68 lines
3.6 KiB
Plaintext
68 lines
3.6 KiB
Plaintext
=== tests/cases/compiler/instanceAndStaticDeclarations1.ts ===
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// from spec
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class Point {
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>Point : Point, Symbol(Point, Decl(instanceAndStaticDeclarations1.ts, 0, 0))
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constructor(public x: number, public y: number) { }
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>x : number, Symbol(x, Decl(instanceAndStaticDeclarations1.ts, 3, 16))
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>y : number, Symbol(y, Decl(instanceAndStaticDeclarations1.ts, 3, 33))
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public distance(p: Point) {
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>distance : (p: Point) => number, Symbol(distance, Decl(instanceAndStaticDeclarations1.ts, 3, 55))
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>p : Point, Symbol(p, Decl(instanceAndStaticDeclarations1.ts, 4, 20))
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>Point : Point, Symbol(Point, Decl(instanceAndStaticDeclarations1.ts, 0, 0))
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var dx = this.x - p.x;
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>dx : number, Symbol(dx, Decl(instanceAndStaticDeclarations1.ts, 5, 11))
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>this.x - p.x : number
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>this.x : number, Symbol(x, Decl(instanceAndStaticDeclarations1.ts, 3, 16))
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>this : Point, Symbol(Point, Decl(instanceAndStaticDeclarations1.ts, 0, 0))
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>x : number, Symbol(x, Decl(instanceAndStaticDeclarations1.ts, 3, 16))
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>p.x : number, Symbol(x, Decl(instanceAndStaticDeclarations1.ts, 3, 16))
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>p : Point, Symbol(p, Decl(instanceAndStaticDeclarations1.ts, 4, 20))
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>x : number, Symbol(x, Decl(instanceAndStaticDeclarations1.ts, 3, 16))
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var dy = this.y - p.y;
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>dy : number, Symbol(dy, Decl(instanceAndStaticDeclarations1.ts, 6, 11))
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>this.y - p.y : number
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>this.y : number, Symbol(y, Decl(instanceAndStaticDeclarations1.ts, 3, 33))
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>this : Point, Symbol(Point, Decl(instanceAndStaticDeclarations1.ts, 0, 0))
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>y : number, Symbol(y, Decl(instanceAndStaticDeclarations1.ts, 3, 33))
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>p.y : number, Symbol(y, Decl(instanceAndStaticDeclarations1.ts, 3, 33))
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>p : Point, Symbol(p, Decl(instanceAndStaticDeclarations1.ts, 4, 20))
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>y : number, Symbol(y, Decl(instanceAndStaticDeclarations1.ts, 3, 33))
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return Math.sqrt(dx * dx + dy * dy);
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>Math.sqrt(dx * dx + dy * dy) : number
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>Math.sqrt : (x: number) => number, Symbol(Math.sqrt, Decl(lib.d.ts, 620, 27))
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>Math : Math, Symbol(Math, Decl(lib.d.ts, 522, 1), Decl(lib.d.ts, 633, 11))
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>sqrt : (x: number) => number, Symbol(Math.sqrt, Decl(lib.d.ts, 620, 27))
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>dx * dx + dy * dy : number
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>dx * dx : number
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>dx : number, Symbol(dx, Decl(instanceAndStaticDeclarations1.ts, 5, 11))
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>dx : number, Symbol(dx, Decl(instanceAndStaticDeclarations1.ts, 5, 11))
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>dy * dy : number
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>dy : number, Symbol(dy, Decl(instanceAndStaticDeclarations1.ts, 6, 11))
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>dy : number, Symbol(dy, Decl(instanceAndStaticDeclarations1.ts, 6, 11))
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}
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static origin = new Point(0, 0);
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>origin : Point, Symbol(Point.origin, Decl(instanceAndStaticDeclarations1.ts, 8, 5))
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>new Point(0, 0) : Point
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>Point : typeof Point, Symbol(Point, Decl(instanceAndStaticDeclarations1.ts, 0, 0))
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>0 : number
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>0 : number
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static distance(p1: Point, p2: Point) { return p1.distance(p2); }
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>distance : (p1: Point, p2: Point) => number, Symbol(Point.distance, Decl(instanceAndStaticDeclarations1.ts, 9, 36))
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>p1 : Point, Symbol(p1, Decl(instanceAndStaticDeclarations1.ts, 10, 20))
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>Point : Point, Symbol(Point, Decl(instanceAndStaticDeclarations1.ts, 0, 0))
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>p2 : Point, Symbol(p2, Decl(instanceAndStaticDeclarations1.ts, 10, 30))
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>Point : Point, Symbol(Point, Decl(instanceAndStaticDeclarations1.ts, 0, 0))
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>p1.distance(p2) : number
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>p1.distance : (p: Point) => number, Symbol(distance, Decl(instanceAndStaticDeclarations1.ts, 3, 55))
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>p1 : Point, Symbol(p1, Decl(instanceAndStaticDeclarations1.ts, 10, 20))
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>distance : (p: Point) => number, Symbol(distance, Decl(instanceAndStaticDeclarations1.ts, 3, 55))
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>p2 : Point, Symbol(p2, Decl(instanceAndStaticDeclarations1.ts, 10, 30))
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}
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