diff --git a/Advanced/Origami/main.tex b/Advanced/Origami/main.tex
index 90d1423..8d96790 100755
--- a/Advanced/Origami/main.tex
+++ b/Advanced/Origami/main.tex
@@ -370,7 +370,7 @@
 	\note{Proposed by Sunny}
 	Using a compass and ruler, find two circles tangent to a point D and lines AB and AC. (Problem of Appolonius, PLL case) \par
 	\hint{
-		All circles tangent to $AB$ and $AC$ are homothetic with centre at $A$. What does this mean? \par
+		All circles tangent to $AB$ and $AC$ are homothetic with centre at $A$. What does this mean? \\
 		Also, the angle bisector may help.
 	}