Typo.

docs/index.html

@@ -465,5 +465,5 @@ <h4 class="modal-title" id="keyboardModalLabel">Keyboard Shortcuts</h4>
 
 <!--
 MkDocs version : 1.4.3
-Build Date UTC : 2024-03-09 22:43:52.058328+00:00
+Build Date UTC : 2024-03-10 10:03:40.344303+00:00
 -->

docs/manual/errors/index.html

@@ -532,7 +532,7 @@ <h4 id="merge-connection-error">Merge connection error</h4>
 has 3 inputs
 </code></pre>
 <h4 id="recursive-connection-error">Recursive connection error</h4>
-<p>Combining two blocks <code>A</code> and <code>B</code> with the recursive composition will produce a box connection error if the number of outputs of <code>A</code> is less than the number of inputs of <code>B</code>, or the number of outputs of <code>B</code> is less than the number of inputs of <code>A</code> (that is the following <script type="math/tex; mode=display">\mathrm{outputs}(A) \geq \mathrm{inputs}(B) and \mathrm{inputs}(A) \geq \mathrm{outputs}(B)</script> connection rule is not respected). So for instance the following program:</p>
+<p>Combining two blocks <code>A</code> and <code>B</code> with the recursive composition will produce a box connection error if the number of outputs of <code>A</code> is less than the number of inputs of <code>B</code>, or the number of outputs of <code>B</code> is more than the number of inputs of <code>A</code> (that is the following <script type="math/tex; mode=display">\mathrm{outputs}(A) \geq \mathrm{inputs}(B) and \mathrm{inputs}(A) \geq \mathrm{outputs}(B)</script> connection rule is not respected). So for instance the following program:</p>
 <pre><code>A = _,_;
 B = _,_,_;
 process = A ~ B;

mkdocs/docs/manual/errors.md

@@ -189,7 +189,7 @@ has 3 inputs
 
 #### Recursive connection error
 
-Combining two blocks `A` and `B` with the recursive composition will produce a box connection error if the number of outputs of `A` is less than the number of inputs of `B`, or the number of outputs of `B` is less than the number of inputs of `A` (that is the following $$\mathrm{outputs}(A) \geq \mathrm{inputs}(B) and \mathrm{inputs}(A) \geq \mathrm{outputs}(B)$$ connection rule is not respected). So for instance the following program:
+Combining two blocks `A` and `B` with the recursive composition will produce a box connection error if the number of outputs of `A` is less than the number of inputs of `B`, or the number of outputs of `B` is more than the number of inputs of `A` (that is the following $$\mathrm{outputs}(A) \geq \mathrm{inputs}(B) and \mathrm{inputs}(A) \geq \mathrm{outputs}(B)$$ connection rule is not respected). So for instance the following program:
 
 ```
 A = _,_;

src/manual/errors.md

@@ -189,7 +189,7 @@ has 3 inputs
 
 #### Recursive connection error
 
-Combining two blocks `A` and `B` with the recursive composition will produce a box connection error if the number of outputs of `A` is less than the number of inputs of `B`, or the number of outputs of `B` is less than the number of inputs of `A` (that is the following $$\mathrm{outputs}(A) \geq \mathrm{inputs}(B) and \mathrm{inputs}(A) \geq \mathrm{outputs}(B)$$ connection rule is not respected). So for instance the following program:
+Combining two blocks `A` and `B` with the recursive composition will produce a box connection error if the number of outputs of `A` is less than the number of inputs of `B`, or the number of outputs of `B` is more than the number of inputs of `A` (that is the following $$\mathrm{outputs}(A) \geq \mathrm{inputs}(B) and \mathrm{inputs}(A) \geq \mathrm{outputs}(B)$$ connection rule is not respected). So for instance the following program:
 
 ```
 A = _,_;