diff --git a/TATA54/TENTOR/tenta-TATA54-20240601.log b/TATA54/TENTOR/tenta-TATA54-20240601.log
index 78bfee0c73500cca80ce498a904c8a2e54f72e31..e3b7fe2f2bb384bf6655c90ecf810e396c09039a 100644
--- a/TATA54/TENTOR/tenta-TATA54-20240601.log
+++ b/TATA54/TENTOR/tenta-TATA54-20240601.log
@@ -1,4 +1,4 @@
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diff --git a/TATA54/TENTOR/tenta-TATA54-20240601.pdf b/TATA54/TENTOR/tenta-TATA54-20240601.pdf
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diff --git a/TATA54/TENTOR/tenta-TATA54-20240601.synctex.gz b/TATA54/TENTOR/tenta-TATA54-20240601.synctex.gz
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diff --git a/TATA54/TENTOR/tenta-TATA54-20240601.tex b/TATA54/TENTOR/tenta-TATA54-20240601.tex
index ab76b3e0e6aeff4cc9f72cb6a254042d1666d85a..3111a63974611e773b376d18e1957cbba2c9f55a 100644
--- a/TATA54/TENTOR/tenta-TATA54-20240601.tex
+++ b/TATA54/TENTOR/tenta-TATA54-20240601.tex
@@ -16,8 +16,8 @@
 \newcommand{\divides}[2]{{#1} \lvert  {#2}}
 \pagestyle{empty}
 \begin{document}
-\noindent{
-Talteori 6hp, Kurskod TATA54, Provkod TEN1 \\
+{
+\noindent Talteori 6hp, Kurskod TATA54, Provkod TEN1 \\
 1 juni 2024 \\
 LINKÖPINGS UNIVERSITET\\
 Matematiska Institutionen\\
@@ -32,8 +32,8 @@ Alla problem ger maximalt 3 poäng. Full poäng kräver fullständig lösning.
 \medskip
 
 {\small{\(\mu\) är Möbiusfunktionen, \(\phi\) är Eulers phi-funktion,
-som räknar antalet multiplikativt inverterbara kongruensklasser modulo \(n\),
-     \(\tau\) räknar antalet positiva delare till heltalet \(n\).
+så \(\phi(n)\) räknar antalet multiplikativt inverterbara kongruensklasser modulo \(n\).
+  \(\tau(n)\) räknar antalet positiva delare till heltalet \(n\).
 }}
 
 \medskip