@keyframes rwdcur240524 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkklEQVRYheWXXUwcVRTHf1P6QafsLOyCgX6wDVmbNqFKUeEBJdqapmpo+BDbxDQxtg1QjUqk1Ei0wYZEqrE+1BZi+kT2CdAav6KNwbRpTKnSphIhiia71N02sFCWZRrqJteHzVx2dmfYYvvm/2nuuWfO/3/OPffeGfi/Q7GbEEIIk6Oi2PreC5bbER/fHue7fM1sv99CTAKEEMK3ZzUAB/riBWi90wpAfa4ife6nCCnAIH/m9G0A3qkrAGBrcRSA3uHDUogQQrhc2bZBFQWmpmbuSmTKEhjknwyE9gH4fL4egK6ORhrbmqTPxo3eNKHHBKQXokA8++PbFQ70CUluEGdkZEjnWxcP0tjWRH3xB/ROCkpLH02bod8/xmJCLCvg8/l6EonvBR6PUakxYSVimfFw+Rq47rSytTgqs3Y4NBwODQAhBL8OZ9kS6bqOruuLCnG5nCLZvszKORlCCNI1vqqqqKpqKSISidi+J6MKIUR9rkLv8GG6Ok6TXfGpifxCdzPH+kM0bFLSrr+u66iqahKgafFK+v1jpn6w7IHGtia6Og4CyLIf6w+xo7IE8h/Gs7YQfzAgRSQSAMRiMVM8TdNSRKUIcLuzCYeFPHCMfW+gfpPClqf3MjI8gsvlShFhhWRhVpClcLmcwuPxMjT0c5ww17zmvZMCz9pCKiorGBkeAWBqakqKMNbZIEwmT6xA4jKYliASiciMhibNDftl+9v4g4EUEcZ7ACf2PU9zT59l1qqqWlbEsgcAmVVHTaG0zd8clSIA/MEA8zdHpY8eHaSjppC2zwN2YVNgKwCgo6aQXM9zVO7dDcBnnQ1Ut5zEHwxIQWc/fJXaI91JbzbctQhTD+TkPCBLdGRHNl/fXEdGZo50PrG/ju/62qluOQkgyef+DNJ8pt8UeJdzmHPfhAEYWhU/2IwlsO2BdGg+088uZ5zYgBW5gaFVGfHmY2H7JZ8DaU/C2p170FQH4p9pNNUBQHXLSVmFC+PLTfO1O/dwYn9dShy7LWkpQNd1On+4xcpfrklbsfdJ5s59JYkNIV8cPQTA42VV0t7y8mv/rQc8Hq/p3H72QS96ICTHsZIn6P7okDlCdiGvlFaYTJ2nOgEo37+wVHZHcYoAA7quk5eXy7asLI6+9Ya0Z21e2JaJiI4uZNz+/scAXIlGmZiYNB3BSxYAsC3LfA1Xl5WbxmcHL5nGV6JR+ZwsIFmEbQ8Y5AAD4RiD5DMQjjEQjhEuq+KU4uX1by8SLqvi/OwKzs+u4GpmEVczi5gVC1s3Ly930e+ElAokk9+az2SNez0Ac+HrrHGvZ2VmPKPpv38nZ90m6RuZGEfL2yCfHcq0ZRXu+hxIJDcwF77OXMI4MjFu+a6Wt4HIBFKEHVIuI03TCIVuUFCQLwkBHil5iMdeqCUc/Av32iJTkETb5Z9+5Opvf8i5UOiGaf8nfx2Z7tycHKdQlIWvoKe8m+k+/h4Ab/q+XzSTRHQfOwDAi7tfYmBsNGXechfYoa6s3HQvG4IAGlrfTRknon/wUtr4S/rF2uJ2Cufq+K/bzO3bjIRnFCvbUmL+C0o6LI/4IMV1AAAAAElFTkSuQmCC) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur240524 1s linear infinite forwards;
}
