[Bug]No prefix Icon of Title level

[condorheroblog]

[hunghg255]

@condorheroblog maybe missing Icon heading

[condorheroblog]

I have two small problems

1. The browser responds very slowly when clicking the Export PDF button

2. The image is not loaded into the docs when exporting to Word

[hunghg255]

I have two small problems

1. The browser responds very slowly when clicking the Export PDF button
2. The image is not loaded into the docs when exporting to Word

yea, I got it, but I think it is only optional, actually, I have no good solution yet for this feature on FE perfectly we need to handle this feature from the backend

example CK editor: they exported to pdf from the backend https://ckeditor.com/export-to-pdf-word/#demo

[condorheroblog]

Now I have a good idea about PDF, the steps are as follows

1. editor => HTML
2. HTML => PDFMake https://aymkdn.github.io/html-to-pdfmake/index.html
3. PDFMake => PDF http://pdfmake.org/playground.html

editor HTML

<h1>Life Cycle Assessment (LCA) Carbon Footprint Report</h1>
<h2>1. Introduction</h2>
<p style="text-align: center"><img height="auto"
        src="https://static02.boxutech.com/BoCarbonScope/10000/1724385904181-cat.png"></p>
<p>The purpose of this report is to evaluate the carbon footprint associated with the life cycle of Car. The Life Cycle
    Assessment (LCA) methodology is employed to assess the environmental impact from cradle to grave, considering all
    stages from raw material extraction to disposal.</p>
<h2>2. Methodology</h2>
<p>The LCA approach follows the ISO 14040 and ISO 14044 standards. The assessment is divided into four main phases: Goal
    and Scope Definition, Life Cycle Inventory (LCI), Life Cycle Impact Assessment (LCIA), and Interpretation. This report
    focuses on the carbon footprint, measured in CO2-equivalent emissions.</p>
<h2>3. Life Cycle Inventory (LCI)</h2>
<p>The LCI phase involves the collection of data related to energy, materials, and waste flows within the system
    boundary. For Car, the following stages are considered:</p>
<ul>
    <li>
        <p>Raw Material Extraction</p>
    </li>
    <li>
        <p>Manufacturing</p>
    </li>
    <li>
        <p>Distribution</p>
    </li>
    <li>
        <p>Use Phase</p>
    </li>
    <li>
        <p>End-of-Life Disposal</p>
    </li>
</ul>
<table style="min-width: 50px">
    <colgroup>
        <col>
        <col>
    </colgroup>
    <tbody>
        <tr>
            <th colspan="1" rowspan="1">
                <p>Stage</p>
            </th>
            <th colspan="1" rowspan="1">
                <p>CO2e Emissions (kg)</p>
            </th>
        </tr>
        <tr>
            <td colspan="1" rowspan="1">
                <p>Raw Material Extraction</p>
            </td>
            <td colspan="1" rowspan="1">
                <p>1500</p>
            </td>
        </tr>
        <tr>
            <td colspan="1" rowspan="1">
                <p>Manufacturing</p>
            </td>
            <td colspan="1" rowspan="1">
                <p>2000</p>
            </td>
        </tr>
        <tr>
            <td colspan="1" rowspan="1">
                <p>Distribution</p>
            </td>
            <td colspan="1" rowspan="1">
                <p>500</p>
            </td>
        </tr>
        <tr>
            <td colspan="1" rowspan="1">
                <p>Use Phase</p>
            </td>
            <td colspan="1" rowspan="1">
                <p>3000</p>
            </td>
        </tr>
        <tr>
            <td colspan="1" rowspan="1">
                <p>End-of-Life Disposal</p>
            </td>
            <td colspan="1" rowspan="1">
                <p>800</p>
            </td>
        </tr>
        <tr>
            <td colspan="1" rowspan="1">
                <p><strong>Total</strong></p>
            </td>
            <td colspan="1" rowspan="1">
                <p><strong>7800</strong></p>
            </td>
        </tr>
    </tbody>
</table>
<h2>4. Life Cycle Impact Assessment (LCIA)</h2>
<p>The LCIA phase evaluates the potential environmental impacts based on the LCI data. For the carbon footprint, the
    global warming potential (GWP) is the primary indicator. The total GWP for Car is 7.8 metric tons of CO2e.</p>
<h2>5. Interpretation</h2>
<p>The interpretation phase identifies significant impacts and suggests improvements. For Car, the use phase contributes
    the most to the overall carbon footprint, indicating a need for efficiency improvements in this stage. Alternative
    materials with lower carbon footprints could also be considered.</p>
<h2>6. Conclusion</h2>
<p>This LCA carbon footprint report highlights the key areas where Car impacts the environment. Strategies for reducing
    the carbon footprint include improving energy efficiency during the use phase and selecting more sustainable
    materials.</p>
<p></p>
<p>23</p>

