@keyframes rwdcur135226 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhcWXUW7jIBBAH95U6m+66rUi+ZczoEo9SaXIZ/BvpB5pf7OND5DG0w9jdjA4sVd2MpFlCJh5zAwDGBoRtgYaga0x2XrbsooUBQBirRVAaESSuv9vlacRYah0ABPaw+9K+eKfqeWgI5n53QFyEGub3+vYBAAfcPXWYK2l3po4YBrhPpK6A00cm+0REInv7gzhnHscRP9+CIRzTqy1i0MUczrXdQ2AtZaqqnDO4dP2SpYYuKCftbZEaF9lhSgADdGD6HKSwpdUTrz8ImtoCP/lLIh8DPgt2Vrb+b0RvT2Hbs45qqoKZQ9hlomLfra5gdTKWMoSqfyR56sD3AXiliwAMSsPjImOgyQm+thZHKA/O3ZichDz5NRO91V8UAEglyeYFAOnVrxymQ0R5wrI5IgpEAJIuS/nQ/QgKiUnm9UNgE25L0Ol3JccXorOKi/FaOBEou8SEBJX5RMZ0B3vNIQKyg1rSSPhXJmcMTtgA4NVcHg7wKll8uwnSJ/Oe2swTNXB97f8//c735bZMZM7RSfxxqb6CV+X8UA5noXjufuge2cBcgMPAMj2GZ21Vgyy+9hdh9BPCjeiHGJf68FfnwDYfeyiLp/vn3A8w+vTtDiJMybD1PxvFXxdhN+/QnWo+L8ld+VX8gN82s+rBfYoWgAAAABJRU5ErkJggg==) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, 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:rwdcur135226 1.3333333333333s linear infinite forwards;
}