能够在浏览器上加载base64图像,但无法加载javascript代码

时间:2019-11-27 18:20:57

标签: javascript html image

我正在尝试在HTML的img元素中下载下面的base64图像。在Javascript代码中,我写了:

prepareImage(imageUri) {
    const img = new Image();
    if (!isDataURL(imageUri)) img.crossOrigin = 'anonymous';
    img.onload = () => {
      const scaledImage = this.fitImageToCanvas(img.width, img.height);
      scaledImage.resource = img;
      scaledImage.x = 0;
      scaledImage.y = 0;
      this.setState({ dragging: false, image: scaledImage, preview: this.toDataURL() });
    };

    img.onerror = (e) => {
      console.log(e);
    }
    img.src = imageUri;
  }

上面的函数被调用,但是img.onload无法执行。如附件enter image description here

所示,它给我一个错误

但是,如果我尝试从浏览器下载此图像(通过在浏览器中复制粘贴以下数据),则该图像可以正常加载。可能是什么问题?

data:image/png;base64,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

0 个答案:

没有答案