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transformation-matrix - npm Package Compare versions

Comparing version 2.0.6 to 2.1.0

2

build-commonjs/fromString.js

@@ -24,3 +24,3 @@ "use strict";

function fromString(string) {
let parsed = string.match(matrixRegex);
const parsed = string.match(matrixRegex);
if (parsed === null || parsed.length < 7) throw new Error(`'${string}' is not a matrix`);

@@ -27,0 +27,0 @@ return {

@@ -23,17 +23,17 @@ "use strict";

// point p = first point of the triangle
let px1 = t1[0].x != null ? t1[0].x : t1[0][0];
let py1 = t1[0].y != null ? t1[0].y : t1[0][1];
let px2 = t2[0].x != null ? t2[0].x : t2[0][0];
let py2 = t2[0].y != null ? t2[0].y : t2[0][1]; // point q = second point of the triangle
const px1 = t1[0].x != null ? t1[0].x : t1[0][0];
const py1 = t1[0].y != null ? t1[0].y : t1[0][1];
const px2 = t2[0].x != null ? t2[0].x : t2[0][0];
const py2 = t2[0].y != null ? t2[0].y : t2[0][1]; // point q = second point of the triangle
let qx1 = t1[1].x != null ? t1[1].x : t1[1][0];
let qy1 = t1[1].y != null ? t1[1].y : t1[1][1];
let qx2 = t2[1].x != null ? t2[1].x : t2[1][0];
let qy2 = t2[1].y != null ? t2[1].y : t2[1][1]; // point r = third point of the triangle
const qx1 = t1[1].x != null ? t1[1].x : t1[1][0];
const qy1 = t1[1].y != null ? t1[1].y : t1[1][1];
const qx2 = t2[1].x != null ? t2[1].x : t2[1][0];
const qy2 = t2[1].y != null ? t2[1].y : t2[1][1]; // point r = third point of the triangle
let rx1 = t1[2].x != null ? t1[2].x : t1[2][0];
let ry1 = t1[2].y != null ? t1[2].y : t1[2][1];
let rx2 = t2[2].x != null ? t2[2].x : t2[2][0];
let ry2 = t2[2].y != null ? t2[2].y : t2[2][1];
let r1 = {
const rx1 = t1[2].x != null ? t1[2].x : t1[2][0];
const ry1 = t1[2].y != null ? t1[2].y : t1[2][1];
const rx2 = t2[2].x != null ? t2[2].x : t2[2][0];
const ry2 = t2[2].y != null ? t2[2].y : t2[2][1];
const r1 = {
a: px1 - rx1,

@@ -46,3 +46,3 @@ b: py1 - ry1,

};
let r2 = {
const r2 = {
a: px2 - rx2,

@@ -55,6 +55,6 @@ b: py2 - ry2,

};
let inverseR1 = (0, _inverse.inverse)(r1);
let affineMatrix = (0, _transform.transform)([r2, inverseR1]); // round the matrix elements to smooth the finite inversion
const inverseR1 = (0, _inverse.inverse)(r1);
const affineMatrix = (0, _transform.transform)([r2, inverseR1]); // round the matrix elements to smooth the finite inversion
return (0, _smoothMatrix.smoothMatrix)(affineMatrix);
}

@@ -15,3 +15,3 @@ "use strict";

// http://www.wolframalpha.com/input/?i=Inverse+%5B%7B%7Ba,c,e%7D,%7Bb,d,f%7D,%7B0,0,1%7D%7D%5D
let {
const {
a,

