Java使用freemarker导出图片对应图关系

freemarker的导出文件ftl

关键点

1 中的r:embed rId1003 对应 3中的Id rId1003
2 中的pkg:name /word/media/image3.jpeg 对应 3中的Target media/image3.jpeg

1，图片的占位

<w:drawing>
    <wp:inline distT="0" distB="0" distL="0" distR="0">
        <wp:extent cx="457200" cy="201706"/>
        <wp:effectExtent l="0" t="0" r="0" b="8255"/>
        <wp:docPr id="2" name="图片 2"/>
        <wp:cNvGraphicFramePr>
            <a:graphicFrameLocks noChangeAspect="1"
                                 xmlns:a="http://schemas.openxmlformats.org/drawingml/2006/main"/>
        </wp:cNvGraphicFramePr>
        <a:graphic
                xmlns:a="http://schemas.openxmlformats.org/drawingml/2006/main">
            <a:graphicData uri="http://schemas.openxmlformats.org/drawingml/2006/picture">
                <pic:pic
                        xmlns:pic="http://schemas.openxmlformats.org/drawingml/2006/picture">
                    <pic:nvPicPr>
                        <pic:cNvPr id="0" name="test.jpg"/>
                        <pic:cNvPicPr/>
                    </pic:nvPicPr>
                    <pic:blipFill>
                        <a:blip r:embed="rId1003" cstate="print">
                            <a:extLst>
                                <a:ext uri="{28A0092B-C50C-407E-A947-70E740481C1C}">
                                    <a14:useLocalDpi val="0"
                                                     xmlns:a14="http://schemas.microsoft.com/office/drawing/2010/main"/>
                                </a:ext>
                            </a:extLst>
                        </a:blip>
                        <a:stretch>
                            <a:fillRect/>
                        </a:stretch>
                    </pic:blipFill>
                    <pic:spPr>
                        <a:xfrm>
                            <a:off x="0" y="0"/>
                            <a:ext cx="465474" cy="205356"/>
                        </a:xfrm>
                        <a:prstGeom prst="rect">
                            <a:avLst/>
                        </a:prstGeom>
                    </pic:spPr>
                </pic:pic>
            </a:graphicData>
        </a:graphic>
    </wp:inline>
</w:drawing>

2 图片Base64 放的位置

<pkg:part pkg:name="/word/media/image3.jpeg" pkg:contentType="image/jpeg" pkg:compression="store">
    <pkg:binaryData>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</pkg:binaryData>
</pkg:part>

3对应关系

<Relationships>
    <Relationship Id="rId1003" Type="http://schemas.openxmlformats.org/officeDocument/2006/relationships/image" Target="media/image3.jpeg"/>
</Relationships>