PDFMake Data

var dd = {
  "content": [
    {
      "text": "Life Cycle Assessment (LCA) Carbon Footprint Report",
      "nodeName": "H1",
      "fontSize": 24,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h1"
      ]
    },
    {
      "text": "1. Introduction",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "nodeName": "P",
      "stack": [
        {
          "nodeName": "IMG",
          "image": "data:image/png;base64,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",
          "alignment": "center",
          "width": 500,
          "style": [
            "html-img",
            "html-p"
          ]
        }
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The purpose of this report is to evaluate the carbon footprint associated with the life cycle of Car. The Life Cycle Assessment (LCA) methodology is employed to assess the environmental impact from cradle to grave, considering all stages from raw material extraction to disposal.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": "2. Methodology",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The LCA approach follows the ISO 14040 and ISO 14044 standards. The assessment is divided into four main phases: Goal and Scope Definition, Life Cycle Inventory (LCI), Life Cycle Impact Assessment (LCIA), and Interpretation. This report focuses on the carbon footprint, measured in CO2-equivalent emissions.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "3. Life Cycle Inventory (LCI)",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The LCI phase involves the collection of data related to energy, materials, and waste flows within the system boundary. For Car, the following stages are considered:",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "nodeName": "UL",
      "ul": [
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "Raw Material Extraction",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        },
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "Manufacturing",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        },
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "Distribution",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        },
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "Use Phase",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        },
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "End-of-Life Disposal",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        }
      ],
      "marginBottom": 5,
      "marginLeft": 5,
      "style": [
        "html-ul"
      ]
    },
    {
      "text": " "
    },
    {
      "nodeName": "TABLE",
      "table": {
        "body": [
          [
            {
              "nodeName": "TH",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "style": [
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Stage",
                  "nodeName": "P",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "style": [
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "bold": true,
              "fillColor": "#EEEEEE",
              "style": [
                "html-th",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TH",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "style": [
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "CO2e Emissions (kg)",
                  "nodeName": "P",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "style": [
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "bold": true,
              "fillColor": "#EEEEEE",
              "style": [
                "html-th",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Raw Material Extraction",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "1500",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Manufacturing",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "2000",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Distribution",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "500",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Use Phase",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "3000",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "End-of-Life Disposal",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "800",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": [
                    {
                      "text": "Total",
                      "nodeName": "STRONG",
                      "minWidth": 38,
                      "bold": true,
                      "style": [
                        "html-strong",
                        "html-p",
                        "html-td",
                        "html-tr",
                        "html-tbody",
                        "html-table"
                      ]
                    }
                  ],
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": [
                    {
                      "text": "7800",
                      "nodeName": "STRONG",
                      "minWidth": 38,
                      "bold": true,
                      "style": [
                        "html-strong",
                        "html-p",
                        "html-td",
                        "html-tr",
                        "html-tbody",
                        "html-table"
                      ]
                    }
                  ],
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ]
        ],
        "widths": [
          "auto",
          "auto"
        ],
        "heights": [
          "auto",
          "auto",
          "auto",
          "auto",
          "auto",
          "auto",
          "auto"
        ]
      },
      "marginBottom": 5,
      "minWidth": 38,
      "style": [
        "html-table"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "4. Life Cycle Impact Assessment (LCIA)",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The LCIA phase evaluates the potential environmental impacts based on the LCI data. For the carbon footprint, the global warming potential (GWP) is the primary indicator. The total GWP for Car is 7.8 metric tons of CO2e.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "5. Interpretation",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The interpretation phase identifies significant impacts and suggests improvements. For Car, the use phase contributes the most to the overall carbon footprint, indicating a need for efficiency improvements in this stage. Alternative materials with lower carbon footprints could also be considered.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "6. Conclusion",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "This LCA carbon footprint report highlights the key areas where Car impacts the environment. Strategies for reducing the carbon footprint include improving energy efficiency during the use phase and selecting more sustainable materials.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "",
      "nodeName": "P"
    },
    {
      "text": " "
    },
    {
      "text": "23",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    }
  ],
  "styles": {
    "green": {
      "color": "green"
    }
  }
}

PDF

download.pdf

[condorheroblog]

There are no pictures in the exported Word. Is it because it was not converted to base64?

