@keyframes rwdcur77859 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1klEQVRYheWXTWxc1RXHf+fcO2+en80wGo0TE1ILQRShioVZWAmoUsuCiE2ldtNlpaKwAMSHyAKlzQcJEZusKAtARdBVJbopEhJCFNEuaEmABQJEIYoiQ0xCHOMax/P8Zua9e1i8N05iqALD0AUc6Wo09+Oc3z333P+dgR+7yTeZdOCNFNDYDCxIduRn9f8PwGNvdWcmx/y9da+/UGUKIA/hTNa3lxey8MSB2ejk9wKw/1g32jLhjrZit9srOdADQjXsgahbWDjfCQ8/MOOfGinAvmPdaPoq93wrcbvEWAVSIKsgFIiABEgKIzlzobjvwRn/zLAAurFjy7jur4KvAEvAZ8A88EnVzgALwIoT0snEHT18vDs9EoBDb3anm7G/X4wUWK4CzQOngJPV53zVvwykscdPjru7RwIwGfvf1h1KmfYVYFGMeTM+MuM9Mf5DmYXFajwFerHTXSMBiGvycyCnPPNVyl1+asKJEHinEE6YcfaS4DkQvLL19//qfuU4vzWAim2pnA5aZkJKYKlv4ZNQBu6JkVdLwvpatWHi4zd8zyoorcYiMRKUTRHqxWgBTRMSytsQAZoH5o7cEgeGsMsA8kI+BLZx8ao1g3KtCyhCBiQmXAO0gQkgBqKsCK8ME/wrAMvd/G/NuPYrKXfYANpiYEJDjNyECGglwtSYy6fqEpqnMx8+7xR/GhFAeGGlGz68OtZtsH7OMZDWFJ1wRSNSa5hZ4rCJTtD43Jod3LejPnfwWLfZGtPfTNT0NhWZBvJ+CCe+6IYXL2Ty0uFba/nG4PA1SvjYW92f/qQR/T2pMQGkkdBr+r56zK8FlxeIj7VIVguN5lb589kVu7c9zu7mmDs07qXBBtkOEF3IwrvnOsXv9s5GH1wRoIK4cfO4f64R68ykz0PsArlJyE20H1QXM105n+WHFtbyp66dqD3eTtydWhbwQLZzLsp2DCRrfdLTK/3b985G718RAOAPb6T+6qh2RzN2v6wp24EomM13+uEfS1nx10d2xEtPvJs/dM24e1RkXTPWxakCGNRSA2h80bW5U8u92SO3xL0rAlzJDh/vbb2h5d+LneSUb8Zi1ZYqAF8Fbg+aGY2PV/K79txc+8vAz0Yd+MbWHnN3xU485a6XgQUx5k34VIw0QCzC5mp6BCQiJM26/hr47gBjNdlFudOBbC8Bp804GYxFEVpmBBEaQLOamzvVGy/1M5R+7/t3R1WZpqz2wQ+WNCjLZsx3C/ugEBaAVGz9VgQgaJmNdRsqA4IGvRxeAdVAXCjNSGRaS9lOKvHyVdPC7AwbFn5re/TWMfLAHBffjJiy4DY7Y7vCDLBdStlucblsv36pr6FrYK1vrzbqchMXr9omK+9UQ0vZToCWg03jLrRrEhrnep7zneK5kQCcT/OnG3F0z5gvH62qOwLaIoRxZSJxRdtTNEVJskLjpTT88cCO+qlL/Qx1BAAHd9bnF9NiT2Hr6W87YUvTF9umar2b6ppft1ZIo4cmq7mLT15wr53t5Ps3+hlaiAb2+Dv57nbijsYePxX1iQj00BAMclP/377oQmrPnu2EPYd2RtnIAQAOH+9evymp3ZfU5I662lYTtFfIZ1lR/PPzNDy5dzZ6+3+tHQnAwPa+nlJzLgoSFDQ7snN0f+F+uPYlP4P2fc5qnRMAAAAASUVORK5CYII=) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur77859 0.93333333333333s linear infinite forwards;
}
