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CcmuJsfwPrintDemo
Commit 1cbd0b30 authored by miko's avatar miko
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      abc.txt
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      <p>问问还好吧我我我我我我我我我我我我我我我红红火火恍恍惚惚或或或或或或或或红红火火恍恍惚惚或或或或或或或红红火火恍恍惚惚或或或或或或或或或或或或红红火火恍恍惚惚或或或或或或或或咕咕咕咕咕咕过过过过过过过过过666666,66666&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;？？？？？？？？？？？？？？？&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;红红火火恍恍惚惚或或或或或或红红火火恍恍惚惚或或或或或或或或或或或或或或或或或或或或或或或或或</p><p><img 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alt="阜外.jpg" data-href="" style=""/>红红火火恍恍惚惚或或或或或或或或或或或或或或或或或或或或红红火火恍恍惚惚或或或或或或或或或或或或或或或或或或66666666666666666666666卡卡卡卡卡卡卡卡扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩红红火火恍恍惚惚或或我我我我我我我我我我我我我我我无无无无无无品牌品牌铺铺铺铺铺铺铺铺铺铺铺铺铺铺铺铺品牌品牌铺铺铺铺铺铺铺铺铺卡卡卡卡卡卡卡卡扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩扩加急急急急急急军军军军军军军军军军军军军军军军军军军军红红火火恍恍惚惚或或或或或或或或或或或或或或金合欢花或</p><table style=""><tbody><tr><th colSpan="1" rowSpan="1">一月</th><th colSpan="1" rowSpan="1">二月</th><th colSpan="1" rowSpan="1">三月</th><th colSpan="1" rowSpan="1">四月</th><th colSpan="1" rowSpan="1">五月</th><th colSpan="1" rowSpan="1">六月</th><th colSpan="1" rowSpan="1">七月</th><th colSpan="1" rowSpan="1">八月</th><th colSpan="1" rowSpan="1">九月</th><th colSpan="1" rowSpan="1">十月</th></tr><tr><td colSpan="1" rowSpan="1">1</td><td colSpan="1" rowSpan="1">2</td><td colSpan="1" rowSpan="1">3</td><td colSpan="1" rowSpan="1">4</td><td colSpan="1" rowSpan="1">5</td><td colSpan="1" rowSpan="1">6</td><td colSpan="1" rowSpan="1">7</td><td colSpan="1" rowSpan="1">8</td><td colSpan="1" rowSpan="1">9</td><td colSpan="1" rowSpan="1">10</td></tr><tr><td colSpan="1" rowSpan="1">a</td><td colSpan="1" rowSpan="1">b</td><td colSpan="1" rowSpan="1">c</td><td colSpan="1" rowSpan="1">d</td><td colSpan="1" rowSpan="1">e</td><td colSpan="1" rowSpan="1">f</td><td colSpan="1" rowSpan="1">g</td><td colSpan="1" rowSpan="1">h</td><td colSpan="1" rowSpan="1">i</td><td colSpan="1" rowSpan="1">j</td></tr><tr><td colSpan="1" rowSpan="1">k</td><td colSpan="1" rowSpan="1">l</td><td colSpan="1" rowSpan="1">m</td><td colSpan="1" rowSpan="1">n</td><td colSpan="1" rowSpan="1">o</td><td colSpan="1" rowSpan="1">p</td><td colSpan="1" rowSpan="1">q</td><td colSpan="1" rowSpan="1">r</td><td colSpan="1" rowSpan="1">s</td><td colSpan="1" rowSpan="1">t</td></tr><tr><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1"></td></tr></tbody></table><p>121121212123meyuiyuiyuihdscsfvfhverhi红红火火恍恍惚惚或或或或或或或hijack啦啦啦啦啦绿绿绿绿绿绿绿绿绿绿绿绿绿绿😀😃😄😆😂🙃😝😟😗😂🤣🙃😕🙁🤝👏</p><p><span style="background-color: rgb(225, 60, 57);"><strong>66666发发发发发发付付付付付付付发发发发发发付付付付付付付付付付付付付付66666666666666666666666666666666666666666红红火火恍恍惚惚或或或或或或或或或或或或或或或或或或红红火火恍恍惚惚或或或或或</strong></span></p><table style=""><tbody><tr><th colSpan="1" rowSpan="1">11</th><th colSpan="1" rowSpan="1">12</th><th colSpan="1" rowSpan="1">13</th><th colSpan="1" rowSpan="1">14</th><th colSpan="1" rowSpan="1">15</th><th colSpan="1" rowSpan="1">16</th></tr><tr><td colSpan="1" rowSpan="1">a</td><td colSpan="1" rowSpan="1">b</td><td colSpan="1" rowSpan="1">c</td><td colSpan="1" rowSpan="1">d</td><td colSpan="1" rowSpan="1">e</td><td colSpan="1" rowSpan="1">f</td></tr></tbody></table><p><br></p> <p style="text-indent: -21.25pt; line-height: 150%;"><strong>1.