public static void Run()
{
// ExStart:WithoutPreambleanddocument
// The path to the documents directory.
string dataDir = RunExamples.GetDataDir_AsposePdf_Text();
// Create a new Document Object
Document doc = new Document();
// Add Page in Pages Collection
Page page = doc.Pages.Add();
// Create a Table
Table table = new Table();
// Add a row into Table
Row row = table.Rows.Add();
// Add Cell with Latex Script to add methematical expressions/formulae
string latexText1 = "$123456789+\\sqrt{1}+\\int_a^b f(x)dx$";
Cell cell = row.Cells.Add();
cell.Margin = new MarginInfo {
Left = 20, Right = 20, Top = 20, Bottom = 20
};
// Second LatexFragment constructor bool parameter provides LaTeX paragraph indents elimination.
LatexFragment ltext1 = new LatexFragment(latexText1, true);
cell.Paragraphs.Add(ltext1);
// Add table inside page
page.Paragraphs.Add(table);
// Save the document
doc.Save(dataDir + "LatextScriptInPdf_out.pdf");
// ExEnd:WithoutPreambleanddocument
}
public static void Run()
{
//ExStart: UseLatexScript3
var dataDir = RunExamples.GetDataDir_AsposePdf_Text();
var s = @"
\usepackage{amsmath,amsthm}
\begin{document}
\begin{proof} The proof is a follows:
\begin{align}
(x+y)^3&=(x+y)(x+y)^2
(x+y)(x^2+2xy+y^2)\\
&=x^3+3x^2y+3xy^3+x^3.\qedhere
\end{align}
\end{proof}
\end{document}";
var doc = new Document();
var page = doc.Pages.Add();
var latex = new LatexFragment(s);
page.Paragraphs.Add(latex);
doc.Save(dataDir + "Script_out.pdf");
//ExEnd: UseLatexScript3
}
