~ chicken-core (master) d57b31ced0638c47bf9fd89c2c1a83086a12b4ed

commit d57b31ced0638c47bf9fd89c2c1a83086a12b4ed
Author:     felix <felix@call-with-current-continuation.org>
AuthorDate: Tue Apr 7 11:51:02 2026 +0200
Commit:     felix <felix@call-with-current-continuation.org>
CommitDate: Tue Apr 7 11:51:02 2026 +0200

    minor manual formatting

diff --git a/manual/C interface b/manual/C interface
index bceb83e3..4ed6b8b4 100644
--- a/manual/C interface	
+++ b/manual/C interface	
@@ -1616,11 +1616,7 @@ The C version of {{(not (pair? x))}}.
   from one thread to another, then the continuation of the current thread
   is captured and saved. Any pending C stack frame still active from a
   callback will remain on the stack until the threads is re-activated
-  again. This means that in a multithreading situation, when C callbacks
-  are involved, the available nursery space can be smaller than expected.
-  So doing many nested Scheme->C->Scheme calls can reduce the available
-  memory up to the point of thrashing. It is advisable to have only a
-  single thread with pending C stack-frames at any given time.
+  again. This means that in a multithreading situation, when C callbacks are involved, the available nursery space can be smaller than expected. So doing many nested Scheme->C->Scheme calls can reduce the available memory up to the point of thrashing. It is advisable to have only a single thread with pending C stack-frames at any given time.
 * Pointers to Scheme data objects should not be stored in local or
   global variables while calling back to Scheme.  Any Scheme object not
   passed back to Scheme will be reclaimed or moved by the garbage collector.
diff --git a/manual/Module (scheme inexact) b/manual/Module (scheme inexact)
index 32a7b332..de436bf7 100644
--- a/manual/Module (scheme inexact)	
+++ b/manual/Module (scheme inexact)	
@@ -20,7 +20,7 @@ computes the natural logarithm of z (not the base ten logarithm) if a single arg
 z if two arguments are given. The asin, acos, and atan procedures compute
 arcsine (sin^−1), arc-cosine (cos^−1), and arctangent (tan^−1),
 respectively. The two-argument variant of atan computes {{(angle (make-rectangular x y))}}
- (see below), even in implementations that don’t support complex numbers.
+(see below), even in implementations that don’t support complex numbers.
 
 In general, the mathematical functions log, arcsine, arc-cosine, and arctangent
 are multiply defined. The value of log z is defined to be the one whose