@@ -24,3 +24,3 @@ b,

} = matrix;
let denom = a * d - b * c;
const denom = a * d - b * c;
return {

@@ -27,0 +27,0 @@ a: d / denom,

@@ -16,3 +16,3 @@ "use strict";

function isAffineMatrix(object) {
return (0, _utils.isObject)(object) && object.hasOwnProperty('a') && (0, _utils.isNumeric)(object.a) && object.hasOwnProperty('b') && (0, _utils.isNumeric)(object.b) && object.hasOwnProperty('c') && (0, _utils.isNumeric)(object.c) && object.hasOwnProperty('d') && (0, _utils.isNumeric)(object.d) && object.hasOwnProperty('e') && (0, _utils.isNumeric)(object.e) && object.hasOwnProperty('f') && (0, _utils.isNumeric)(object.f);
return (0, _utils.isObject)(object) && 'a' in object && (0, _utils.isNumeric)(object.a) && 'b' in object && (0, _utils.isNumeric)(object.b) && 'c' in object && (0, _utils.isNumeric)(object.c) && 'd' in object && (0, _utils.isNumeric)(object.d) && 'e' in object && (0, _utils.isNumeric)(object.e) && 'f' in object && (0, _utils.isNumeric)(object.f);
}

@@ -29,5 +29,5 @@ "use strict";

function rotate(angle, cx, cy) {
let cosAngle = cos(angle);
let sinAngle = sin(angle);
let rotationMatrix = {
const cosAngle = cos(angle);
const sinAngle = sin(angle);
const rotationMatrix = {
a: cosAngle,

@@ -34,0 +34,0 @@ c: -sinAngle,

@@ -39,4 +39,4 @@ "use strict";

default:
let [m1, m2, ...rest] = matrices;
let m = multiply(m1, m2);
const [m1, m2, ...rest] = matrices;
const m = multiply(m1, m2);
return transform(m, ...rest);

@@ -43,0 +43,0 @@ }

@@ -239,3 +239,3 @@ (function webpackUniversalModuleDefinition(root, factory) {

function isAffineMatrix(object) {
return isObject(object) && object.hasOwnProperty('a') && isNumeric(object.a) && object.hasOwnProperty('b') && isNumeric(object.b) && object.hasOwnProperty('c') && isNumeric(object.c) && object.hasOwnProperty('d') && isNumeric(object.d) && object.hasOwnProperty('e') && isNumeric(object.e) && object.hasOwnProperty('f') && isNumeric(object.f);
return isObject(object) && 'a' in object && isNumeric(object.a) && 'b' in object && isNumeric(object.b) && 'c' in object && isNumeric(object.c) && 'd' in object && isNumeric(object.d) && 'e' in object && isNumeric(object.e) && 'f' in object && isNumeric(object.f);
}