&nbsp;&nbsp;主要内容</strong></p><p style="text-indent: 0cm; line-height: 150%;"><span style="font-family: 宋体;">Runx2、Smurfl基因小鼠繁育服务，项目信息如下:</span></p><table style="width: 100%;"><tbody><tr><td colSpan="1" rowSpan="1">基因名称</td><td colSpan="1" rowSpan="1">项目周期</td><td colSpan="1" rowSpan="1">小计(元)</td></tr><tr><td colSpan="1" rowSpan="1">Runx2</td><td colSpan="1" rowSpan="1">2023/7/28-2023/8/18</td><td colSpan="1" rowSpan="1">¥656.00</td></tr><tr><td colSpan="1" rowSpan="1">Smurfl</td><td colSpan="1" rowSpan="1">2023/7/28-2023/8/18</td><td colSpan="1" rowSpan="1">¥792.00</td></tr></tbody></table><p style="text-indent: -21.25pt; line-height: 150%;"><strong>2.&nbsp;&nbsp;考核指标</strong></p><p style="text-indent: 0cm; line-height: 150%;"><span style="font-family: 宋体;">2.1&nbsp;Runx2点突变杂合小鼠1♂3♀。</span></p><p style="text-indent: 0cm; line-height: 150%;"><span style="font-family: 宋体;">2.2&nbsp;Smurf1&nbsp;阳性鼠(杂合)8♂6♀。</span></p><p style="text-indent: -21.25pt; line-height: 150%;"><strong>3.&nbsp;&nbsp;验收方式</strong></p><p style="text-indent: 0cm; line-height: 150%;"><span style="font-family: 宋体;">活体小鼠</span></p>
      \ No newline at end of file \ No newline at end of file
      ccmuJsfw.docx
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      path_to_output.docx
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      src/main/java/com/example/demo/InsertAtPositionExample.java
      View file @ 1cbd0b30
      ...@@ -18,24 +18,26 @@ import java.nio.file.Files; ...@@ -18,24 +18,26 @@ import java.nio.file.Files;
      import java.nio.file.Paths; import java.nio.file.Paths;
      import java.util.List; import java.util.List;
      public class InsertAtPositionExample { public class InsertAtPositionExample {
      public static void main(String[] args) throws IOException, InvalidFormatException { public static void main(String[] args) throws Exception {
      String fileName = "样例1";
      // 模拟获取前端传输过来的base64 // 模拟获取前端传输过来的base64
      String text = new String(Files.readAllBytes(Paths.get(GetWebProjectRealPathTool.getRootPath() + "/abc.txt")), StandardCharsets.UTF_8); String text = new String(Files.readAllBytes(Paths.get(GetWebProjectRealPathTool.getRootPath() + "/"+fileName+".txt")), StandardCharsets.UTF_8);
      Document orignDocument = Jsoup.parseBodyFragment(text); Document orignDocument = Jsoup.parseBodyFragment(text);
      Documents.DocumentBuilder of = Documents.of(); Documents.DocumentBuilder of = Documents.of();
      Elements links = orignDocument.getElementsByTag("p");
      Elements allElements = orignDocument.body().children(); Elements allElements = orignDocument.body().children();
      // 遍历插入到临时的段落里 // 遍历插入到临时的段落里
      for (Element element : allElements) { for (Element element : allElements) {
      if (element.tagName().equals("p")) { if (element.tagName().equals("p")) {
      for (Node child : element.childNodes()) { for (Node child : element.childNodes()) {
      System.out.println(child.nodeName());
      if (child.nodeName().equals("img")) { if (child.nodeName().equals("img")) {
      // 这是一个<img>标签，处理图片 // 这是一个<img>标签，处理图片
      String src = child.attr("src"); String src = child.attr("src");
      ...@@ -48,6 +50,19 @@ public class InsertAtPositionExample { ...@@ -48,6 +50,19 @@ public class InsertAtPositionExample {
      if (!t.isEmpty()) { if (!t.isEmpty()) {
      of.addParagraph(Paragraphs.of(t.replace("&nbsp;", " ")).create()); of.addParagraph(Paragraphs.of(t.replace("&nbsp;", " ")).create());
      } }
      }else{
      // 检查该节点是否为Element类型
      if (child instanceof Element) {
      Element strongElement = (Element) child;
      // 获取标签内的文本
      String t = strongElement.text();
      if (!t.isEmpty()) {
      of.addParagraph(Paragraphs.of(t.replace("&nbsp;", " ")).create());
      }
      }
      } }
      } }
