@keyframes rwdcur261288 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGyUlEQVRYhcVXTWxcVxX+znn3/cx4PJ7aYzNx0sQlDU2dtFKkghQqUYJCkSqiSk0VJFjRJhKCBUhISGyIvIAiIdQuLBBqpJYFKhqggmxYADJCopFMVklwQpTEjfNnTybjsWfmzZv3cw6LmXHGY7sJgYor3bd49+c75zvfPede4P/c6FEXqur6jeiRt3r4dvLkSZ5RNarK/WPFYpF1i7H/uqkqin0bqyovq+aWlzW3sKBe//yHNeSBvKkqE5EAwOUb5R2A9Woi8gKAvQQtKAAVqYvikm3bH6Rs85udhcEL/WsfyYDuBnMflgrGct4gwquZTDpDEoOhoW04UFWIqokSTbNxsVqrC9j6qyTh9596PD+rqkyAYAuNmK3Ai8ViG/x6+UVjmV8ODQ4UDMXVAZdvWuwKwKwq3HFDCFxWFXhWKt1oJV/wW/aZyzeWv0tEb6kqQ1U2E+qmZnU9v3Bt8Xg2m3vboSR4bNAtEcjIA2JLBCGiuOaHmcTyhu/dK5+anBg7ISKbhmPDZl3wc5dvHR7K5t5OGamOZL2yKpxecFVAenrPfxZRJ5v2fA/h7dHR/PFzVxaniEhmZmY2ML6OgY5y5dpSfSwKo/OPZdzMSDZdjpPE6QUmAlzTY74AYQyszwwAE0mjFTlVP8n79doX9+0u/LlfmBstIsKFq4s/Gc2PjOU8WugFF20DJwLMLSkul8CxAo/ngGe3kXBfQEWVM57rtyI/bjD9fF71GQCBqq4lrrUl3Z8Xr98dh9LVseF0MOi5fpd2USBlA/MVxbuzYuZKgB8qBzGwd4zkp0esmKjNQr+wRFUqDRmvVpZf3r+ncLqXhV4GDIA4ifXYyMiQl3G5LKqmS7tr2uA/+ouYch3YPQIcnLDiWIBcSuHZQDMC+lkAANsysUVNKNPrAE6jD3TNUABQ6AukMZhTkkjSCUub9ndn1dytA1+eJDl+0I6DMGIiwLVtabYS7gfvakJV2Gb4BH1uXtUjorUwcJd+ADKv6gG6n6Fh94yLAq4FXCkrLpUUe0YUxw/a8R8v1byJH18dm3jj6tjpuVUv5VoifSq0ud0tZnYd43uum29cv/PJzjCvfdpeEnhlxWOigm046B2DBfxzCXzXVz6wgyWKY/5q8WZuqRbzYi3m1353K1epR2z4vteiQKmR8FI94WozZtvi0HFdR0Ie3yoEPaG4zyUREEfAwV2QnTkrnhgm8SOBtUUSVwWMBaw0Ev7sLz4cXl6O+dO7B8I/vfZ4RRQbzuq6RFRrtWIA9ThJDIgFaJsSK1AYJHxmgiSXAoZStrxzdHt1PGtkPGvknaPbq8MZW2JpLzAMLNYTvlWNzEogTBAAylEUiWOs6gYGiKibAevnr92ZixMcJqC8xgKASICw1VZ50Er4yGQ2eH5nqgQAwxlbgo4IIwHAlszMN5woVICBz+8eDBAn6UYzqLpDfOk+0+sZaAtSeJaNA9X1aZtw/4gRAc1WwlmXkXUZzVbCRO242wzEUcLTZyppIsDxCEf2DvrVZpxh0rlfT0/7HWc3hEAAwCZ9b7VWl2YYpT+qlne9jTozIumkaMeSb55ezF4phUYT4OWnB4NntrlxPbEZil9NTU1JL27vKRBV5ad3Fy40g+ADvyV5izjeygAAcCzAtoCUbUnGs8QQ8I33b+VOzVbTlkXIDjB++KVCpV4PhldqK6vGSxU7R35t303vA7Ztvt0Ion84Bpls2vUT0U3nLdUTtpnkTi10/jbfcKbPLKf/VWoZWISkpfjZV7ZX9oxacnvFZDiRb01ODFX6i9GGw9SdcP7K4ncKhU+86SK87TkG3ZqQKJB2LTk1ey/9vT8sZe0UoRoIh8224JAAuQHG9Cvjla8dGKwv1Xhn5d699yefGD262RVts2oonYlvXZy/u290LH88abXKA54ddGo9A8Dfrzed5UrCGKC2egjwbMIrB7L+Dw6PrT41ZsdLNexcXamejdl/vVvq+/G2upJ1jThxaaFyw3GcqVaYxJm0XXIsKwTAO4bs+Pl9A6FlCIMOyeeeyAQv7c34+7d5cb0eDN+saiZo1H8bSO3Es7t2VXuVv87hLQzo1gcmIrm4sPSiYffNVMqbtCCwLfhDKeMbxwo7JYwhSXq5EWV9sdFshmUgmdqzPTfdG9bNcB54LZ+ZmTGHDh2Kz549a4a2feolkfjrIvocoOOpVJoBoNVqIQijim2bc44x78Fv/P7JJ7eVurR/1Kvpod5TxWKRjx07tubBgqqX3KlNJETjcRwDGq/m0/nL+Tyt9jD4wDfBf9S6r51icetbsaryzMyM6X83/s9b15hu77wLP17Qj6v9G4FitPAgA3hkAAAAAElFTkSuQmCC) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur261288 0.8s linear infinite forwards;
}