@@ -242,0 +242,0 @@ // CONCATENATED MODULE: ./src/translate.js

@@ -1,2 +0,2 @@

!function(r,n){"object"==typeof exports&&"object"==typeof module?module.exports=n():"function"==typeof define&&define.amd?define([],n):"object"==typeof exports?exports.TransformationMatrix=n():r.TransformationMatrix=n()}(window,function(){return function(r){var n={};function t(e){if(n[e])return n[e].exports;var o=n[e]={i:e,l:!1,exports:{}};return r[e].call(o.exports,o,o.exports,t),o.l=!0,o.exports}return t.m=r,t.c=n,t.d=function(r,n,e){t.o(r,n)||Object.defineProperty(r,n,{enumerable:!0,get:e})},t.r=function(r){"undefined"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(r,Symbol.toStringTag,{value:"Module"}),Object.defineProperty(r,"__esModule",{value:!0})},t.t=function(r,n){if(1&n&&(r=t(r)),8&n)return r;if(4&n&&"object"==typeof r&&r&&r.__esModule)return r;var e=Object.create(null);if(t.r(e),Object.defineProperty(e,"default",{enumerable:!0,value:r}),2&n&&"string"!=typeof r)for(var o in r)t.d(e,o,function(n){return r[n]}.bind(null,o));return e},t.n=function(r){var n=r&&r.__esModule?function(){return r.default}:function(){return r};return t.d(n,"a",n),n},t.o=function(r,n){return Object.prototype.hasOwnProperty.call(r,n)},t.p="",t(t.s=0)}([function(r,n,t){"use strict";function e(r,n){return Array.isArray(n)?[r.a*n[0]+r.c*n[1]+r.e,r.b*n[0]+r.d*n[1]+r.f]:{x:r.a*n.x+r.c*n.y+r.e,y:r.b*n.x+r.d*n.y+r.f}}function o(r,n){return n.map(function(n){return e(r,n)})}function u(r){return{a:parseFloat(r.a),b:parseFloat(r.b),c:parseFloat(r.c),d:parseFloat(r.d),e:parseFloat(r.e),f:parseFloat(r.f)}}t.r(n);var i=/^matrix\(\s*([0-9_+-.e]+)\s*,\s*([0-9_+-.e]+)\s*,\s*([0-9_+-.e]+)\s*,\s*([0-9_+-.e]+)\s*,\s*([0-9_+-.e]+)\s*,\s*([0-9_+-.e]+)\s*\)$/i;function a(r){var n=r.match(i);if(null===n||n.length<7)throw new Error("'".concat(r,"' is not a matrix"));return{a:parseFloat(n[1]),b:parseFloat(n[2]),c:parseFloat(n[3]),d:parseFloat(n[4]),e:parseFloat(n[5]),f:parseFloat(n[6])}}function c(){return{a:1,c:0,e:0,b:0,d:1,f:0}}function f(r){var 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//# sourceMappingURL=transformation-matrix.min.js.map
{
"name": "transformation-matrix",
"version": "2.0.6",
"version": "2.1.0",
"description": "2d transformation matrix functions written in ES6 syntax. Tree shaking ready!",

@@ -54,10 +54,10 @@ "main": "./build-commonjs/index.js",

"devDependencies": {
"@babel/cli": "^7.4.4",
"@babel/core": "^7.4.5",
"@babel/plugin-proposal-object-rest-spread": "^7.4.4",
"@babel/plugin-transform-runtime": "^7.4.4",
"@babel/preset-env": "^7.4.5",
"@types/jest": "^24.0.13",
"@babel/cli": "^7.5.5",
"@babel/core": "^7.5.5",
"@babel/plugin-proposal-object-rest-spread": "^7.5.5",
"@babel/plugin-transform-runtime": "^7.5.5",
"@babel/preset-env": "^7.5.5",
"@types/jest": "^24.0.15",
"babel-loader": "^8.0.6",
"coveralls": "^3.0.4",
"coveralls": "^3.0.5",
"del-cli": "^2.0.0",

@@ -68,5 +68,5 @@ "jest": "^24.8.0",

"pegjs": "0.11.0-master.30f3260",
"standard": "^12.0.1",
"webpack": "^4.33.0",
"webpack-cli": "^3.3.4"
"standard": "^13.1.0",
"webpack": "^4.38.0",
"webpack-cli": "^3.3.6"
},

@@ -73,0 +73,0 @@ "standard": {

@@ -155,2 +155,3 @@ <!-------------------------------------------------------------------->

- **2.0**- Migrates to Babel 7 and updates dependencies; introduces `fromDefinition` function; breaking changes on `fromTransformAttribute` function; improves docs
- **2.1**- Upgrades deps; Adds Node.js v12 to CI

@@ -157,0 +158,0 @@ # API

@@ -17,3 +17,3 @@ /**

export function fromString (string) {
let parsed = string.match(matrixRegex)
const parsed = string.match(matrixRegex)
if (parsed === null || parsed.length < 7) throw new Error(`'${string}' is not a matrix`)

@@ -20,0 +20,0 @@ return {

@@ -14,20 +14,20 @@ import { inverse } from './inverse'

