diff --git a/2005/toledo/README.md b/2005/toledo/README.md
index 3f4eaaf9c..422d960e4 100644
--- a/2005/toledo/README.md
+++ b/2005/toledo/README.md
@@ -5,6 +5,10 @@
```
+There are two alternate versions provided by the author. See [Alternate
+code](#alternate-code) below.
+
+
## To use:
```
@@ -23,7 +27,8 @@
## Alternate code:
Two alternate versions of this entry, [toledo2.c](%%REPO_URL%%/2005/toledo/toledo2.c) and
-[toledo3.c](%%REPO_URL%%/2005/toledo/toledo3.c) are provided.
+[toledo3.c](%%REPO_URL%%/2005/toledo/toledo3.c) were provided by the author.
+Unfortunately, in 2024, it is not currently known what the differences are.
### Alternate build:
@@ -50,7 +55,7 @@ by the rules of C and Chess within a single function!
### Historical note:
When this entry was submitted the code was a recursive call to `main()` - that
-was it. In 2023 due to problems with `clang` `main()` calls another function,
+was it. In 2023 due to problems with `clang`, `main()` calls another function,
`pain()`, which calls itself. But it might be said that the Chess is still a
single function.
diff --git a/2005/toledo/index.html b/2005/toledo/index.html
index 85a7e4f51..d80e246e9 100644
--- a/2005/toledo/index.html
+++ b/2005/toledo/index.html
@@ -409,6 +409,8 @@ Location: MX - United Mexican States
There are two alternate versions provided by the author. See Alternate
+code below. Two alternate versions of this entry, toledo2.c and
-toledo3.c are provided.To build:
+ makeTo use:
./toledo [a ...]Try:
@@ -416,7 +418,8 @@ Location: MX - United Mexican States
Alternate code:
To compile the alternate versions:
make alt
@@ -429,7 +432,7 @@ move analysis via recursion while it executes moves. All while playing
by the rules of C and Chess within a single function!
When this entry was submitted the code was a recursive call to main() - that
-was it. In 2023 due to problems with clang main() calls another function,
+was it. In 2023 due to problems with clang, main() calls another function,
pain(), which calls itself. But it might be said that the Chess is still a
single function.