[hunghg255]

Now I have a good idea about PDF, the steps are as follows

1. editor => HTML
2. HTML => PDFMake aymkdn.github.io/html-to-pdfmake/index.html
3. PDFMake => PDF http://pdfmake.org/playground.html

editor HTML

<h1>Life Cycle Assessment (LCA) Carbon Footprint Report</h1>
<h2>1. Introduction</h2>
<p style="text-align: center"><img height="auto"
      src="https://static02.boxutech.com/BoCarbonScope/10000/1724385904181-cat.png"></p>
<p>The purpose of this report is to evaluate the carbon footprint associated with the life cycle of Car. The Life Cycle
  Assessment (LCA) methodology is employed to assess the environmental impact from cradle to grave, considering all
  stages from raw material extraction to disposal.</p>
<h2>2. Methodology</h2>
<p>The LCA approach follows the ISO 14040 and ISO 14044 standards. The assessment is divided into four main phases: Goal
  and Scope Definition, Life Cycle Inventory (LCI), Life Cycle Impact Assessment (LCIA), and Interpretation. This report
  focuses on the carbon footprint, measured in CO2-equivalent emissions.</p>
<h2>3. Life Cycle Inventory (LCI)</h2>
<p>The LCI phase involves the collection of data related to energy, materials, and waste flows within the system
  boundary. For Car, the following stages are considered:</p>
<ul>
  <li>
      <p>Raw Material Extraction</p>
  </li>
  <li>
      <p>Manufacturing</p>
  </li>
  <li>
      <p>Distribution</p>
  </li>
  <li>
      <p>Use Phase</p>
  </li>
  <li>
      <p>End-of-Life Disposal</p>
  </li>
</ul>
<table style="min-width: 50px">
  <colgroup>
      <col>
      <col>
  </colgroup>
  <tbody>
      <tr>
          <th colspan="1" rowspan="1">
              <p>Stage</p>
          </th>
          <th colspan="1" rowspan="1">
              <p>CO2e Emissions (kg)</p>
          </th>
      </tr>
      <tr>
          <td colspan="1" rowspan="1">
              <p>Raw Material Extraction</p>
          </td>
          <td colspan="1" rowspan="1">
              <p>1500</p>
          </td>
      </tr>
      <tr>
          <td colspan="1" rowspan="1">
              <p>Manufacturing</p>
          </td>
          <td colspan="1" rowspan="1">
              <p>2000</p>
          </td>
      </tr>
      <tr>
          <td colspan="1" rowspan="1">
              <p>Distribution</p>
          </td>
          <td colspan="1" rowspan="1">
              <p>500</p>
          </td>
      </tr>
      <tr>
          <td colspan="1" rowspan="1">
              <p>Use Phase</p>
          </td>
          <td colspan="1" rowspan="1">
              <p>3000</p>
          </td>
      </tr>
      <tr>
          <td colspan="1" rowspan="1">
              <p>End-of-Life Disposal</p>
          </td>
          <td colspan="1" rowspan="1">
              <p>800</p>
          </td>
      </tr>
      <tr>
          <td colspan="1" rowspan="1">
              <p><strong>Total</strong></p>
          </td>
          <td colspan="1" rowspan="1">
              <p><strong>7800</strong></p>
          </td>
      </tr>
  </tbody>
</table>
<h2>4. Life Cycle Impact Assessment (LCIA)</h2>
<p>The LCIA phase evaluates the potential environmental impacts based on the LCI data. For the carbon footprint, the
  global warming potential (GWP) is the primary indicator. The total GWP for Car is 7.8 metric tons of CO2e.</p>
<h2>5. Interpretation</h2>
<p>The interpretation phase identifies significant impacts and suggests improvements. For Car, the use phase contributes
  the most to the overall carbon footprint, indicating a need for efficiency improvements in this stage. Alternative
  materials with lower carbon footprints could also be considered.</p>
<h2>6. Conclusion</h2>
<p>This LCA carbon footprint report highlights the key areas where Car impacts the environment. Strategies for reducing
  the carbon footprint include improving energy efficiency during the use phase and selecting more sustainable
  materials.</p>
<p></p>
<p>23</p>

