvqANLzykQnAMNQNXJXZHXIqHZkqXLo9HinNyVIYQ6sAQQ0ABUFRd9Awg+RAgAAAIaAAAQ0AAAIKABAEBAAwCAgAYAAAENAAACGgAAENAAACCgAQBAQAMAQA0SMQKAQyMrM8MQoAZa8PrUOvO79EoZ4gkV0AB1p3TTh400W8C/pQtogLppr7HrH04ABOdAAwCAgAYAAAENAADBOdAAoSZ+pMbpzgAIaCDmuJwTAAIaoO5IbNO1X5+kSCQ+Gi2ePW9RCCGWl+vXLPOSAAQ0AOXp3KlDcs8ew4emTsnK3ripsKSkJJaXXg+AgAZgP45q3bJhg/o5uSsTExNaJSaEEGJ8CRBchQOA8g0elDJh4qTkpO6WALVI/NFt2oYQhg8dbBZAtfvwg1Vt2naok7/aJx/lndyxS9ktM16bu3nL1m5dOq1Z+1neB6tDCLG8HHBBH69/+Dflvb+8et9CP/kor137DnV7yJNfmB4cgQaoLl/kFxQVbUvp2ys/v2Dd+g0xvvR6AIJzoAEoX+6KvBYJzZYsXR6NFufkrgwhxPgSQEADUB4XbgMIPkQIAAACGgAAENAAACCgAQBAQAMAgIAGAAABDQAAAhoAABDQAAAgoAEAQEADAICABgCA2iliBACHRlZmhiEACGgAKqRXyhBDAAhO4QAAAAENAAAIaAAAENAAABB8iBCIZQten2oIAAhogAoZmJpmCAAEp3AAAICABgAAAQ0AAAhoAAAQ0AAAIKABAEBAAwCAgAYAAAENAAAIaAAAENAAACCgAQBAQAMAgIAGAAABDQAACGgAABDQAAAgoAEAQEADAICABgAAAQ0AAAhoAAAQ0AAAIKABAEBAAwCAgAYAAAENAAAIaAAAENAAACCgAQBAQAMAgIAGAAABDQAACGgAABDQAAAgoAEAQEADAICABgAAAQ0AAAhoAAAQ0AAAIKABAEBAAwCAgAYAAAENAAAIaAAAENAAACCgAQBAQAMAgIAGAAABDQAACGgAABDQAAAgoAEAQEADAICABgAAAQ0AAAhoAAAQ0AAAIKABAEBAAwCAgAYAAAENAAAIaAAAENAAACCgAQBAQAMAQJ0Rqa4Hzp4+zfShDhiYmmYIAFRX/lXLP4Yi1TjE9GEjvZKgVsvKzDAEAKor/6rrH0NO4QAAAAENAAACGgAABDQAAAhoAAAILmNX9Y5t36Nzpw5xcXHRaHTYxYPSL+q/a2PpDfqel3TlFZdkvvjK7zNfatKkSZMmhz34q1tbt2oZQjixY8/V7y8MIeSvKxh+xXVTnnvs7N6DS7fssus2x7Tr3qXzKdNf+G3Z7a/PXpAx6YUQwtJl753e9dQQwohL03/0w9772ttd91b2z2U3hhD2ep/X33Tvrt04v/e5GU/cX3rjq667fdYb89f+7e3S5fNZr958+wPL334toXnTvd7P6Ovv2G0yu42xuLj4ntvHntrxpN225K8r2NdvWvFdCiGs/OvffvnAY9Hi4kh8/PgH73zv/VUV2cnSndm5M2zZsuWe28eedcZp/n8IALHpm283jxl751eF/9P0+9+b8PDdRx5xeAjhhakzXpw2Y/OWrbffMqbnOWcK6P1oUL/+Ky8+HULYuvW74SOvb9z4sP4p5+3aWOpPi//yyozZM196tlGjhm8ufHvMuLteev7JXX+7bdv2K8fc+sAvb2mR0KycB2rYoMGO4h1vL8npfmaXXRtT+vZK6durNILLPmJim679+iRFIvHRaPHseYvWr1lW8d9or/d5/U337tqNf3y8dseOkvj4ejt37vxk7ecNGzTY9bNz5i0aednF8xcsvjhtwL7up+x+7jnGDz78+7U33DN7xuQ9t+z1Nz2gXQohXHvjPZnPjm+V2GLWG2/e9avxTz/+64rsZNmd+fk1v1jwxxe9fQBAbBr/+LNnnn7alVdc8mRG5oSJk35x09WbvirMennWK1lPf7zm08t+Om7xvJeCUzgqqHHjw+64eUzp4czdPPn0H2694apGjRqGEJJ7dj/26P+MFhfv+tsbbrsv/aL+XTqfst+HuOG6n/7m0d9WZGc6d+qQ3LPH7yb+pu95SRW55wNyysnt3ns/L4Tw11WrT2rXdtf2774r2vpd0SUXXzj3zcUHfeftf3DCp59/Uf6Wf2eXNm76qmjbthBC3z7njrh0yIHuXrsTj19X8KX3DgCIWfMXLr6w//khhAv7nz/vzcUhhMLCr0dcOqRevXqtW7UsLPw6OAf6wOKvfds1n3y25/YPP/r4lA4/2LV86Ne31Y/88zj67557sVHDBpekX1iR+z+7e7cQwp/f2f/h5KNat2zYoH5O7srExIRWiQmV+2v2OvesBYveCSEsXPROz3P/7z9SLFj0Tq+ks44/7phPP8+PRqMHd+dv/XnpySf9oPwt/84u3XrDVQPTrrjupnuWvvveGd06H+juLXxrydlndfPeAQAxa8OGr0rPGmjZovmGjV+FEE44/tj+KeeFEGa9Mf/8884JzoE+IDuKd0QikRDC9mh00MWjSjfeduPoHTt27PX226PRSZOntj2hTcUf4sbrfvrAI09ln9V1v7ccPChlxJU3/D7jkSlZr1bur9nznDMnTZ467ppRi99+97If/993Uf5x7p/yVq2e9fr8goINb/9ledLZZ+z1Vy47ma6ndSy7fefOcOQRhz9y/y/2uqVSdin9ov79+iS9MWfh7fc8nNK317hrR1VkJ0u3FBcXf/SPTxbN8Y3uAMDuPln7+RNPT971cTUBXVG5K/LatzshlDllttRxbY7566rVp516cghh586d14y7a8LDd4cQ4uvF/3HGH0ZcecPvn3/50ksGV+Qhup/ZJT6+3uK3393vLV+cNiP9ov5z5i8quzGuXr3Sc4WLd+yIj8Qf3K/5ve8dGVevXv66ghDCEYc3+ee/POwo+XjNp/NfnxJCWLDonbnz39prQO82mXK27+uW/84unXzSiR+v+axbl44Xpw3o0/ucnn3T9xrQ5ezME7+dnPXSzKt/dpm3CQCITQkJTb/csCmxZULBlxtLL1EQQtiydeuoq2959IE7mjX9fnAKR8V9/fU3994/YfRPL93zr37y44vuf2ji9u3bQwivzpyzbfs/T2+Ij693xOFN/vuhux597Hcf/X1NqPBB6Af3dyb0F/kFRUXbUvr2ys8vWLd+w67tnTue9KfFS0IIC//0TueOHQ76l01OOuvXDz5xbplEfjfnvQ7t/3ny8ZndOi98a8khnn9FdikuLm7U6JtLO7uw8OujWice6KOce/YZuSvyvHcAQMzq3fPsV2fOKY263r16hBB27tw5ZuxdP7tiWOnR0uAI9H6V/sf90qutjb7y0tJLZJQ9B6DraR1vu3H0x5981qf/sGZNv9+8WdP7772p7D20Smxx563XXjnmtjdefW57NDogbUTp9m5dOt1+85g9H/HM00+r36D+tu3bQ7nHwlskNFuydHk0WpyTu3LX9l/dfePYm385YeJzIYSH//95ERV50N2cl3z2rx+aWPZiFH+c+6fSU7RDCIcd1qh5s6Yf/X3Nnmen7DmZynoiKrJLmzYVPnTfbVf8/KZGjRrGx8ePf/DOcp7Tve7kCccds+pvH5WUlNSr53rkABCLrh19+Zixd74++83Sy9iFELJemrlg0TtfFf7P5CkvN2nSOPOZ8TVwt+N6JKeEEObNfP4QP3D29Gnpw0Z63UCtlpWZMTA1zRwAqJb8O/T/GDqv/yXBNxECAEDwVd4AACCgAQBAQAMAgIAGAAABDQAACGgAABDQAAAgoAEAQEADAICABgAAAQ0AAAhoAAA4EJFqfOyszAxPAABA7Kgb+VdtAT0wNc1rCAAgdtSZ/HMKBwAACGgAABDQAAAgoAEAQEADAICABgAABDQAAAhoAACoGnE9klNMAQAAgiPQAABQ6f4XAJVEEfsJ9AYAAAAASUVORK5CYII=",
        "title": "会生成，不等于可交付",
        "titleSource": "inferred"
      },
      "before": {
        "index": 2,
        "preview": 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",
        "title": "会生成，不等于可交付",
        "titleSource": "inferred"
      },
      "index": 2
    },
    {
      "after": {
        "index": 3,
        "preview": 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",
        "title": "两个工具，各守一个边界",
        "titleSource": "inferred"
      },
      "before": {
        "index": 3,
        "preview": 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",
        "title": "两个工具，各守一个边界",
        "titleSource": "inferred"
      },
      "index": 3
    },
    {
      "after": {
        "index": 4,
        "preview": 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",
        "title": "五步闭环，把修改变成证据",
        "titleSource": "inferred"
      },
      "before": {
        "index": 4,
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",
        "title": "五步闭环，把修改变成证据",
        "titleSource": "inferred"
      },
      "index": 4
    },
    {
      "after": {
        "index": 5,
        "preview": 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",
        "title": "质量被拆成五个可解释维度",
        "titleSource": "inferred"
      },
      "before": {
        "index": 5,
        "preview": 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",
        "title": "质量被拆成五个可解释维度",
        "titleSource": "inferred"
      },
      "index": 5
    },
    {
      "after": {
        "index": 6,
        "preview": 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",
        "title": "本地只读，是信任的前提",
        "titleSource": "inferred"
      },
      "before": {
        "index": 6,
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",
        "title": "本地只读，是信任的前提",
        "titleSource": "inferred"
      },
      "index": 6
    },
    {
      "after": {
        "index": 7,
        "preview": 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",
        "title": "比较报告回答三个问题",
        "titleSource": "inferred"
      },
      "before": {
        "index": 7,
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",
        "title": "比较报告回答三个问题",
        "titleSource": "inferred"
      },
      "index": 7
    },
    {
      "after": {
        "index": 8,
        "preview": 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",
        "title": "1+1>2，来自解耦后的闭环",
        "titleSource": "inferred"
      },
      "before": {
        "index": 8,
        "preview": 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",
        "title": "1+1>2，来自解耦后的闭环",
        "titleSource": "inferred"
      },
      "index": 8
    },
    {
      "after": {
        "index": 9,
        "preview": 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",
        "title": "三条命令，复现完整证据链",
        "titleSource": "inferred"
      },
      "before": {
        "index": 9,
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",
        "title": "三条命令，复现完整证据链",
        "titleSource": "inferred"
      },
      "index": 9
    }
  ],
  "toolVersion": "1.3.2"
}