      } else if (element.tagName().equals("table")) { } else if (element.tagName().equals("table")) {
      ...@@ -99,13 +114,13 @@ public class InsertAtPositionExample { ...@@ -99,13 +114,13 @@ public class InsertAtPositionExample {
      continue; continue;
      } }
      XWPFRun run = newParagraph.createRun();
      // 设置字体大小（以半点为单位，所以 28 对应 14pt）
      run.setFontSize(12);
      run.setBold(true);
      run.setFontFamily("宋体");
      run.setText(r.text());
      // XWPFRun run = newParagraph.createRun();
      // // 设置字体大小（以半点为单位，所以 28 对应 14pt）
      // run.setFontSize(12);
      // run.setBold(true);
      // run.setFontFamily("宋体");
      // run.setText(r.text());
      // 在当前位置创建新段落 // 在当前位置创建新段落
      if (r.getEmbeddedPictures() != null) { if (r.getEmbeddedPictures() != null) {
      ...@@ -118,11 +133,13 @@ public class InsertAtPositionExample { ...@@ -118,11 +133,13 @@ public class InsertAtPositionExample {
      long width = pic.getCTPicture().getSpPr().getXfrm().getExt().getCx(); long width = pic.getCTPicture().getSpPr().getXfrm().getExt().getCx();
      long height = pic.getCTPicture().getSpPr().getXfrm().getExt().getCy(); long height = pic.getCTPicture().getSpPr().getXfrm().getExt().getCy();
      run = newParagraph.createRun(); XWPFRun run = newParagraph.createRun();
      // 将图片复制到目标Run // 将图片复制到目标Run
      run.addPicture(picStream, format, "image" + pic.getPictureData().getFileName(), (int) width, (int) height); run.addPicture(picStream, format, "image" + pic.getPictureData().getFileName(), (int) width, (int) height);
      } }
      }else{
      newParagraph.addRun(r);
      } }
      } }
      } else if (e.getElementType().toString().equals("TABLE")) { } else if (e.getElementType().toString().equals("TABLE")) {
      ...@@ -135,44 +152,24 @@ public class InsertAtPositionExample { ...@@ -135,44 +152,24 @@ public class InsertAtPositionExample {
      XWPFTable newXWPFTable = document.insertNewTbl(cursor); XWPFTable newXWPFTable = document.insertNewTbl(cursor);
      newXWPFTable.removeRow(0); newXWPFTable.removeRow(0);
      System.out.println(">>>>>>>>>>>");
      System.out.println(table.getRows().size());
      System.out.println(table.getRows().get(0).getTableCells().size());
      // 遍历旧表格 // 遍历旧表格
      for (int i = 0;i< table.getRows().size();i++) { for (int i = 0;i< table.getRows().size();i++) {
      XWPFTableRow srcTableRow = table.getRows().get(i); XWPFTableRow srcTableRow = table.getRows().get(i);
      // 创建新行 // 创建新行
      // XWPFTableRow newRow = newXWPFTable.createRow();
      newXWPFTable.addRow(srcTableRow, i); newXWPFTable.addRow(srcTableRow, i);
      // 你可能需要调整行高，字体等行级属性
      // newRow.setHeight(srcTableRow.getHeight());
      // // 遍历所有单元格
      // for (int j = 0; j < srcTableRow.getTableCells().size(); j++) {
      // // 获取旧单元格的数据
      // String t = srcTableRow.getCell(j).getText();
      //
      // // 创建新单元格并添加数据
      // newRow.createCell().setText(t);
      // }
      } }
      System.out.println(">>>>>>>>>>>");
      System.out.println(newXWPFTable.getRows().size());
      System.out.println(newXWPFTable.getRows().get(0).getTableCells().size());
      } }
      } }
      // 保存修改后的文档 // 保存修改后的文档
      try { try {
      template.writeToFile(GetWebProjectRealPathTool.getRootPath() + "/path_to_output.docx"); template.writeToFile(GetWebProjectRealPathTool.getRootPath() + "/path_to_output"+fileName+".docx");
      } catch (IOException e) { } catch (IOException e) {
      e.printStackTrace(); e.printStackTrace();
      } finally { } finally {
      ......
