@keyframes rwdcur238692 {
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33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 8, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 8, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcUlEQVRYhe2WW2wUVRjHf9vZGWZ3uutML8suRWSXykUaE9QE4YFEkSaYGBPUF1eN0USgGpX4QBQDRIIN0aQaI4EgkkAEb/FBQyVFefDB+GD60DSNNLVIgylZuu7sLscd5uzFh9mt28q1obzIPzmZOd98Z85v/t85MwO3dVv/d/lqJxVZeQRIAOVqaAAY8Kk+51YB7AdeAuDkboBcKpMbSP2VG2oxlJPAD7EXPrZnE8CsAqwb3Lc5EWkKJ2rXNH8JRzj9wBe6oZ9yi+Xf5iZ7Lt5UgDqQ+051JzdWYehYNJ9ILIwjvEroho742x0R2fyQyOZ2JboO/nrTACqy8iSwZ3Df5gRApCkMeA7owQC6oXuJqncU2dyIyOb3zE32fDJTgIZp/QSQENIlMEchLwR5ITibEpz+Y4I/x3M4DiC9ZgTD7ZoeOjD66ctf/bjzqQdmAjDdARPY0dud3FQX1vW6zpJF8zGmRCCTTWNnxeiZsdTWJ3p6v54xQBXC39ud7AQ2NjfqncCYrmpRIJzO5ACIx+ZOHaS42FlBJiuws2KvqLDtuQ96r2vHTC9BTX3AfqBvSdQ61NIUPpHO5Gi2vDVhZ3JTW1bUj+1SfOw+9Oqj5vUAXNYB+/u33xtP5Tadv5AH0PuHxwBYfFfESyqXMHS1blQAAFl0caUkfzEH0AscBE4le67sxn8AADLfbts1nsp1nb+QJ9oaCo6cu1B/WadcmpKv+b014Urp4fghZXvlipjhIVeWjuma+uXa7UeHrwsA4LMtG1bHIuH1K5a3bTAbA4nhs6nR02dTAPfUAETBxQhoSFlC9WtoqueKUvFAIlaIVCaPK0vomjoEHAM+X7v96Mg1AWoQK5a3HVAUH9/9NFh7M+pmo07EMhAFt+qAAjAJoVQkHfE2wHPiXMqrgK6pAMPACeCjtduPjlxpEQKQ7Pnm57IjV/UPjq2iyEqKvEkR23YcZEkhYrUgZBlxSeJWSkhchBS0tRpE4zGi8RgLEzHa50WwNJUAEIB2JK8gOX5NBy6n9599uBOdIyvi8UgtdmZ8HE1VULUGNFVhWcyibUEb4Tu8XYOE9ESG9IRNeiJDQU7eTlFuFKBv4MzvG9evvFvXtPtrMVm5RLlUoVyqoGkKraEAvuqzzdHnQBmCQW+nNLdYBFUfPh84l4o7/TcKAGAaxm5gKbDGFgLpli+bl8/mAQgHw5OTAyhF78NmhgI3XoKaTr774gJRKBwRjrOmVPzXU0NXibU2E49OVoiQCkazNdmXjgdQsjPKVRfh1bTurYNjRiDwOPAa8Atwxf8DWXAQ6Qyy4E3cYJk0WCaKac3cgXod3vJYi3DcDkPX7gUear8z2l51oAM8B2qTG80WDU3VyZclfTcFYLqOv/P0vHg0gtVoLAa6QyoP1gAAjBar5oAyKwD1Gj28bSmwFXi+FtP8ELIswqY5+wB1IM8Au4CFzkWbsGkSsiz1lgEA9O99fbXZaOzQ/HTmbJuwad5agCqEX0d+CHQB6rXyZxHkDT/AP6Z7s67iw2euAAAAAElFTkSuQmCC) 1 8, auto;}
}
div.testarea{
animation:rwdcur238692 1s linear infinite forwards;
}
