@keyframes rwdcur245877 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB70lEQVRYhd2XP0gjQRTGf3uIByfGYBbSXLqghYJiAtcfbHmFncVWklSBcLWSLS5cJ3iNle0VdsKBzXbaBZMjhhP/xM4Ul2MTOYWEFMdYhAyod2Zn1rB6Hyy8mX3zvm/f7My8gZcMu1QRoZKf/xEiFBED8o2rpti4agYS8UqH3Ekv8an8HYDqeYPFmbfa06EsAJDkDa8rRejC0B1olyrCnI7htVt8fZfSjqOVgadEIAFeu/VUOobD3XSEu+k8+qP58bmPMRXn9PIKLvyTIL28Qnl3RyWk2hSUd3eIJxPEkwmAB7YqubKA2YU5ohORB3Y8mSA6EWF2YW50ArrGOJEpk8iUSfPikrOjY2k3Ly7lu64xPhoBANe/PQ4P9rEyedkGsDJ5Dg/2ZXtkAqq1OlYmT2z+A1Ymz9nRMYBsV2t1ZQG+V0Gr0yP25jUAqfcWgMxEqnbXTwVKGWh1euC1cR37Tr/r2OC1lcl9CyjksmJ1rWgA7NWj7NWj9H6cyGfQB7C6VjQKuazvzUhpI+oH/yluPq5zas7Io7jhdZj88pni1rb2oTQUhVxWDPsyPz7PDoHqgYEdWj3gpJeCDA8u4Nv1r8AClFYB/P0uMOjTmQqtDNxPvTkd0wkDaP6Edqki+uu/XxUHKUxDr4oDIdS74X+DW0l5401CVgWyAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur245877 0.93333333333333s linear infinite forwards;
}
