@keyframes rwdcur24272 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/ElEQVRYhb2X7U9bZRiHrwOklBKoBMpqobgG64ANmCxYmJCZRVM3yAzLTIwJ++BLTOY3/egfoMmWJSYmxkyzpBgSI2RRa1AzNDXgHNE5l5CudXRjjMLkbV3HoWub3H6gg77RQSn+kufDOec+v/t6nnOf59xHIXtJ0rGSjUnedpK3pTm34wBdXV2i1Wr59V2o3gBsKyrYSnBfX5+EQiGcTjN88zUezwKXL8JUKkRWjyOj3G633Lx5U0T+FZHfReSUzH2CnCpHYkmTR24lKfpTZOaoDLyKHNgGQLZFCOwHYyedndBSmr3LpgGUOK3fasRg0GE0rofFjdwCpCoK3CMYVAmHs3fJCiAcDgNe4Drj4zByK/cAGYvJ6XQCP8HFIa5ehTuZc2T0SgcgAJoMjoODg7Do4s7ft/nBBZOZATAleWcCEIBXHmM4NjYGY2P4/RB6TGwaJUCsAfT29kpzczO+D8HyJJQl3pAwVFVlZX6eYBB0qeYp+0EZKVqDKAAYHh6WxcVFHA4rjGs5ee8y82fBFQEVaAHsrWC3w752IzzzNLgjaLVzVBtAPweBmGElYANsjWCxgKqCywVTEbifCqEUAHR0dKDRaIAp2LuLZ9/W8r7iou77VYOaGujuhqrDLdDUBHkmMJtpW76A368yMwi3gFKgoQKOHQObDfSmSohE2L17ifwvwRFKLYICIJYcwAy8BbUl7H+vlPr6IR4+jFJqNkFbGzxxBNgD6KFwkvwT+ZxgAFCZmFidcUMDNB7ZA8/bAQug8mKdk+LiS2jOw8B9WEoGSFQe0A2GKIUnKylcfgDFVqAdaAUMsbinoGAGxTZF591fqKiA2lqoObQPnrMDLwMHgCDUm2l/I0I4/Acl38LZ6SQARVEUEYlbnRKgjtOnZwmFQlitVmy2eiwWw3oIesAIGg16vZ7DnwXQ6/U0XCjh+HEjdvsuGhvLWC3BDmia5NDRIC986nlkkLpdJ37trovD4Ui7eazHfCdyrVWufbDxRrMaNy8ifdLT0yNVVVXpX8NHK7F+FCYajabzXLsOXnC7uXJl46jl5WUgzLlzKxQVFTE9PZ0w85QaUBRF8fl8MjFxl0AgkHw5TrcBL5d+e8DQ0MZRXq+XhYUFAoEA/f39uemUVjujr0TcB+XzlxDrNrqgrL6Gs7OzwCzcuIHPB/9kYxLTppvS0dFRMZlM6HQ6/H4/oAWdDq12tZxj049fhdw2pktLS6k94crr8vM72+sJN63UplRE5AuRH6vl44PIXhDNTgKkh5gUkTdl6oxGzrTucPKNIc6L/NUuGo0mq+RbfgsSNysAI699VIPFYoEsCm9Lv2bxECIiqqoyMpJHeXk5Ho8n979j/4f+A4RjBSQnMGxSAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur24272 1.0833333333333s linear infinite forwards;
}