// point p = first point of the triangle
let px1 = t1[0].x != null ? t1[0].x : t1[0][0]
let py1 = t1[0].y != null ? t1[0].y : t1[0][1]
let px2 = t2[0].x != null ? t2[0].x : t2[0][0]
let py2 = t2[0].y != null ? t2[0].y : t2[0][1]
const px1 = t1[0].x != null ? t1[0].x : t1[0][0]
const py1 = t1[0].y != null ? t1[0].y : t1[0][1]
const px2 = t2[0].x != null ? t2[0].x : t2[0][0]
const py2 = t2[0].y != null ? t2[0].y : t2[0][1]
// point q = second point of the triangle
let qx1 = t1[1].x != null ? t1[1].x : t1[1][0]
let qy1 = t1[1].y != null ? t1[1].y : t1[1][1]
let qx2 = t2[1].x != null ? t2[1].x : t2[1][0]
let qy2 = t2[1].y != null ? t2[1].y : t2[1][1]
const qx1 = t1[1].x != null ? t1[1].x : t1[1][0]
const qy1 = t1[1].y != null ? t1[1].y : t1[1][1]
const qx2 = t2[1].x != null ? t2[1].x : t2[1][0]
const qy2 = t2[1].y != null ? t2[1].y : t2[1][1]
// point r = third point of the triangle
let rx1 = t1[2].x != null ? t1[2].x : t1[2][0]
let ry1 = t1[2].y != null ? t1[2].y : t1[2][1]
let rx2 = t2[2].x != null ? t2[2].x : t2[2][0]
let ry2 = t2[2].y != null ? t2[2].y : t2[2][1]
const rx1 = t1[2].x != null ? t1[2].x : t1[2][0]
const ry1 = t1[2].y != null ? t1[2].y : t1[2][1]
const rx2 = t2[2].x != null ? t2[2].x : t2[2][0]
const ry2 = t2[2].y != null ? t2[2].y : t2[2][1]
let r1 = {
const r1 = {
a: px1 - rx1,

@@ -40,3 +40,3 @@ b: py1 - ry1,

}
let r2 = {
const r2 = {
a: px2 - rx2,

@@ -50,4 +50,4 @@ b: py2 - ry2,

let inverseR1 = inverse(r1)
let affineMatrix = transform([r2, inverseR1])
const inverseR1 = inverse(r1)
const affineMatrix = transform([r2, inverseR1])

@@ -54,0 +54,0 @@ // round the matrix elements to smooth the finite inversion

@@ -9,5 +9,5 @@ /**

let { a, b, c, d, e, f } = matrix
const { a, b, c, d, e, f } = matrix
let denom = a * d - b * c
const denom = a * d - b * c

@@ -14,0 +14,0 @@ return {

@@ -11,14 +11,14 @@ import { isNumeric, isObject } from './utils'

return isObject(object) &&
object.hasOwnProperty('a') &&
'a' in object &&
isNumeric(object.a) &&
object.hasOwnProperty('b') &&
'b' in object &&
isNumeric(object.b) &&
object.hasOwnProperty('c') &&
'c' in object &&
isNumeric(object.c) &&
object.hasOwnProperty('d') &&
'd' in object &&
isNumeric(object.d) &&
object.hasOwnProperty('e') &&
'e' in object &&
isNumeric(object.e) &&
object.hasOwnProperty('f') &&
'f' in object &&
isNumeric(object.f)
}

@@ -14,5 +14,5 @@ import { isUndefined } from './utils'

export function rotate (angle, cx, cy) {
let cosAngle = cos(angle)
let sinAngle = sin(angle)
let rotationMatrix = {
const cosAngle = cos(angle)
const sinAngle = sin(angle)
const rotationMatrix = {
a: cosAngle,

@@ -19,0 +19,0 @@ c: -sinAngle,

@@ -31,4 +31,4 @@ /**

default:
let [m1, m2, ...rest] = matrices
let m = multiply(m1, m2)
const [m1, m2, ...rest] = matrices
const m = multiply(m1, m2)
return transform(m, ...rest)

@@ -35,0 +35,0 @@ }

Sorry, the diff of this file is not supported yet

Sorry, the diff of this file is not supported yet

Sorry, the diff of this file is not supported yet

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