diff --git a/LANGUAGES.md b/LANGUAGES.md
index 8fce9729d..3615e3cfb 100644
--- a/LANGUAGES.md
+++ b/LANGUAGES.md
@@ -25,6 +25,7 @@ BASH (bash,bash_login,bash_logout,bash_profile,bashrc,.bash_login,.bash_logout,.
Basic (bas)
Batch (bat,btm,cmd)
Bazel (bzl,build.bazel,build,workspace)
+Bean (bean,beancount)
Bicep (bicep)
Bitbake (bb,bbappend,bbclass)
Bitbucket Pipeline (bitbucket-pipelines.yml)
diff --git a/SCC-OUTPUT-REPORT.html b/SCC-OUTPUT-REPORT.html
index b44c21608..6f8830f16 100644
--- a/SCC-OUTPUT-REPORT.html
+++ b/SCC-OUTPUT-REPORT.html
@@ -18,7 +18,7 @@
447 |
7659 |
1529 |
- 253872 |
+ 253964 |
4067 |
processor/formatters.go |
@@ -288,7 +288,7 @@
0 |
4 |
0 |
- 21533 |
+ 21625 |
5 |
@@ -299,7 +299,7 @@
447 |
7659 |
1529 |
- 253872 |
+ 253964 |
4067 |
diff --git a/examples/language/bean.beancount b/examples/language/bean.beancount
new file mode 100644
index 000000000..04d8f2f4c
--- /dev/null
+++ b/examples/language/bean.beancount
@@ -0,0 +1,17 @@
+2014-02-05 * "Moving money to Isle of Man" ^transfers-offshore-17
+ Assets:WellsFargo:Savings -40000.00 USD
+ Assets:WellsFargo:Checking 40000.00 USD
+
+2014-02-09 * "Wire to FX broker" ^transfers-offshore-17
+ Assets:WellsFargo:Checking -40025.00 USD
+ Expenses:Fees:WireTransfers 25.00 USD
+ Assets:OANDA:USDollar 40000.00
+
+2014-03-16 * "Conversion to offshore beans" ^transfers-offshore-17
+ Assets:OANDA:USDollar -40000.00 USD
+ Assets:OANDA:GBPounds 23391.81 GBP @ 1.71 USD
+
+2014-03-16 * "God save the Queen (and taxes)" ^transfers-offshore-17
+ Assets:OANDA:GBPounds -23391.81 GBP
+ Expenses:Fees:WireTransfers 15.00 GBP
+ Assets:Brittania:PrivateBanking 23376.81 GBP
\ No newline at end of file
diff --git a/languages.json b/languages.json
index f72b009c8..0167b21f3 100644
--- a/languages.json
+++ b/languages.json
@@ -527,6 +527,18 @@
}
]
},
+ "Bean": {
+ "complexitychecks": [],
+ "extensions": ["bean", "beancount"],
+ "line_comment": [";"],
+ "multi_line": [],
+ "quotes": [
+ {
+ "end": "\"",
+ "start": "\""
+ }
+ ]
+ },
"Bicep": {
"complexitychecks": [
"@minLength(",
@@ -2483,6 +2495,18 @@
"multi_line": [],
"quotes": []
},
+ "Gleam": {
+ "complexitychecks": ["fn ", "case ", "-> ", "if "],
+ "extensions": ["gleam"],
+ "line_comment": ["//", "///", "////"],
+ "multi_line": [],
+ "quotes": [
+ {
+ "end": "\"",
+ "start": "\""
+ }
+ ]
+ },
"Go": {
"complexitychecks": [
"go ",
@@ -3001,23 +3025,6 @@
}
]
},
- "Gleam": {
- "complexitychecks": [
- "fn ",
- "case ",
- "-> ",
- "if "
- ],
- "extensions": ["gleam"],
- "line_comment": ["//", "///", "////"],
- "multi_line": [],
- "quotes": [
- {
- "end": "\"",
- "start": "\""
- }
- ]
- },
"JavaScript": {
"complexitychecks": [
"for ",
diff --git a/processor/constants.go b/processor/constants.go
index 4382236d7..06037873a 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 25698fd31..ff723917c 100755
--- a/test-all.sh
+++ b/test-all.sh
@@ -922,6 +922,7 @@ specificLanguages=(
'Astro '
'AWK '
'BASH '
+ 'Bean '
'Bicep '
'Bitbucket Pipeline '
'Boo '