@keyframes rwdcur74475 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACA0lEQVRYhdWXz2/SYByHn1J+FFiB/dIJmG1hTp1mCTuMHTTR7LDd9I/x6p/h2Xgy3rx79A8wMSbgYchgg7nRBWjpWqB9vbg77WsgfpMen75PPt9Pmr4gP+LvE2oisqevvDwiu7d/KzJ7gYRtUn7zFv3Bo1C8tEBpOUPW6jBsNeYjEF3NkSqX2Xn/cT4CzU6fjl7g5qQFIXogLaDE00zaNzx+eszewevAfFRWYJhcx+q4pPsmg6t2YF46gUGzim0YROvnHGZekFMXA61BOgHhWFjGGSeqwLqTYegPA/HSCcQUD6X9na7Wo1XKkX52BAHKKJ1AoXeNft3mQgNjeRtxrxCIl05A810OfMH9nyp6bYD6cJfY1pPZCWykF9gxspQaI+42uminFtHN7dkJbPo6+bFCQZhEry4RnVMiq2swZQ+kBX4Ne2Si0HTrfDv7xMWXdyi2TWK3MhUvXcKJgHM3gi1gNOkpANbnD1Pz0gnExRJVa4LpJUPx0gl8dUb0PZUqTiheOgFLm/BjI08/n5iPgLNeZPA8y2g/2AfodqRXkCFCqmcyNqxQS5AWWKpVyTsLXDo1fofgpVegu4LDrknRskPx0gIVP0nF9TgW4cKU/yHBZWukkrPC3U2kO2D7Lou+YIw3H4EVJU495bDmxWRfFXrEK70oNCUS+n74TyTmefj/PX8AWSu1laXx0BIAAAAASUVORK5CYII=) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBklEQVRYhe2WTUhUURiGnzOZY1Qzt2zMnH7MsJqgoghSI6hkalGEKyEGQaRN9rOJhMKNi9nYMgMXFYRgPyj9IdJCahFEQYtaKQkSUWOiieM099bx3tOi3TA1997utRbzLr/D937P+Xg5HCiqqKL+sUSemipw7qkC+YrDvQdJPqzPhVk8gFDtLsSOLVx8HvMdIh+AONB4nRIhWZmRJLrCvkLk3QAgOmrvoVJZInOKREOlbxCFQqbaG9dSvgCfdMGt15N2ejwFAFC3z2zi46zO2HyAviFvIewaqRvXdjOVTvM5W0lP8qVnEL/LQK7E6fNvsaqXsGbO4MWVOHiUCbsAAKIzMQ4ILGC2q80TCDdrVAMdcXYaS1ldphHp7nfr4xoAQN1tbaAqHCSyL0us5ZVrL6dNCuB4d4xV700qAmFqjmRITRskz064gnDSoC7dOczXzetIm9MY4xNYH36gfStBRlcQ3F5N39FHjiEchfDqqWfcrOtHbahhWVUA3Uoz8+Y7602NUEU9bV8GwWEwnQDAr9uJgY293I+PUZ6x0KRJmS4JZ7LIBZNDU5cdQfztY6IA2s9txarbxujeGKnlkuDkKO/2D9vy9+pJVQB7Hh9D10oJzRhEZSkPmocKzvD6x6MALjxpIipAMk/niRE/5tgCUSODzarn6UnFHzLhN1nu4EXfRFH/v34CqwWgZDc7xS4AAAAASUVORK5CYII=) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur74475 0.26666666666667s linear infinite forwards;
}