@keyframes rwdcur230387 {
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9.0909090909091%,27.172727272727% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.272727272727%,45.354545454545% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEO0lEQVRYhcWXT0gcVxzHP7sEQqNCFEvQBNG0gaCxYCChIdSVHXSl2sRCkFhRsyer24Me2outjtRccqlI1+hJjUi3UlCJBjdll9UgBHIIpAYCMTEI2UsKHrZWCmGnh9n3nH+7rlXoD4Z5vzfvve/n/eY3v5mB/9lcRkdVVS3T4Duqyt+WOUcKAHAC0kIctTjAMWvHd6pKf3+/9FdXVwH4vKZG9nkzQAJEDwBqA8hkQjgSXLZfbPDp56UwSqBeAu4HcyAAKdzgg6WwWdgAEmEPUAnUaweJCKDnQTKZ1JLJpBaLxbQToGnBZU17ox38CC5r+92ytBCHFs8CwvEWeEGrVtUDQx+ZqapqvwWHiUCGKLidxMVjmOvWLz+IxcgpPWQJsCZrOgBhuW43fyWTpudfZn46WwrvHQ4WCS7baohjDgjxXLebB7GYM4RxR06C1nFLYaYC9UTeaCilLvlomuKaKfnuqCo7TgUoS5sK1NNhqCNKqYsouCSAF7THWSz0XyCEeHx2DoC2lXFZIU23YBR0yp+6iJ+uo21lHIB2oNbTye8p30kAMdfgC+sILkODj7ZUv7Ey2m5Be6p9D5j2dNrEjBAdlmjEZ+cobv7SEbJp4RGJh7dt7wbbsyWydNrTyaz3G5qjPwPQfbwQgNF//pQiRsH47JwcM3/9M5MP4G8ZAmDE70ofASvIF4N/mPpia6G0AlaruXoTgLKSC2xurcu2FcCxDgjx2FqIspIL3B+oNC3atPCI7uOF0hfXhF9z9SaxtRD3ByrZ3FqnrOSC4+7TAojd+luGGPG7iLyYkRBWMYDx2re2+YmHt+W8za1103yj2ZLQOiDyYgblfCt5dX2M177l1JmTUHWJ4V8/IbYWkuKnzpykaSJH+l99O0nklx6UlmGbqGMOCPFjeR8D8D6xIRfIq+tj3r9DftekXMRzOcD8SLn08z8NyPb23Vs0TeTIKCjnW+W6Ym1THfCCJgaECq8AcCOxYaLO75pk++4t3am6ZNvV9uOgCcZzOQX09AkAYU+rvO5bmcGb2NCi4HIJcSGcX3GW7eevya84i7I4KGo3eXV9AMz7d/RVflgwE/x4HYCmiRwglQOpuZHGAWiuhtlV/Qz4Ap28T2zoEQgVXpHCckfPX/NbWRtKqYvegiIay4sBiI890wecrjMDjO3qgFXndL88iGJ8hQvx1DnsaUVZHNQBxG4BIhUDANzYnAb2qmH86TOKp8YoNmjGO76W7eKpMawWOfcRiijLzdUo7YreXkSPCqlE8IJ8PYpkjILLC1pvQRGN7d/r8+4NcbHymllseHSv3dNtgzBGIeqQ9BkrYW9BkanvYuU1fbei3jf4dICebvM3gegXEMOBtP8HGb+zBGVvQZFdHODlq71dGwFevpLCkPnnJKsPPWOBavjgQ11v951pjFN/Nj8kWf0ZmRbafafZ+jL172P/AmhgcFYet/x9AAAAAElFTkSuQmCC) 0 0, auto;}
45.454545454545%,63.536363636364% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63.636363636364%,81.718181818182% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.818181818182%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur230387 1.1s linear infinite forwards;
}
