Changeset 1b20da0 in mainline for uspace/lib/c/generic/ieee_double.c

Timestamp:

2018-02-28T17:52:03Z (7 years ago)

Author:

Jiří Zárevúcky <zarevucky.jiri@…>

Branches:

lfn, master, serial, ticket/834-toolchain-update, topic/msim-upgrade, topic/simplify-dev-export

Children:

3061bc1

Parents:

df6ded8

git-author:

Jiří Zárevúcky <zarevucky.jiri@…> (2018-02-28 17:26:03)

git-committer:

Jiří Zárevúcky <zarevucky.jiri@…> (2018-02-28 17:52:03)

Message:

style: Remove trailing whitespace on non-empty lines, in certain file types.

Command used: tools/srepl '\([^[:space:]]\)\s\+$' '\1' -- *.c *.h *.py *.sh *.s *.S *.ag

File:

• uspace/lib/c/generic/ieee_double.c (modified) (2 diffs)

uspace/lib/c/generic/ieee_double.c

@@ -54 +54 @@
         bits.val = val;
 
-        /* 
-         * Extract the binary ieee representation of the double. 
+        /*
+         * Extract the binary ieee representation of the double.
          * Relies on integers having the same endianness as doubles.
          */
-        uint64_t num = bits.num;        
+        uint64_t num = bits.num;
 
         ieee_double_t ret;
@@ -98 +98 @@
                         ret.pos_val.exponent = raw_exponent - exponent_bias;
 
-                        /* The predecessor is closer to val than the successor 
+                        /* The predecessor is closer to val than the successor
                          * if val is a normal value of the form 2^k (hence
-                         * raw_significand == 0) with the only exception being 
-                         * the smallest normal (raw_exponent == 1). The smallest 
-                         * normal's predecessor is the largest denormal and denormals 
-                         * do not get an extra bit of precision because their exponent 
+                         * raw_significand == 0) with the only exception being
+                         * the smallest normal (raw_exponent == 1). The smallest
+                         * normal's predecessor is the largest denormal and denormals
+                         * do not get an extra bit of precision because their exponent
                          * stays the same (ie it does not decrease from k to k-1).
                          */