@keyframes rwdcur259103 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 10, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABKElEQVRYhe3RsUocQRgH8N/s7q3HHQlGUFJJChF8AEMEq9hdIRZ6JIKQA2sfIpAHsBILCb5CXiRNyrR2qRIXRb0di11Q7AJ72swPPj6m+v9nhiRJXtb4JUJX8A0Xa5kYnjF4B5NXbG/12MyZx6wLLOMLJuu5d6OSrYIqclnzr6aYUfAIkyG7n/rslKwEriIVskiGLHRb4K32thuF1YM+4znq2ARfxea5s7rZITRFuihQ4Bz7n+c4GvChx13kup3gYbJHO0PeQYEaf3G50TMMweJqThmYRqbaac93+BP5ccvpTQfpjxRYGnCI6nio+vVGvFho5ve8eDYURz2x7XSGzW4rPOhj/33u+16p+joQ13IRP3GE17MKfqrUfPUJPj5XaJIkSZIk/+UejFFLvGfCXDsAAAAASUVORK5CYII=) 0 10, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAzklEQVRYhe3TLU4DYRSG0TM/TFJMQ1MMpAIMVNCWfZQEzwa6GbaCxUFCgkIAlgR0BYaq0pnOh6AG/EzNd5Kr38dcoiiKtixpcSvFZHPn6OGqyYACs83YBJNxzihjmHOScbbQzRsMWGEf05uu/kVBnlAGloFlTdgzyhoMgHu8vq0d9lNHg5SdhCpQog6emw6A93nt7vbb12dtfJDq9FIqrJm3EQCLFY9PlYeX0jBPDE4zKkJL+3/sdri+LITjxLrNN/xvio8t7kdRFEVR9OsHcsEwTDwQuOgAAAAASUVORK5CYII=) 0 10, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 10, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur259103 0.93333333333333s linear infinite forwards;
}
