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Herby Gillot (herbygillot) pushed a commit to branch master
in repository macports-ports.

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<p><a href="https://github.com/macports/macports-ports/commit/4d42b4e8aeecd4c2739bc0714c06c9773c124d27">https://github.com/macports/macports-ports/commit/4d42b4e8aeecd4c2739bc0714c06c9773c124d27</a></p>
<pre style="white-space: pre; background: #F8F8F8"><span style='display:block; white-space:pre;color:#808000;'>commit 4d42b4e8aeecd4c2739bc0714c06c9773c124d27
</span>Author: barracuda156 <vital.had@gmail.com>
AuthorDate: Tue Oct 3 12:46:44 2023 +0800

<span style='display:block; white-space:pre;color:#404040;'>    R-highs: revbump after HiGHS update
</span>---
 R/R-highs/Portfile | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

<span style='display:block; white-space:pre;color:#808080;'>diff --git a/R/R-highs/Portfile b/R/R-highs/Portfile
</span><span style='display:block; white-space:pre;color:#808080;'>index 429c0921aef..08579022179 100644
</span><span style='display:block; white-space:pre;background:#e0e0ff;'>--- a/R/R-highs/Portfile
</span><span style='display:block; white-space:pre;background:#e0e0ff;'>+++ b/R/R-highs/Portfile
</span><span style='display:block; white-space:pre;background:#e0e0e0;'>@@ -4,10 +4,10 @@ PortSystem          1.0
</span> PortGroup           R 1.0
 
 R.setup             cran roigrp highs 0.1-10
<span style='display:block; white-space:pre;background:#ffe0e0;'>-revision            0
</span><span style='display:block; white-space:pre;background:#e0ffe0;'>+revision            1
</span> categories-append   math
 maintainers         {@barracuda156 gmail.com:vital.had} openmaintainer
<span style='display:block; white-space:pre;background:#ffe0e0;'>-license             {GPL-2 GPL-3}
</span><span style='display:block; white-space:pre;background:#e0ffe0;'>+license             GPL-2+
</span> description         HiGHS optimization solver
 long_description    R interface to HiGHS, an optimization solver for solving mixed integer optimization \
                     problems with quadratic or linear objective and linear constraints.
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