diff --git a/text/3606-temporary-lifetimes-in-tail-expressions.md b/text/3606-temporary-lifetimes-in-tail-expressions.md
index 9a26fc956f4..1fc5a725d42 100644
--- a/text/3606-temporary-lifetimes-in-tail-expressions.md
+++ b/text/3606-temporary-lifetimes-in-tail-expressions.md
@@ -13,7 +13,7 @@ In the next edition, drop temporaries in tail expressions *before* dropping loca
 and a visualisation of how long x and temp live before and after this change.
 Before: x is created first, then temp is created, then x is dropped, then temp is dropped.
 After: x is created first, then temp is created, then temp is dropped, then x is dropped.
-](https://github.com/rust-lang/rfcs/assets/783247/07adb0c3-af0a-4761-a696-9bddd0b75c62)
+](3606-temporary-lifetimes-in-tail-expressions/diagram.svg)
 
 # Motivation
 
diff --git a/text/3606-temporary-lifetimes-in-tail-expressions/diagram.svg b/text/3606-temporary-lifetimes-in-tail-expressions/diagram.svg
new file mode 100644
index 00000000000..33d72faad94
--- /dev/null
+++ b/text/3606-temporary-lifetimes-in-tail-expressions/diagram.svg
@@ -0,0 +1,4 @@
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"/></switch></g></g></svg>
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