diff --git a/LANGUAGES.md b/LANGUAGES.md index 03e018a2b..8fcb64f51 100644 --- a/LANGUAGES.md +++ b/LANGUAGES.md @@ -229,6 +229,7 @@ Rakefile (rake,rakefile) Raku (raku,rakumod,rakutest,rakudoc,t) Razor (cshtml,razor) ReasonML (re,rei) +Redscript (reds) Report Definition Language (rdl) ReScript (res,resi) ReStructuredText (rst) diff --git a/SCC-OUTPUT-REPORT.html b/SCC-OUTPUT-REPORT.html index e9e48d1ff..fe32f1018 100644 --- a/SCC-OUTPUT-REPORT.html +++ b/SCC-OUTPUT-REPORT.html @@ -18,7 +18,7 @@ 447 7659 1529 - 254544 + 254636 4067 processor/formatters.go @@ -288,7 +288,7 @@ 0 4 0 - 22205 + 22297 5 @@ -299,7 +299,7 @@ 447 7659 1529 - 254544 + 254636 4067 diff --git a/examples/language/redscript.reds b/examples/language/redscript.reds new file mode 100644 index 000000000..3ddd7a104 --- /dev/null +++ b/examples/language/redscript.reds @@ -0,0 +1,84 @@ +// redscript allows line comments +/* as well as block comments */ + +// it supports global functions +func add2(x: Int32, y: Int32) -> Int32 { + return x + y; +} + +// functions without a type annotation default to Void return type +func tutorial() { + let x: Int32 = 10; + // compiler can infer types for local variables, y will be Int32 + let y = 20; + // it supports arithmetic + let sum = x + y + 13; + // as well as mutation + let mutable = 0; + mutable += 10; + // numbers with decimal points default to type Float + let num = 10.0; + // you can cast between some types + let uint: Uint8 = Cast(10); + // array literals + let arr = [1, 2, 3]; + // array iteration + for item in arr { + // logging and string operations + Log("at " + ToString(item)); + } +} + +// you can define your own classes +public class IntTuple { + let fst: Int32; + let snd: Int32; + + // you can define static member functions + public static func Create(fst: Int32, snd: Int32) -> ref { + let tuple = new IntTuple(); + tuple.fst = fst; + tuple.snd = snd; + return tuple; + } + + public func Swap() { + let tmp = this.fst; + this.fst = this.snd; + this.snd = tmp; + } +} + +// you can replace existing in-game methods by specifying the class they belong to +@replaceMethod(CraftingSystem) +private final func ProcessCraftSkill(xpAmount: Int32, craftedItem: StatsObjectID) { + // instantiate a class using the new operator + let xpEvent = new ExperiencePointsEvent(); + xpEvent.amount = xpAmount * 100; + xpEvent.type = gamedataProficiencyType.Crafting; + GetPlayer(this.GetGameInstance()).QueueEvent(xpEvent); +} + +// you can add new methods to existing classes as well +// they are visible to other code using the class +@addMethod(BackpackMainGameController) +private final func DisassembleAllJunkItems() -> Void { + let items = this.m_InventoryManager.GetPlayerItemsByType(gamedataItemType.Gen_Junk); + let i = 0; + for item in items { + ItemActionsHelper.DisassembleItem(this.m_player, InventoryItemData.GetID(item)); + }; + // some methods require CName literals, they need to be prefixed with the n letter + this.PlaySound(n"Item", n"OnBuy"); +} + +// you can trigger calls when game functions are called +@wrapMethod(CraftingSystem) +private final func ProcessCraftSkill(xpAmount: Int32, craftedItem: StatsObjectID) { + // this calls the original function. Don't omit this - use replaceMethod instead! + wrappedMethod(xpAmount, craftedItem); + + // you can now do your own stuff. + // Or even do your own stuff _first_, modify the parameters passed to the + // original call. +} \ No newline at end of file diff --git a/languages.json b/languages.json index cd27e46b9..15b2c7dab 100644 --- a/languages.json +++ b/languages.json @@ -5248,6 +5248,27 @@ } ] }, + "Redscript": { + "complexitychecks": [ + "for ", + "@if(", + "switch ", + "while ", + "else ", + "func ", + "-> " + ], + "extensions": ["reds"], + "line_comment": ["//", "///"], + "multi_line": [["/*", "*/"]], + "nestedmultiline": true, + "quotes": [ + { + "end": "\"", + "start": "\"" + } + ] + }, "Report Definition Language": { "complexitychecks": [], "extensions": ["rdl"], diff --git a/processor/constants.go b/processor/constants.go index 151df8601..53de4bd61 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 4ca92c404..53bba34cc 100755 --- a/test-all.sh +++ b/test-all.sh @@ -976,6 +976,7 @@ specificLanguages=( 'R ' 'Racket ' 'Rakefile ' + 'Redscript ' 'Shell ' 'Sieve ' 'Slang '