      src/main/java/com/example/demo/Main.java
      View file @ 1cbd0b30
      package com.example.demo; package com.example.demo;
      import org.jsoup.Jsoup; import com.aspose.words.*;
      import org.jsoup.nodes.Document; import com.aspose.words.Shape;
      import org.jsoup.nodes.Element; import org.jsoup.nodes.Element;
      import org.jsoup.select.Elements; import org.jsoup.select.Elements;
      import java.awt.*;
      import java.io.IOException;
      import java.nio.charset.StandardCharsets;
      import java.nio.file.Files;
      import java.nio.file.Paths;
      public class Main { public class Main {
      public static void main(String[] args) { public static void main(String[] args) throws Exception {
      String html = "<p>xxxx<img />hdhsafahh</p><p>fadfadf</p><p><img /><p>"; String fileName = "样例1";
      Document doc = Jsoup.parseBodyFragment(html); // 模拟获取前端传输过来的base64
      // 选择所有的<p>标签 // 打开现有的Word文档
      Elements pTags = doc.select("p"); Document doc = new Document(GetWebProjectRealPathTool.getRootPath() + "/"+"ccmuJsfw.docx");
      for (Element p : pTags) {
      Elements imgTags = p.select("img"); // 创建FindReplaceOptions对象
      if (imgTags.size() > 0) { FindReplaceOptions options = new FindReplaceOptions();
      for (Element img : imgTags) { options.setReplacingCallback(new IReplacingCallback() {
      // 创建新的<p>标签并包裹<img> @Override
      Element newPTag = new Element("p"); public int replacing(ReplacingArgs e) throws Exception {
      img.replaceWith(newPTag); // 创建一个DocumentBuilder并将其光标移至匹配节点的位置
      newPTag.appendChild(img); DocumentBuilder builder = new DocumentBuilder((Document) e.getMatchNode().getDocument());
      builder.moveTo(e.getMatchNode());
      String html = new String(Files.readAllBytes(Paths.get(GetWebProjectRealPathTool.getRootPath() + "/"+fileName+".txt")), StandardCharsets.UTF_8);
      builder.insertHtml(html);
      // 告诉引擎我们已经替换了文本，跳过默认的替换动作
      return ReplaceAction.SKIP;
      }
      });
      // 执行查找和替换
      doc.getRange().replace("{{协议信息}}", "", options);
      insertWatermarkText(doc, "CCMU");
      doc.save(GetWebProjectRealPathTool.getRootPath() + "/"+"output"+fileName+".docx");
      //
      // Document doc = new Document("path/to/your/document.docx");
      }
      private static void insertWatermarkText(Document doc, String watermarkText) throws Exception {
      // Create a watermark shape.
      Shape watermark = new Shape(doc, ShapeType.TEXT_PLAIN_TEXT);
      // Set various properties for the shape.
      watermark.getTextPath().setText(watermarkText);
      watermark.getTextPath().setFontFamily("Arial");
      watermark.setWidth(300);
      watermark.setHeight(80);
      watermark.setRotation(-40); // Rotate the text
      watermark.getFill().setColor(Color.GRAY); // Try other color combinations if you want
      watermark.setStrokeColor(Color.GRAY);
      // Place the watermark in the page center.
      watermark.setRelativeHorizontalPosition(RelativeHorizontalPosition.PAGE);
      watermark.setRelativeVerticalPosition(RelativeVerticalPosition.PAGE);
      watermark.setWrapType(WrapType.NONE);
      watermark.setVerticalAlignment(VerticalAlignment.CENTER);
      watermark.setHorizontalAlignment(HorizontalAlignment.CENTER);
      // Create a new paragraph and append the watermark to this paragraph.
      Paragraph watermarkPara = new Paragraph(doc);
      watermarkPara.appendChild(watermark);
      // Insert the watermark into all headers of each section.
      for (Section sect : doc.getSections()) {
      // There could be up to three different headers in each section, so we insert the watermark into all of them.
      insertWatermarkIntoHeader(watermarkPara, sect, HeaderFooterType.HEADER_PRIMARY);
      insertWatermarkIntoHeader(watermarkPara, sect, HeaderFooterType.HEADER_FIRST);
      insertWatermarkIntoHeader(watermarkPara, sect, HeaderFooterType.HEADER_EVEN);
      } }
      } }
      private static void insertWatermarkIntoHeader(Paragraph watermarkPara, Section sect, int headerType) throws Exception {
      HeaderFooter header = sect.getHeadersFooters().getByHeaderFooterType(headerType);
      if (header == null) {
      // There is no header of the specified type in the current section, create it.
