@keyframes rwdcur205304 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 3 10, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 3 10, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRYhe2WS2wTVxiFz7XHj2YcC1ITiMdJpkEqThSqkpYFKhWQkBIUisQKtqYbdnSDuinqAiQWFIkuWqlq1XU3lcJDAgIKCLHoqmlRKCAhEAQlECBkPLE943mcLmzGCeO0cRLTDf/qzuOe891zHzPA2/qfSyyn8/3fDrIxfh3RVeOQIkU4VhBmVkF+Zgta9/26KO0lA0yNpCjHJiACLMvQe0ZXwCy8i6Ztz/5Tf0kAhRsxenYEIMpXJCBKMAICBNGwNf+vHjUDPD2zlfGGydfucn5zjmrBjKNpz58L+tQEMPbTcaqJCwgIt5K6QGnkCyjTBaZnPkVr5mRVL6kWgFXWJAK51ZWkX5v7eeZ81SRkZ3xBzZoAZItgNuGp+61fuYpyMCXSaC0myWSqypDqV755SSSa2dPTg+Hhi75nL46cZCRoVlFhJQ6vV2U1ugDiJ44ubr2lUm0888c97uwbeCNJ+NaA67qQwxK++eFnuIcOcuTqsEc+duQ6U+MPEPTe9g17zplQ1hPA86Z1WP/9wOISSLa08ff7Tzj6aIp3Jqe5Y3t/XZPwUa1tVjgy+hciIQkRSYIkBDIHDuDipXPeu9lPLnCeAhdoA4jf2F3bYack2/nwhc6Jl7N8ruU4M1vgjG6wd1t9kvDRKcl2jt75GyEhEAwES3taAEIQewcGMXLtitfn7v5bfOdeHnLWhuQAToAwYkEYagM6hjYu7UPX0qJQyxnM5oqcNSzmzCIN02LRtmg5Nj/btbu+u0NVO8rGFo1ixdh2bNq2w6dajoODn9cPQlU7WLBsWrZD23VoOw4d26GWN5k5/BWjqQ0MKWn29++qD0Qi0Vwydh3atkW9UOSXXx9jVHmfUjLNgLKBofYPKb23mb29O5cN4TuIIpEIAMAwLBz79jS++/EXWBRgUEJ/VzsMw4AsyzBNE4ZhLNffX2vWrOXRE6fY2JqmpHQyFotzaOgsJfVj9vWt/Fb0b0OllVOQ4YggZO0xdF0TmzZ9xNuGjECoAR3uBMbGbi7rZ3ZuBXxEQsAWITTqE9B1TZSgFIhoDE4oDFVVV8q7OkBnZyfi+mNo2ktvlOfPnxVt+QcQ4TCuTEfR3f3Bik2FbxFevnyparzpdBqPnkkQoTBkWV4p/9qqq6ubmcwXb/SP6W3Vvf4BbFmHE5J5qVAAAAAASUVORK5CYII=) 3 10, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 3 10, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 3 10, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur205304 1.5s linear infinite forwards;
}