@keyframes rwdcur21667 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFUlEQVRYhe3UzU5TQRjG8f9MGRalGugHtOxMXIghGl24wLhx6cK9G6NegCz1Doz34cIrABeaNBokDcICXZQIIWkqHAgHI3JizZmZ10VpJI3FnoYUE/uszkkmz/ubOR8wyCD/e1JJFmtT2lHarItv7AM/AOkrQKXOPUGpGUAj8QYQnQai62hTCr9sBaKHCttKjzwFJgHdV4CIyJkhWoAzQxwHnAmiHdB3xJ8Azjmp1er9QbQDnHMSx7E0Gg1Z39jsCdGz1HuP9x7nHM45Cvksn1bfFZVOzyo9ch8odtPfE6B9uLUW5xz5fJblpdeJEIkBnYZba7HWksuNsbgwV1Q6PQvcAEZP6hvqBdAaXq9vUSjksNZSnJzygG8tA5UBrgFVYL9TX+ITOD58avoWc/NvsNYCePHRlrfhK2/Dl97uvQC2AZt0RsdoUwqjKJK1tc+iTVFQ5ps2hZ+1Wk0qlSXRZjwCngF3gOvARSBzYmdSRGvn3oYHSPwekWBl5SPZ7CiIQ+mRaWAXWAXWgcPEO+2oNcVlbUoxangHmAceKZ15rM1EWK1WpVx+K9qMfwce0PwC/ppEL6GPg3vAXeACUAHK4g8bKpV+GAS72VxuDESGgavAByBI0t9NMsAl4AowTvMRaqXTt7WZCFVq7CvKbALPgcvdFKpTgp0HZoCbR/cLNE9gr18AgCyQP7reBQ74/V8YZJB/N78AbahUYr1kOyAAAAAASUVORK5CYII=) 11 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
}
div.testarea{
animation:rwdcur21667 1.6s linear infinite forwards;
}