      header = new HeaderFooter(sect.getDocument(), headerType);
      sect.getHeadersFooters().add(header);
      } }
      System.out.println(doc.body().html()); // Insert a clone of the watermark into the header.
      header.appendChild(watermarkPara.deepClone(true));
      } }
      } }
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      样例2.txt 0 → 100644
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      <p><br></p><table style=""><tbody><tr><td colSpan="1" rowSpan="1"></td><td colSpan="1" rowSpan="1">具体分析内容</td><td colSpan="1" rowSpan="1">备注</td></tr><tr><td colSpan="1" rowSpan="1">分析内容</td><td colSpan="1" rowSpan="1">标准分析内容&nbsp;序列优化及质控&nbsp;测序数据介绍&nbsp;数据过滤及质量评估&nbsp;划分&nbsp;OTU&nbsp;OTU&nbsp;生成&nbsp;OTU&nbsp;聚类结果统计&nbsp;OTU&nbsp;丰度统计&nbsp;分类学分析&nbsp;物种分类与相对丰度统计&nbsp;群落结构分析&nbsp;物种热图分析(N≥3)&nbsp;物种系统进化分析&nbsp;单样品分类学树状图&nbsp;分析内容&nbsp;多样品分类学树状图&nbsp;单样品(alpha)多样性分析&nbsp;a-多样性指数统计&nbsp;高级分析内容&nbsp;组间差异分析(分组≥2，每组≥2样品)&nbsp;LEfSe&nbsp;分析&nbsp;组间显著性差异分析&nbsp;样品间相关分析(N≥3)&nbsp;三元相图(N≥3)&nbsp;Anova方差分析(分组≥2，每组≥2样品)&nbsp;Wilcox秩和检验(分组≥2，每组≥2样品)&nbsp;RDA/CCA分析(属水平)(注:需要提供环境因子数据，&nbsp;且环境因子数小于分析样品数)&nbsp;基于16S的COG和KEGG数据库功能富集(限细菌)</td><td colSpan="1" rowSpan="1"></td></tr><tr><td colSpan="1" rowSpan="1">售后服务</td><td colSpan="1" rowSpan="1">甲方可以在分析完成日后的三个月内针对原有数据、结果、分析方法等方面的疑问咨询乙方，乙方在一个月内给甲方提供整理分析类服务，三个月内提供问题解答服务，咨询范围只限于合同中的服务内容。</td><td colSpan="1" rowSpan="1"></td></tr><tr><td colSpan="3" rowSpan="1">注:1、待项目启动后20天未提供分析方案，将按不分组进行分析出具报告。待&nbsp;老师出具方案后再进行免费个性化分析。乙方提供给甲方的分析内容以合同为&nbsp;准，任何口头承诺均无效。&nbsp;2、每批样本分析次数不超过3次。</td></tr></tbody></table><p style="text-indent: 0cm; line-height: 150%;"><span style="font-size: 12pt; font-family: 宋体;">1.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;考核指标及验收方式:</span></p><p style="text-indent: 20.9pt; line-height: 150%;"><span style="font-size: 12pt; font-family: 宋体;">试验全部完成后，受委托方按合同规定的内容向委托方提供全部试验原始资料，图片和电子数据表(含计算方法及相关软件信息)等。并出具相应的试验报告(电子版与盖章纸质版)，并保证报告的真实性、准确性、科学性，同时对全部资料有保密责任。项目完成后，受委托方应当将项目相关的原始记录、原始数据归档保存。</span></p><p style="text-indent: 0cm; line-height: 150%;"><span style="font-size: 12pt; font-family: 宋体;">2.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;技术服务地点:北京百迈客生物科技有限公司</span></p><p style="text-indent: 0cm; line-height: 150%;"><span style="font-size: 12pt; font-family: 宋体;">3.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;标分析技术务期:30自然(n≤24)(不包含定制化分析周期)。自乙方收到首付款且样本质检合格次日起到乙方向甲方提供《结题报告》或《标准分析报告》之日止。若在项目生产过程中遇到技术障碍，乙方应与甲方及时沟通，&nbsp;双方沟通时间。</span></p>
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      <p style="text-indent: -21.25pt; line-height: 150%;"><strong>1.&nbsp;&nbsp;</strong><span style="font-family: 宋体;"><strong>主要内容</strong></span></p>
      \ No newline at end of file
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