<magic priority="50">
      <match value="MATLAB" type="string" offset="0"/>
    </magic>
      <glob pattern="*.mat"/>
  </mime-type>

  <mime-type type="text/x-modula">
    <_comment>Modula source code</_comment>
    <glob pattern="*.m3"/>
    <glob pattern="*.i3"/>
    <glob pattern="*.mg"/>
    <glob pattern="*.ig"/>
    <sub-class-of type="text/plain"/>
  </mime-type>

<h4 id="Integer_overflow">Integer overflow</h4>

<p>
For <a href="#Numeric_types">unsigned integer</a> values, the operations <code>+</code>,
<code>-</code>, <code>*</code>, and <code>&lt;&lt;</code> are
computed modulo 2<sup><i>n</i></sup>, where <i>n</i> is the bit width of
the unsigned integer's type.
Loosely speaking, these unsigned integer operations
discard high bits upon overflow, and programs may rely on "wrap around".
</p>