@keyframes rwdcur43833 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB50lEQVRYhe2WwWobMRCGv13EYtxeiwkmh1K0b5AH2yfR+0n0VEIxJQS3kASzLD3sjD1W5XZLFV+aHwZJuyPNPzPSSA3wHlgBHeCAlnNMwCjyAhxEJirAASsf4relE9LQvxOSVQi0zJ4vNf6hhtGcgFtofMucholK3kMh52no74AnznNt868kqhHI8QR8NwbV49G01VAicBDjGgU4eVzN8z8RUKnqbQml41R1ky0hkHtZfacvJiBH7aVA6tXgxKAWmZHznf/qaJjvAa0Ftu5fBY0YtwSutgEtLImrIo8AXI5CieA/R8vx630wUSbRGvnbVE2U3xnH27DzIT5zepioKEEdr4yeSq6Tz3WF8dHxVozv09BvfYiPwDozkAsXvucE8m8lfWcfJJ1d3If46EPc20k+xJ3orGX8IP21D3Ev+md9Gf+QNey/FdDZDehM6wDS0N+K0c6HeJ+G/pPq+BC/APgQvxr9rSZY+s6HuJPo7tRJGT8AbSsL4ENM0n7mMnTjjbLQxzT0t2TXtRi4/838I5T5jYxbmaiVUNtDGvobJZuP09BvrL555I5p6DcShQ2naOu6U8OcJw1/8agY5MfVXuf2aLamtWvkFXdqOK8DOsEq5gRqleoJ5kpYQu2ynEfGfnvDG/5z/ASQa9PM7Bxc2gAAAABJRU5ErkJggg==) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur43833 1.3333333333333s linear infinite forwards;
}
