CanvasContext.quadraticCurveTo 创建二次贝塞尔曲线

CanvasContext 是旧版的接口，新版 Canvas 2D 接口与 Web 一致

从基础库 2.9.0 开始，本接口停止维护，请使用 RenderingContext 代替

微信小程序插件：支持

相关文档: 旧版画布迁移指南、canvas 组件介绍

功能描述

创建二次贝塞尔曲线路径。曲线的起始点为路径中前一个点。

参数

number cpx

贝塞尔控制点的 x 坐标

number cpy

贝塞尔控制点的 y 坐标

number x

结束点的 x 坐标

number y

结束点的 y 坐标

示例代码

const ctx = wx.createCanvasContext('myCanvas')

// Draw points
ctx.beginPath()
ctx.arc(20, 20, 2, 0, 2 * Math.PI)
ctx.setFillStyle('red')
ctx.fill()

ctx.beginPath()
ctx.arc(200, 20, 2, 0, 2 * Math.PI)
ctx.setFillStyle('lightgreen')
ctx.fill()

ctx.beginPath()
ctx.arc(20, 100, 2, 0, 2 * Math.PI)
ctx.setFillStyle('blue')
ctx.fill()

ctx.setFillStyle('black')
ctx.setFontSize(12)

// Draw guides
ctx.beginPath()
ctx.moveTo(20, 20)
ctx.lineTo(20, 100)
ctx.lineTo(200, 20)
ctx.setStrokeStyle('#AAAAAA')
ctx.stroke()

// Draw quadratic curve
ctx.beginPath()
ctx.moveTo(20, 20)
ctx.quadraticCurveTo(20, 100, 200, 20)
ctx.setStrokeStyle('black')
ctx.stroke()

ctx.draw()

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%20O/bkMJYXj+sLBa+PqXneWMEQhAIhgDCCybVBAoBCCA8agACEAiGAMILJtUECgEIIDxqAAIQCIZAnsLLysoSfmBADVADLtXA6wweSXjB6J9AIQAB5wmomBGe82kkAAhAIAoBhBeFEutAAAJeEEB4XqSRICAAgSgEEF4USqwDAQh4QQDheZFGgoAABKIQQHhRKLEOBCDgBQGE50UaCQICEIhCAOFFocQ6EICAFwQQnhdpJAgIQCAKAYQXhRLrQAACXhBAeF6kkSAgAIEoBBBeFEqsAwEIeEEA4XmRRoKAAASiEEB4USixDgQg4AUBhOdFGgkCAhCIQgDhRaHEOhCAgBcEEJ4XaSQICEAgCgGEF4US60AAAl4QQHhepJEgIACBKATsEd7mzSJ164q8+66I/s4CAYcJXHxyUdbfWy8r7q4Q/Z3FDgL2CK9SJcmdIOPvHxUfCwQcJpB9N1u+yP5CFv5noREfix0ErBLev2vXln9VqyZSp44ddBgFBBIgMH36dClXvpzUbljbCG/dvXUJ7IVN0kHAHuHlXsbObN1auqjwuKRNR67ZZxoJXLhwQfr27SsFChSQHj16yPYT243o9EyPS9o0gs/nru0RXu7AFy1aJC1btsxnCKwOgcwR2Jz7x7lp06ZSpkwZmTBhgjx58iRzg+HIeRKwSnhr166VevXq5TloVoBApgl88803UrFiRVOv3333XaaHw/EjErBKeFu3bpXKlStHHDqrQSBeApcvX5ZBgwZJwYIFpVOnTnLkyJF4B8DRkiZglfAOHTokb731VtJBsQMIpJLA7t27Tavl7bffllGjRsnt27dTuXv2FSMBq4R39uxZ89eTBQI2EFi4cKG54qhVq5bpLz99+tSGYTGGJAhYJbxz585J0aJF5e7du0mExKYQSJzA1atXZdiwYVKoUCFp166d/PLLL4nvjC2tI2Cd8CpUqCAXL/JkunWV4vmADh8+LB999JGULl1ahg4dKleuXPE84jDDs054HTt2lOPHj4eZDaKOlcCDBw9k3rx55rJVHy359ttv5d69e7GOgYPFS8A64elf1xkzZsRLgaMFRWD//v3SrVs3KVKkiHTo0EG2bdtGfy6QCrBOeKtWrZLmzZsHgp8w4yKgZ256Bqdnc3Vz39XWh4QvXboU1+E5jiUErBNeTk6OvPHGG/Ls2TNLEDEMlwn8+uuv0rNnT3MzrGvXrrJ+/Xq5efOmyyEx9iQIWCk8bR7rs08sEEiEwJ07d2Tu3LlSpUoVady4sYwePVpOnjxJfy4RmJ5tY6Xw9LWd8ePHe4aacNJNYM+ePdK9e3cpUaKEfPrpp7JkyRLRKwaen0s3eXf2b6Xw9K9xgwYN3KHISDNGQN96+Prrr01vTnu/esNr165d9OcylhG7D2yl8BRZsWLF5P79+3bTY3QZI6AtD+3J6auIQ4YMEb3ZdfDgQfpzGcuIGwe2VngjRoyQnTt3ukGRUcZC4Pfff5eJEyfK+++/Lx9++KEsWLBANm3aRH8uFvp+HMRa4Z05c8a8w8gSNoFbt24ZsdWvX19q1Kgh06ZNM38IVXT058KujUSit1Z4Gow2oH/66adE4mIbxwno4yNt27aVUqVKmS+U6CWsXrLSn3M8sRkevtXCO3/+vFTTT76zBEFg79690r9/f/PFnN69e8uOHTvMzQeVHP25IEog7UFaLTyNvk+fPrJuHZOgpL0SMnQAbV2MHTtWypYtK61z5zTRmw+PHz8W/XI%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%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%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%0A%0A“>