@keyframes rwdcur122533 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnklEQVRoge3VT2tcVRjH8c/MnSZNQ6No/NMEWpBSdCq6kRJdCCouRF1bvOBbEEHfhVtfQhYuXOgLcCGCIFJd6LVUCcO0NDHEasI4nbmZO9fFOYPR2nSok3bh+a7OmWfOub/fc57zHBKJ/zeNWWyy3gbH47TMC+P1tmb8rYlRXhjM4lv/5F8NfHxeDW/9EOLrbc1WQzWqnYp/GWCMFpbwaJxPYr8fmE8Y5IUbs5V/yAlMTIxqWauhiuNVIaPPRdFzKNHHHq7H+BK2uEXwXl7ozdJA63aBSfYPGFmNodM4h+ej0NO4JGT827jnlr9OYA+jOD7OPTLA38S/GUVvRNHP4sLJzMpixqB2tl+xX7tY1z6Lgr9CJwq+IpRWc5biDzVwQPyrQrm8iy4+wYmsYWVlnqwRNmk2uT5ge99y3OKVaOJSXN8Vyu3eGBjVjuEZLO2U1s8vMp/RHWihv5AxHPNQK6T7ZkVZh6VY7ldeOJHZOPCdsVBOM+W2R5oXRsLlXNmv2a041uCBlnf6lbf7VTDQqygryji+UXqxrrXPhKa6Fg11sJ0Xt3Sm/8yhdwA/o31q3ueLmZcfm2Ohye5Id1zrbpae7mUeLGuGYzs//mH5qUUf4snfRt4QutIXeaE/a+ET7viQrbc9jk9PZi6szjMYc3XItQGbQxaycIy7+wxrNvpsj/jgjJfQyQudoxI/lYFo4iJew7lfS2tPLLBbKfGecDl38N37hZubM3rdp+VOJTThS6GOz14dWHt4zhV8L1zMsdD3B5tHIvFwpurLeeGaYKDzU6jm1/ERvsFl4YW9L0z9sOSFLXz9yxChO10WLmnPEbTHaZm2hEBeKB8Jw724doTe/cr+3VLfZSyRSCQSiUQikUgkEolEIpFIJBIz4k80L+0lY2qkFQAAAABJRU5ErkJggg==) 6 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRUlEQVRoge3WP28TSRzG8Y8dxw4W5IBA5ANxgitO4CAU0RyiQJT0FBR+AaHiRVDQ8CbgwAXtSVeerqFAiAIhMAmgSyTuAEH+XYidxKxtillEEISgkA1CN99mZ3c0s88zv0e/XSKRyKZQr8rXq/Jb/d7cpx7eGNGDcw/ez98Y0Vt9D/UqKGIwvUKC+VpDOwO9H/FJA3xo4t046elHFwXsEURXBdFPsJwu7+JlraGbnfTAmgbesUr8CMrYie2C2LPpeBoPcVMQvyBUYSEb2e/5rIFV4sewiHnsFkT/ikpfzpl9JVodZt64gknswjWhKotZVmLdCCU9NezDCAZwEuMYHsgbrZQY6qcPtxfM4x6O4jquoo3xWkOShYHCWhNJzzYh38enWi4fLHtxbIfKYIGEn/5uhqy0Oqx0KIWjGEQDg41FF6rb1dPthvEsCwNrtr1aw7KQ8yM/FPixqJJ0KOUZyNOX4+UKU0v8s8JMh4G8/Ezb+cmW0WYITWG993wta1Yg5REe7Cq69bzt57nE8H8JwyWWOuRz7pf7TKP7OlF41XZqb9GloaLHh0JnWhYKNZuVgXW7ENSrTk80/bW7n1/K7CjQaPJ0mWKOxS5Pl0Kcmp0Q+rH99qfLZ9NqflMDRYzi8GTL1UNlvwmZnkyv99G+2PDvxBfuuVl8UTbTr+od/P7nHPhDOOiK0FpnMT2RjcbPspHT6tWrDuAEpnB3VYvsbXDPLaW3wblM2PK/x83muzcQiUQikUgkEolEIpFIJBKJRCL/R94CqY66FW5f8/oAAAAASUVORK5CYII=) 6 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur122533 2.6666666666667s linear infinite forwards;
}
