You are looking at the HTML representation of the XML format.
HTML is good for debugging, but probably is not suitable for your application.
See complete documentation, or API help for more information.
<?xml version="1.0"?>
<api>
  <query>
    <search>
      <p ns="0" title="Complex bordism" snippet="indeterminates acquire a geometric &lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt; if $\xi$ is a sum&#10;" size="25482" wordcount="4167" timestamp="2012-05-08T15:46:25Z" />
      <p ns="0" title="Isotopy" snippet="...t isotopy&#039;&#039; to just &#039;&#039;isotopy&#039;&#039;.  Readers should be careful to clarify the &lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt; of &#039;&#039;isotopy&#039;&#039; in a particular text. &#10;" size="6055" wordcount="930" timestamp="2019-04-24T02:40:40Z" />
      <p ns="0" title="Lie groups I: Definition and examples" snippet="...nd average it over $G$ using a Haar measure). If the action is effective  (&lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt; that if $g$ acts trivially, the $g =1$), then $G$ is a subgroup of $Iso(M,g&#10;" size="7780" wordcount="1335" timestamp="2010-06-09T10:32:36Z" />
      <p ns="0" title="Axiomatization of the manifold concept" snippet="...o now, nearly nothing has been achieved with regard to the question of the &lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt; of differentiability in its applicability to reality&#039;&#039;. (\cite{Weyl1925|12,&#10;" size="15334" wordcount="2300" timestamp="2012-12-12T16:21:03Z" />
      <p ns="0" title="Bott periodicity and exotic spheres: some comments" snippet="...zebruch \cite{Atiyah-Hirzebruch}. This is a generalized cohomology theory (&lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt; that the Eilenberg-Steenrod axioms for ordinary cohomology are fulfilled ex&#10;" size="12650" wordcount="2070" timestamp="2012-04-24T08:25:31Z" />
      <p ns="0" title="Oberwolfach Surgery Seminar 2012: General information" snippet="...re a solid knowledge of the basics of differential and algebraic topology, &lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt;: manifolds, Poincaré duality, bundles, cobordism, transversality, generali&#10;" size="7952" wordcount="1000" timestamp="2012-08-06T09:47:01Z" />
      <p ns="0" title="Legal Notice" snippet="The provider of this Website within the legal &lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt; of the term is the registered&amp;lt;br /&amp;gt;&#10;" size="4766" wordcount="714" timestamp="2012-05-08T15:02:26Z" />
      <p ns="0" title="5-manifolds with fundamental group of order 2" snippet="...)=\mathbb R \mathrm P^5$ (There are exactly 4 in the smooth category). The &lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt; of $q$ will be clear in the section  ``Invariants&amp;quot;.&#10;" size="5577" wordcount="834" timestamp="2013-02-07T00:36:24Z" />
      <p ns="0" title="Bonn THDM 2013: Background" snippet="...School are knowledge of the basics of differential and algebraic topology, &lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt;: manifolds, Poincaré duality, group rings, bundles and principle bundles, &#10;" size="1806" wordcount="240" timestamp="2013-08-26T00:34:16Z" />
      <p ns="0" title="Extending functors on the category of manifolds and submersions" snippet="...pen covering $M = U \cup V$ which is natural with respect to induced maps, &lt;span class=&#039;searchmatch&#039;&gt;meaning&lt;/span&gt; that if $g: M&#039; \to M$ is a submersion and $M&#039; = U&#039;\cup V&#039;$ and $g(U&#039;) \subs&#10;" size="16126" wordcount="2716" timestamp="2017-07-20T15:02:25Z" />
    </search>
  </query>
</api>