PDFMake Data

var dd = {
  "content": [
    {
      "text": "Life Cycle Assessment (LCA) Carbon Footprint Report",
      "nodeName": "H1",
      "fontSize": 24,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h1"
      ]
    },
    {
      "text": "1. Introduction",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "nodeName": "P",
      "stack": [
        {
          "nodeName": "IMG",
          "image": "data:image/png;base64,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",
          "alignment": "center",
          "width": 500,
          "style": [
            "html-img",
            "html-p"
          ]
        }
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The purpose of this report is to evaluate the carbon footprint associated with the life cycle of Car. The Life Cycle Assessment (LCA) methodology is employed to assess the environmental impact from cradle to grave, considering all stages from raw material extraction to disposal.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": "2. Methodology",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The LCA approach follows the ISO 14040 and ISO 14044 standards. The assessment is divided into four main phases: Goal and Scope Definition, Life Cycle Inventory (LCI), Life Cycle Impact Assessment (LCIA), and Interpretation. This report focuses on the carbon footprint, measured in CO2-equivalent emissions.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "3. Life Cycle Inventory (LCI)",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The LCI phase involves the collection of data related to energy, materials, and waste flows within the system boundary. For Car, the following stages are considered:",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "nodeName": "UL",
      "ul": [
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "Raw Material Extraction",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        },
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "Manufacturing",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        },
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "Distribution",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        },
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "Use Phase",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        },
        {
          "nodeName": "LI",
          "stack": [
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": "End-of-Life Disposal",
              "nodeName": "P",
              "margin": [
                0,
                5,
                0,
                10
              ],
              "style": [
                "html-p",
                "html-li",
                "html-ul"
              ]
            },
            {
              "text": " ",
              "style": [
                "html-li",
                "html-ul"
              ]
            }
          ]
        }
      ],
      "marginBottom": 5,
      "marginLeft": 5,
      "style": [
        "html-ul"
      ]
    },
    {
      "text": " "
    },
    {
      "nodeName": "TABLE",
      "table": {
        "body": [
          [
            {
              "nodeName": "TH",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "style": [
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Stage",
                  "nodeName": "P",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "style": [
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "bold": true,
              "fillColor": "#EEEEEE",
              "style": [
                "html-th",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TH",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "style": [
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "CO2e Emissions (kg)",
                  "nodeName": "P",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "bold": true,
                  "fillColor": "#EEEEEE",
                  "style": [
                    "html-th",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "bold": true,
              "fillColor": "#EEEEEE",
              "style": [
                "html-th",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Raw Material Extraction",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "1500",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Manufacturing",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "2000",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Distribution",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "500",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "Use Phase",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "3000",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "End-of-Life Disposal",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": "800",
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ],
          [
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": [
                    {
                      "text": "Total",
                      "nodeName": "STRONG",
                      "minWidth": 38,
                      "bold": true,
                      "style": [
                        "html-strong",
                        "html-p",
                        "html-td",
                        "html-tr",
                        "html-tbody",
                        "html-table"
                      ]
                    }
                  ],
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            },
            {
              "nodeName": "TD",
              "stack": [
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": [
                    {
                      "text": "7800",
                      "nodeName": "STRONG",
                      "minWidth": 38,
                      "bold": true,
                      "style": [
                        "html-strong",
                        "html-p",
                        "html-td",
                        "html-tr",
                        "html-tbody",
                        "html-table"
                      ]
                    }
                  ],
                  "nodeName": "P",
                  "minWidth": 38,
                  "margin": [
                    0,
                    5,
                    0,
                    10
                  ],
                  "style": [
                    "html-p",
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                },
                {
                  "text": " ",
                  "minWidth": 38,
                  "style": [
                    "html-td",
                    "html-tr",
                    "html-tbody",
                    "html-table"
                  ]
                }
              ],
              "rowSpan": 1,
              "colSpan": 1,
              "minWidth": 38,
              "style": [
                "html-td",
                "html-tr",
                "html-tbody",
                "html-table"
              ]
            }
          ]
        ],
        "widths": [
          "auto",
          "auto"
        ],
        "heights": [
          "auto",
          "auto",
          "auto",
          "auto",
          "auto",
          "auto",
          "auto"
        ]
      },
      "marginBottom": 5,
      "minWidth": 38,
      "style": [
        "html-table"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "4. Life Cycle Impact Assessment (LCIA)",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The LCIA phase evaluates the potential environmental impacts based on the LCI data. For the carbon footprint, the global warming potential (GWP) is the primary indicator. The total GWP for Car is 7.8 metric tons of CO2e.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "5. Interpretation",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "The interpretation phase identifies significant impacts and suggests improvements. For Car, the use phase contributes the most to the overall carbon footprint, indicating a need for efficiency improvements in this stage. Alternative materials with lower carbon footprints could also be considered.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "6. Conclusion",
      "nodeName": "H2",
      "fontSize": 22,
      "bold": true,
      "marginBottom": 5,
      "style": [
        "html-h2"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "This LCA carbon footprint report highlights the key areas where Car impacts the environment. Strategies for reducing the carbon footprint include improving energy efficiency during the use phase and selecting more sustainable materials.",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    },
    {
      "text": "",
      "nodeName": "P"
    },
    {
      "text": " "
    },
    {
      "text": "23",
      "nodeName": "P",
      "margin": [
        0,
        5,
        0,
        10
      ],
      "style": [
        "html-p"
      ]
    },
    {
      "text": " "
    }
  ],
  "styles": {
    "green": {
      "color": "green"
    }
  }
}

PDF

download.pdf

ok thanks you,. I will check this or you can create a PR

[hunghg255]

There are no pictures in the exported Word. Is it because it was not converted to base64?

maybe it is an error when converting the image, https://github.com/hunghg255/reactjs-tiptap-editor/blob/5082a06f5a97eda85ee033aea50b16cd5665f615/src/extensions/ImportWord/components/ImportWordButton.tsx#L36C18-L36C28 I will check later