答案1
最后,这取决于您的用法\moderncvstyle
。
例如如果你使用的\moderncvstyle{classic}
命令\makeletterclosing
定义如下:
\renewcommand*{\makeletterclosing}{
\@closing\\[3em]%
{\bfseries\@firstname~\@lastname}%
\ifthenelse{\isundefined{\@enclosure}}{}{%
\\%
\vfil%
{\color{color2}\itshape\enclname: \@enclosure}}%
\vfil}
对于您来说,您需要\vfil
在签名后删除并添加一些空格,例如:
\makeatletter
\renewcommand*{\makeletterclosing}{
\@closing\\[3em]%
{\bfseries\@firstname~\@lastname}%
\ifthenelse{\isundefined{\@enclosure}}{}{%
\\[1cm]% <==========================================================
{\color{color2}\itshape\enclname: \@enclosure}}%
}
\makeatother
根据您的需要1cm
更改值...\\[1cm]
使用以下编译的MWE(请自行将一个添加到您的下一个问题中)
\documentclass[11pt,a4paper,sans]{moderncv}
% moderncv themes
\moderncvstyle{classic} % casual, classic, banking, oldstyle and fancy
\moderncvcolor{blue}
\usepackage[utf8]{inputenc}
\usepackage[scale=0.75]{geometry}
% personal data
\name{John}{Doe}
\title{Resumé title}
\address{street and number}{postcode city}{country}
\phone[mobile]{+1~(234)~567~890}
\phone[fixed]{+2~(345)~678~901}
\phone[fax]{+3~(456)~789~012}
\email{[email protected]}
\homepage{www.johndoe.com}
\social[linkedin]{john.doe}
\social[twitter]{jdoe}
\social[github]{jdoe}
\extrainfo{additional information}
\photo[64pt][0.4pt]{example-image-a}
\quote{Some quote}
\setlength{\footskip}{66pt}
\makeatletter
\renewcommand*{\makeletterclosing}{
\@closing\\[3em]%
{\bfseries\@firstname~\@lastname}%
\ifthenelse{\isundefined{\@enclosure}}{}{%
\\[1cm]% <==========================================================
{\color{color2}\itshape\enclname: \@enclosure}}%
}
\makeatother
\begin{document}
%----- letter ---------------------------------------------------------
% recipient data
\recipient{Company Recruitment team}{Company, Inc.\\123 somestreet\\some city}
\date{January 01, 1984}
\opening{Dear Sir or Madam,}
\closing{Yours faithfully,}
\enclosure[Attached]{curriculum vit\ae{}}
\makelettertitle
%\raggedbottom
Lorem ipsum dolor sit amet, consectetur adipiscing elit. Duis ullamcorper
neque sit amet lectus facilisis sed luctus nisl iaculis. Vivamus at neque
arcu, sed tempor quam. Curabitur pharetra tincidunt tincidunt. Morbi
volutpat feugiat mauris, quis tempor neque vehicula volutpat. Duis
tristique justo vel massa fermentum accumsan. Mauris ante elit, feugiat
vestibulum tempor eget, eleifend ac ipsum. Donec scelerisque lobortis
ipsum eu vestibulum. Pellentesque vel massa at felis accumsan rhoncus.
Albert Einstein discovered that $e=mc^2$ in 1905.
\[ e=\lim_{n \to \infty} \left(1+\frac{1}{n}\right)^n \]
\makeletterclosing
\end{document}
得到结果: