我不希望图像的透明部分可点击。我找到了<map>，但坐标以像素为单位，我想做一些响应。另一个问题：我找不到为什么第一张图片的底部和第二张图片的顶部之间有一些像素。
https://jsfiddle.net/tsfxy84u/
.container {
width: 90%;
margin: 0 auto;
overflow: auto;
}
.left {
float: left;
}
.right {
float: right;
}
.resize {
width: 50%;
}
img {
width: 50%;
}
.two {
-webkit-clip-path: polygon(20% 0, 100% 0%, 100% 100%, 0% 100%);
clip-path: polygon(20% 0, 100% 0%, 100% 100%, 0% 100%);
}
.one {
-webkit-clip-path: polygon(0 0, 100% 0, 80% 100%, 0% 100%);
clip-path: polygon(0 0, 100% 0, 80% 100%, 0% 100%);
}<section class="container">
<a class="two" href="#"><img src="_img/test.png" alt="image test" /></a>
<div class="resize left">
<h1>Mama mia</h1>
<p>blabla</p>
</div>
</section>
<section class="container">
<div class="resize right">
<h1>Mama mia</h1>
<p>blabla</p>
</div>
<a class="one" href="#"><img src="_img/test.png" alt="image test" /></a>
</section>非常感谢您的帮助。
HTML将每个元素都视为一个由多层（see Box Model）组成的框。
这意味着HTML页面的任何嵌入图像都将被包装在一个方框（正方形）中。因此，当我们用链接标签<img>包装图像标签<a>时，整个image-box将被视为链接（可点击）。
如上所述，更改此默认行为的一种方法是使用<map>元素。但是，这不是很“灵活”，也不总是我们案例的最佳解决方案。例如，图像可以成形为具有不规则形状的形状，这使它可以为它定义精确的地图。
但是]，此问题的解决方案是设计或使用<map>图像文件格式的图像。
可缩放矢量图形（SVG）格式受HTML 5支持，并具有其自己的HTML标签.svg。实际上，这种格式在交互式Web开发中经常使用。简而言之，SVG的关键在于SVG在<svg>标签内以矢量形式将图像内的不同形状分组。
[我们拥有想要使<svg>图像完全在实际存在图像的位置上可点击后，我们可以按照下面的[[simple
.svg图像。.svg标记及其所有嵌套元素。<svg>标记粘贴到HTML文档的正文中。<svg>标签添加到最内部嵌套的<a>标签内。<g>。 这里是一个简短的摘要：
更多SVG示例（<body>
<!-- The SVG tag below was copied exactly as is from our .svg file -->
<!-- Then added the <a> tag inside the inner-most nested <g> tag -->
<svg version="1.0" xmlns="http://www.w3.org/2000/svg" width="300.000000pt" height="300.000000pt" viewBox="0 0 300.000000 300.000000" preserveAspectRatio="xMidYMid meet">
<g transform="translate(0.000000,300.000000) scale(0.050000,-0.050000)" fill="#000000" stroke="none">
<!-- The <a> tag we've added -->
<a href="https://mojly.com/wp-content/uploads/2017/10/hilarious-animal-pics-01-animals-with-human-teeth.jpg">
<path d="M4390 5952 c-113 -53 -289 -221 -427 -409 -84 -114 -98 -125 -153
-117 -171 27 -523 -80 -714 -217 l-98 -71 -97 71 c-186 137 -427 215 -661 215
l-115 0 -91 123 c-228 310 -551 543 -524 378 5 -30 19 -167 31 -305 12 -137
30 -281 40 -318 17 -66 13 -74 -119 -213 -336 -354 -415 -830 -210 -1265 l50
-106 -38 -104 c-235 -632 -120 -1587 226 -1874 64 -53 11 -59 -607 -64 l-636
-6 -79 -55 c-242 -167 -208 -515 61 -637 75 -34 153 -37 1058 -38 l977 0 -13
-75 c-25 -132 -109 -254 -295 -425 -213 -197 -351 -454 -221 -414 553 173 689
197 799 139 298 -158 287 -155 466 -155 179 0 168 -3 466 155 110 58 246 34
799 -139 130 -40 -8 217 -221 414 -186 171 -270 293 -295 425 l-13 75 977 0
c905 1 983 4 1058 38 269 122 303 470 61 637 l-79 55 -636 6 c-618 5 -671 11
-607 64 346 287 461 1244 225 1877 l-39 107 51 103 c208 416 127 909 -208
1262 -135 141 -136 144 -120 222 10 43 27 178 39 299 13 121 27 258 32 305 5
