@keyframes rwdcur253385 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhd2XPUvDUBiFnxR1kYIfVFEqqIOTg3ZwE0SwKE6uLjq5+St09xdo281JJ6koODg6O7gVbKhoBwvSRcHrUN7m4yZG0zQpPUshN6TnPD337Y2xt5hVANVGE7vuzHeDcFIB647nDoT8kt8dKG8PhqFnahu4vb5xLGxs5hV0RMJP4s5wGIhSXknBImNf1wzULkqARSQECb/73L+L8jTQTUlyO4m2W9kNZ+eXgEVianICgPzRCRBJJ5TdQKrDh3UsLU0MJHqcgKgLJNq7wE4g1l3gNQcC3UdAwjM53ZyEmgOP5KI/N1lInB4eAPDy+gb4k1jPjsoE9UwuioWA338D/IOAyE2ieNXqxv72DmCRmBkZBqxzhl9HencOBMlN4rhYAKDy8eW4r38JiKTtu7lZAMx6A4D7auszaFImTiD0NpQOrM5nHNelAwu5NAC11KcCeHpu9kkHJPlcehDQW196NA2ArZWMAlhbHgOgUDYBnUTiBEJ3QJJLYrfKD3W53iKxNA7A9PeQ43ScOIGo33p85e6OzInECcR6JAN91yRO4Aepv8HzbdY+NQAAAABJRU5ErkJggg==) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhd2WPUvDUBSGnxR1kYIfVFEqqIOTg3ZwE4pgUZxcXXRy81fo7i9Q281JJ6koODg6O7gJNlS0gwXpouB1KKcxN71pElMjfZd83eS858k5915rez6rACr1Bj91Y79ZRJPSrn2/k4oYxN+BUiil+2ivPjm5vrxyPVhdKygIRSJYRJOBOCRZW1bwv+cxUD0rAQ6RACRMmQdyEQuBKJmLWm9INxyfngMOiYnxMQAK+4dAWxJKMxDKRVe6IIw8biOQ6DECohAkTEX4d10ggaN0Q8eRMZDwjRnrTKiTMD03uvGTkDja2wXg+eUV8CdhMNA9AlqgYGPDflwnUbxo1sbOxibgkJgaGgScfYZpLfm/80An6SQOiicAPL5/usb1LgHRSnZYAWzlpgGwa3UAbivNY6cdVeIEIreh1MDybMZ1X2pgLpcGoJr6UAAPT40eqQHJfCbdD3irvnRvWwDrSxkFkF8cAeCkbANeEokTiFwDkrlkrKt8V2vtmADyC6MATH4NuBaKxAn8eh4IKr12ZJ5InEBXlmM/6V2TOIFvsxS97g3u0nsAAAAASUVORK5CYII=) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur253385 1.3333333333333s linear infinite forwards;
}
