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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnUlEQVRYhe2WzW8UdRjHPzM7u9vudFtK30sBK8iLTbCJSAjBZRujB+8e5KR/gDejFwIpf4AHgomaaIBLDx4kJphQgt22yEulSJTabWnpdmG3L9t2O7v7m9mZnZmfB8SAIhokJTH9HJ/f4fPNk+d58lP0toOSJyDmLilPev+vaACdXfFHijNjiTWRA6h/Lqyl/C8B1lr+SIDnIQdQHh7CtZbDQx14HnIA/mkN1/nf89SD9/3wL0df6dqCHwDpSpAKrucRDAWZvJNjJpXnztQYasVIHDnywdAzC2AYy7FyWQ5GN9RS8X2E5WA5Dq7n4TguyYkZbs96JMdvEq22gBBOqZRQZXjg85MfH3/qAMmxxVhNrdbb2BKNW65HsVxGWCbCsjHLNqJkYpoWuZzg/MVZwvJXNC1IKFzFQjbDgX2vURAqtmkeW0gnE319nw0BBP6N/Isv+2Kubw+GQsoL86tFxsaTaOEqCsKkUBQYRpFCqcRyPs/1GyXSkyPs39/Dhf4faG+rQ1hBUpkSkzNZtmzr6qkOhd9/581YvH/w4unHduDrb87FfEWPq57s0UJVcelBKr3IxuZGunY009hcT7RGx7Z9wmGYTmdZKQoSwxNcub7ISvoSqt5GY9Nm6urqAZ+9exq5PJohuqGB1oYIc9M3MFYzh7SHxbZtx6RUe5WAH0c+OJIKZcelWCpTXxchEFDxpIJh+tyaTJOaN/j2QpKSKOP5PgTC6K2vEo3W4PseSyvLrCwts7HW4sbICE2btjNhzZK9O8nOlzrif3SgUnGPetBbsFxWSz7C9hCmg6IGEKaLbVfYtUVna0sEs2xz/lqevHDQpMNYMsXN5BzFQpFyYRG8Cvg2RSNPubhKVShAxXfRUPCVAAf2bmD+boqJyfQxDeDDj07ETNvtncpYzM0t4ygR0ouCgulgWj5BZZWupgozFZ3xmy4n+wVm2WD++lnKK2P4VW10d+8nHLAYzczi2Tae74KsoGugSAUhHAJIwiGblpad7N61g6nbJ+7/iK79nI5/8ulZFgzJ3HKOsL4JRwkhCWJZNvs6Ie35TKdzXBitUHB85L1zbG4wePn1N/hx5ApXLw+DFsH2JHgu+C5IF8PxAQlIXCS1YZeGpmakZ4MavB9gfiHF6VOj+KjYFlQCOoGgTjAcoSIDzN+qYiGfozqgotZtp0qWaK0qsLtrF9KHnbu7GJv6CYIqSA9wgQq4HjW6zkI+jx5SAI9c9i6OKFAdjdLR0XI/QKGwguoZBDWB6toEHRffhLLrQbiTObOBds1k3oniWxMU3TydXTW0d2xDVXyymQzCc2mKuDiOiWEKmqJ1mHYpURLmgI6ByKWPAzFd1wfPnP6K9vbWxMjVkeMawILpJN59+y20SD393w3T8eIWwtV1ZGemyS9msSsFtm6SlKhmaSkPlSVySyamMEiOj7Onuxvdc8itZo5hiATcG8oZjz0pQ0IIRQjBvfTs7zv2gLaDsSalGPe8RUDp9XwN19MgoCfQagdABUUDfIQx3aNrxfjhw+/R2NRI35lTpFLTh4C/vfnPHF3XB3Rdl7quSyC2ZuJ11lnnWfMbFP94ACVBOJsAAAAASUVORK5CYII=) 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;}
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}
div.testarea{
animation:rwdcur19867 1.3333333333333s linear infinite forwards;
}
