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Why do proofreading errors occur #503

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fasnow opened this issue Nov 13, 2023 · 5 comments
Closed

Why do proofreading errors occur #503

fasnow opened this issue Nov 13, 2023 · 5 comments

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@fasnow
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fasnow commented Nov 13, 2023

image

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Welcome! Thanks for posting your first issue. The way things work here is that while customer issues are prioritized,
other issues go into our backlog where they are assessed and fitted into the roadmap when suitable.
If you need to get this done, consider buying a license which also enables you to use it in your commercial products.
More information can be found on https://unidoc.io/

@sampila
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sampila commented Nov 13, 2023

Hi @fasnow,

Could you share runnable code snippet and the expected results, so we can reproduce the issue on our ends?

@fasnow
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fasnow commented Nov 13, 2023

package export

import (
	"bytes"
	"encoding/base64"
	"fmt"
	"github.com/unidoc/unioffice/common"
	"github.com/unidoc/unioffice/common/license"
	"github.com/unidoc/unioffice/document"
	"github.com/unidoc/unioffice/measurement"
	"github.com/unidoc/unioffice/schema/soo/wml"
	"golang.org/x/net/html"
	"strings"
)

type ContentType string

const (
	VulName     ContentType = "vulName"
	Text        ContentType = "text"
	Image       ContentType = "image"
	Return      ContentType = "return"
	Description ContentType = "description"
	Severity    ContentType = "severity"
	Fix         ContentType = "fix"
	Url         ContentType = "url"
	SubTitle    ContentType = "subtitle"
)

type ContentItem struct {
	Type  ContentType
	Value string
}

func init() {
	// Make sure to load your metered License API key prior to using the library.
	// If you need a key, you can sign up and create a free one at https://cloud.unidoc.io.
	err := license.SetMeteredKey("1")
	if err != nil {
		panic(err)
	}
}
func ToWord(items []ContentItem) {
	//items, err := GenContent(htmlString)
	//if err != nil {
	//	return
	//}
	doc := document.New()
	for _, item := range items {
		switch item.Type {
		case VulName:
			para := doc.AddParagraph()
			para.Properties().SetStyle("Heading4")
			para.Properties().Spacing().SetLineSpacing(18*measurement.Point, wml.ST_LineSpacingRuleAuto)
			para.Properties().Spacing().SetBefore(14 * measurement.Point)
			para.Properties().Spacing().SetAfter(14.5 * measurement.Point)
			run := para.AddRun()
			run.Properties().SetFontFamily("黑体")
			run.Properties().SetSize(14)
			run.AddText(item.Value)
		case SubTitle:
			para := doc.AddParagraph()
			para.Properties().Spacing().SetLineSpacing(18*measurement.Point, wml.ST_LineSpacingRuleAuto)
			run := para.AddRun()
			run.Properties().SetFontFamily("宋体")
			run.Properties().SetSize(12)
			run.Properties().SetBold(true)
			run.AddTab()
			run.AddText(item.Value)
		case Description, Text, Url, Severity:
			if item.Type == Url {
				for _, u := range strings.Split(item.Value, "\n") {
					para := doc.AddParagraph()
					para.Properties().Spacing().SetLineSpacing(18*measurement.Point, wml.ST_LineSpacingRuleAuto)
					run := para.AddRun()
					run.AddTab()
					run.Properties().SetFontFamily("Times New Roman")
					run.Properties().SetSize(12)
					run.AddText(u)
				}
			} else {
				para := doc.AddParagraph()
				run := para.AddRun()
				run.AddTab()
				run.Properties().SetFontFamily("宋体")
				para.Properties().Spacing().SetLineSpacing(18*measurement.Point, wml.ST_LineSpacingRuleAuto)
				run.AddText(item.Value)
			}

		case Image:
			para := doc.AddParagraph()
			run := para.AddRun()
			byteImg, err := CovertBase64ImageToByte(item.Value)
			if err != nil {
				fmt.Println("无法转换成图片")
				return
			}
			image, err := common.ImageFromBytes(byteImg)
			if err != nil {
				fmt.Println("无法转换成字节")
				return
			}
			imgRef, err := doc.AddImage(image)
			if err != nil {
				fmt.Println("无法添加图片")
				return
			}
			inline, err := run.AddDrawingInline(imgRef)
			if err != nil {
				fmt.Println("无法添加图片")
				return
			}