47 7 85 5 85 -3 0 -50 -22 -105 -48z m-1960 -899 c250 -67 549 -348 550 -518
0 -19 9 -35 20 -35 11 0 20 16 20 35 1 170 300 451 550 518 734 196 1249 -740
706 -1280 -233 -231 -581 -286 -874 -138 -71 36 -130 63 -132 60 -2 -3 -61
-115 -132 -250 -70 -135 -132 -245 -138 -245 -6 0 -68 110 -138 245 -71 135
-130 247 -132 250 -2 3 -61 -24 -132 -60 -297 -151 -682 -79 -905 167 -500
553 23 1441 737 1251z m-55 -3239 c25 -23 45 -55 45 -72 0 -19 25 -1 61 43 78
95 190 105 270 26 47 -47 49 -60 49 -311 0 -251 -2 -264 -49 -311 -80 -79
-192 -69 -270 26 -40 49 -61 63 -61 41 0 -104 -198 -150 -294 -68 l-56 49 0
260 c0 246 3 262 47 310 75 79 175 82 258 7z m1146 -31 c36 -44 59 -60 59 -41
0 114 205 162 298 70 51 -52 52 -59 52 -314 l0 -261 -56 -49 c-93 -80 -294
-37 -294 63 0 16 -9 29 -20 29 -11 0 -20 -11 -20 -24 0 -108 -203 -155 -291
-67 -54 55 -75 504 -27 594 57 108 210 108 299 0z" />
<path d="M2090 4647 c-352 -186 -235 -697 160 -697 391 0 514 514 166 692 -91
46 -243 48 -326 5z" />
<path d="M3590 4647 c-352 -186 -235 -697 160 -697 391 0 514 514 166 692 -91
46 -243 48 -326 5z" />
</a>
</g>
</svg>
</body>）0←REPEAT•1如果Alpha是elementFromPoint(x, y)我们可以使用CSS的Element.hidden
pointer-events: "[none, auto]"const ctx = document.createElement("canvas").getContext("2d"); let stack = []; function transPNG(ev, target) { if(!target.offsetParent) return; // Get click coordinates const isImage = /img/i.test(target.tagName), x = ev.pageX - target.offsetParent.offsetLeft, y = ev.pageY - target.offsetParent.offsetTop, w = ctx.canvas.width = target.width, h = ctx.canvas.height = target.height; let alpha; // Draw image to canvas and read Alpha channel value if (isImage) { ctx.drawImage(target, 0, 0, w, h); alpha = ctx.getImageData(x, y, 1, 1).data[3]; // [0]R [1]G [2]B [3]A } if (alpha === 0) { // If pixel is transparent... target.hidden = 1 // Make image hidden stack.push(target); // Remember return transPNG(ev, document.elementFromPoint(ev.clientX, ev.clientY)); // REPEAT } else { // Not transparent! We found our image! stack.forEach(el => (el.hidden = 0)); // Show all hidden elements stack = []; // Reset stack console.clear(); console.log(target.getAttribute("alt")); // document.location = target.dataset.href; // if you want to navigate to HREF } } const pngs = document.querySelectorAll("#composite img"); [...pngs].forEach(img =>img.addEventListener("click", ev => transPNG(ev, ev.currentTarget)));#composite { position: relative; width: 60px; height: 60px;} #composite img { position: absolute; top: 0; }
以上演示仅适用于未经转换的1：1图像（使用CSS Three overlapping PNG images. Click to explore:<br>
<div id="composite">
<img alt="Red paint" data-href="page3.html" src="data:image/png;base64,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"/>
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"/>
</div>，浏览器调整大小等）。如果是这种情况，则应考虑改进在画布上绘制确切图像尺寸/位置的逻辑。