\batchmode

\documentstyle{article}
\makeatletter

\def\vskp{\vskip .125truein}

\def\INDF{  \displaystyle{  ^{^{^{^{''}}}}{\infty \over \infty}^{''} }  }

\makeatother
\newenvironment{tex2html_wrap}{}{}
\newwrite\lthtmlwrite
\def\lthtmltypeout#1{{\let\protect\string\immediate\write\lthtmlwrite{#1}}}%
\newbox\sizebox
\begin{document}
\pagestyle{empty}
{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{  ^{^{^{^{''}}}}{\infty \over \infty}^{''} }   $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline136: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ `` \infty - \infty '' $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline138: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ + \   \infty $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline144: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ - \   \infty $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline146: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{  \lim_{ x \to  \infty } \;\; {100 \over x^2 + 5 }  } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline160: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{  \lim_{ x \to - \infty } \;\;  \displaystyle{ 7 \over x^3 - 20 }  }  $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline162: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{  \lim_{ x \to \infty } \;\;  \displaystyle{ 3 x^3 - 1000 x^2 }  }  $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline164: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{ x \to - \infty} \;\;     
           \displaystyle { x^4 + 5 x^2 + 1 }     }  $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline166: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{ x \to \infty} \;\; { x^5 - x^2 + x - 10 }   }  $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline168: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{ x \to - \infty} \;\; { x + 7  \over  3 x + 5  } } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline170: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{x \to \infty} \; \; { 7 x^2 + x - 100  \over  2 x^2 - 5 x }  }  $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline172: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{x \to \infty} \; \; { x^2 - 3 x + 7 \over  x^3 + 10 x - 4 }  }  $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline174: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{x \to - \infty} \; \;  { 7 x^2 - x + 11  \over  4 - x }  }  $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline176: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{x \to \infty} \; \;  \sqrt{ x^3 + 7x  \over 4 x^3 + 5  }  } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline178: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{x \to \infty} \; \;  { x - \sqrt{ x^2 + 7  } }  } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline180: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{x \to - \infty} \; \;  { x - \sqrt{ x^2 + 7  } }  } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline182: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{x \to \infty} \; \;  { x + 3  \over  \sqrt{ 4 x^2 - 5 x   }  }  } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline184: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{x \to - \infty} \; \;  { x + 3  \over  \sqrt{ 4 x^2 - 5 x   }  }  } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline186: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{ \lim_{x \to \infty }  \; \; \log \{  {  x^6 - 500  \over  x^6 + 500 }  \} } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline188: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{   \lim_{x \to - \infty }  \; \; 
\arccos  \{  { x   \over   x^2 + 10 } + {  \sqrt{3} \over 2  }   \}   } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline190: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{   \lim_{x \to - \infty }  \; \; 
 {e^{ x } \over { 4 + 5  e^{ 3 x } } }  } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline192: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{   \lim_{x \to  \infty }  \; \; 
 {5^{ x } \over { 3^{x} + 2^{x} } }  } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline194: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

{\newpage
\clearpage
\samepage \setbox\sizebox=\hbox{$ \displaystyle{   \lim_{x \to  \infty }  \; \; 
\{ 3^{x}+ 3^{2 x} \} ^ { 1 \over x }    } $}\lthtmltypeout{latex2htmlSize :tex2html_wrap_inline196: \the\ht\sizebox::\the\dp\sizebox.}\box\sizebox
}

\stepcounter{section}

\end{document}