			if image.Size.X >= 410 {
				//scope := math.Ceil(410 / float64(image.Size.X))
				scale := float64(400) / float64(image.Size.X)
				w := 400
				h := int(float64(image.Size.Y) * scale)
				inline.SetSize(measurement.Distance(w), measurement.Distance(h))
			}
		case Fix:
			para := doc.AddParagraph()
			run := para.AddRun()
			run.Properties().SetFontFamily("宋体")
			run.Properties().SetSize(12)
			run.AddText(item.Value)
		}
	}
	//doc := document.New()
	//
	//lorem := `Lorem ipsum dolor sit amet, consectetur adipiscing elit. Proin lobortis, lectus dictum feugiat tempus, sem neque finibus enim, sed eleifend sem nunc ac diam. Vestibulum tempus sagittis elementum.`
	//
	//// single spaced
	//para := doc.AddParagraph()
	//run := para.AddRun()
	//run.AddText(lorem)
	//run.AddText(lorem)
	//run.AddBreak()
	//
	//// double spaced is twice the text height (24 points in this case as the text height is 12 points)
	//para = doc.AddParagraph()
	//para.Properties().Spacing().SetLineSpacing(24*measurement.Point, wml.ST_LineSpacingRuleUnset)
	//run = para.AddRun()
	//run.AddText(lorem)
	//run.AddText(lorem)
	//run.AddBreak()
	//
	//if err := doc.Validate(); err != nil {
	//	log.Fatalf("error during validation: %s", err)
	//}
	// 保存文档到文件
	err := doc.SaveToFile("D:\\Tools\\code\\vulmap2\\service\\uploads\\1.docx")
	if err != nil {
		fmt.Println(err)
	}
}
func CovertBase64ImageToByte(base64Img string) ([]byte, error) {
	// 解码 base64 数据
	imageBytes, err := base64.StdEncoding.DecodeString(base64Img)
	if err != nil {
		return nil, err
	}
	return imageBytes, nil
}
func TestToWord(t *testing.T) {
	//htmlString := "<p>1<p>2</p>3</p><img src=\"image1.jpg\"><img src=\"image2.jpg\">"

	var items = []ContentItem{
		{Type: VulName, Value: "验证码未校验"},
		{Type: Text, Value: "检测分析发现,目标系统使用了短信验证码功能,但是并没有校验验证码内容。"},
		{Type: SubTitle, Value: "这是一个连接地址:"},
		{Type: Url, Value: "http://127.0.0.1/1111111111111111111111111111111111111111111111111111111111111111111\nhttp://127.0.0.1"},
		{Type: SubTitle, Value: "漏洞分析与取证:"},
		{Type: Text, Value: "这是一段漏洞分析与取证"},
		{Type: Image, Value: "iVBORw0KGgoAAAANSUhEUgAAAHUAAAAYCAYAAADEbrI4AAAAeUlEQVRoBe3YwQ0AIQzEQPqvL/1wuipQrHnwjzDerDgzc53WHRxAW0B/nqAGkwpUUHtRVVw/TGUqUzeYzVSmMpWpQQtABfXJb52dGnx4oIKqKNmpQQtABVVR2mDBhhkVpWCagAqq9it+gxaACqr2u8GCDTMqSsE0+QBT1S9j92AVXQAAAABJRU5ErkJggg=="},
		{Type: Image, Value: "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"},
		{Type: SubTitle, Value: "漏洞危害:"},
		{Type: Severity, Value: "这是危害"},
		{Type: SubTitle, Value: "修复建议:"},
		{Type: Fix, Value: "这是修复"},
	}

	ToWord(items)
}

@fasnow
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fasnow commented Nov 14, 2023

Hi @fasnow,

Could you share runnable code snippet and the expected results, so we can reproduce the issue on our ends?

Have you reproduced the issue and will it be fixed in the next release?

@sampila
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sampila commented Nov 19, 2023

Hi @fasnow,

The proof reading is based on MS Word application, you need to add the word into dictionary I suppose,
Hope that helps.

Best regards,
Alip

@sampila sampila closed this as completed Dec 19, 2023
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