From 4089f8ab972295d13cec36576565fa442a9e8203 Mon Sep 17 00:00:00 2001 From: Ben Boyter Date: Tue, 1 Oct 2024 08:57:42 +1000 Subject: [PATCH] Tera support (#523) --- LANGUAGES.md | 1 + SCC-OUTPUT-REPORT.html | 26 +++++++++++++------------- examples/language/tera.tera | 8 ++++++++ languages.json | 17 +++++++++++++++++ processor/constants.go | 2 +- test-all.sh | 1 + 6 files changed, 41 insertions(+), 14 deletions(-) create mode 100644 examples/language/tera.tera diff --git a/LANGUAGES.md b/LANGUAGES.md index c208df6cc..b3eae2164 100644 --- a/LANGUAGES.md +++ b/LANGUAGES.md @@ -269,6 +269,7 @@ TCL (tcl) Teal (teal) Templ (templ) TemplateToolkit (tt,tt2) +Tera (tera) Terraform (tf,tf.json) TeX (tex,sty) Textile (textile) diff --git a/SCC-OUTPUT-REPORT.html b/SCC-OUTPUT-REPORT.html index 100dc6414..f77aa46a5 100644 --- a/SCC-OUTPUT-REPORT.html +++ b/SCC-OUTPUT-REPORT.html @@ -18,7 +18,7 @@ 447 7659 1529 - 254048 + 254192 4067 processor/formatters.go @@ -240,16 +240,6 @@ 0 2209 35 - - processor/cocomo_test.go - - 37 - 8 - 4 - 25 - 6 - 686 - 23 processor/bloom.go @@ -260,6 +250,16 @@ 2 1062 29 + + processor/cocomo_test.go + + 37 + 8 + 4 + 25 + 6 + 686 + 23 processor/helpers_test.go @@ -288,7 +288,7 @@ 0 4 0 - 21709 + 21853 5 @@ -299,7 +299,7 @@ 447 7659 1529 - 254048 + 254192 4067 diff --git a/examples/language/tera.tera b/examples/language/tera.tera new file mode 100644 index 000000000..ddfb0b557 --- /dev/null +++ b/examples/language/tera.tera @@ -0,0 +1,8 @@ +{% set map = section.pages | group_by(attribute="year") %} +{% set_global years = [] %} +{% for year, ignored in map %} + {% set_global years = years | concat(with=year) %} +{% endfor %} +{% for year in years | reverse %} + {% set posts = map[year] %} +{% endfor %} \ No newline at end of file diff --git a/languages.json b/languages.json index 4e127f2a7..507962853 100644 --- a/languages.json +++ b/languages.json @@ -6201,6 +6201,23 @@ "multi_line": [["[%#", "%]"]], "quotes": [] }, + "Tera": { + "complexitychecks": [ + "{% include ", + "{% macro ", + "{% block ", + "{% extends ", + "{% for ", + "{% set ", + "{% if ", + "{% elif ", + "{% else " + ], + "extensions": ["tera"], + "line_comment": [], + "multi_line": [[""], ["{#", "#}"]], + "quotes": [] + }, "Terraform": { "complexitychecks": [ "count", diff --git a/processor/constants.go b/processor/constants.go index f22a38fd1..ad15b445d 100644 --- a/processor/constants.go +++ b/processor/constants.go @@ -1,5 +1,5 @@ package processor const ( - languages = `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` 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` ) diff --git a/test-all.sh b/test-all.sh index 2fd1b9dab..344aecab8 100755 --- a/test-all.sh +++ b/test-all.sh @@ -980,6 +980,7 @@ specificLanguages=( 'Snakemake ' 'Stan ' 'Teal ' + 'Tera ' 'Templ ' 'Terraform ' 'TTCN-3 '