@keyframes rwdcur172128 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 17 21, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 21, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 21, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 21, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 21, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 17 21, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 17 21, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 17 21, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 17 21, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 21, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 17 21, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFj0lEQVRYhe2VW2wTVBjHfytbW3rZuo613YWtg0rHgDGHYFHIZgwykECICCgaAQeiJso0JhhiXGLQxXtMDESjzsvDZEaL03EVGxSzOS5lF3ah20p3K7Rs7daul7WdD2hQgdlZ44v+387D+X2/nPOd78D/+a8nLmbCDlcekPfrqpZ9itF/T8BgekNRmF0SPy05TyaBkIBa7yCjQy62sU/h+kcFNlcadQ/cVXgwe6pYN+gPcPa89YsG+5VHKzebS1i86IOk2xfINDoRwgQY9UJghA9DIh6371IEJ+LGRyuQPy9n1SyxWJcsFKIRChHkZq/77swpF5Rvo/t1pVuj3hsOqpFEhtEsTEeSyNahIezA7om4U6IVkOhvMwSk4hKdUkHLkJvhgctM06QXFm2qKD8jybH4nEOGN8VGlowPEy7S4R+bQiTM0uDsXQOBnypOxyzgUqY7PcPelVM1KmV/azvnOnuQZ6gYaB6hrk9ueFl8nPV3BZELPdSNZDBFncSIHwiS4dbv+oxTFWMxCXiWHFNaXPMcB04I7j1+PpEZ0wUIetvJ6BbQnqXFkBZGqlARUSpo1eSRmBbPlUEIREgLjvBjsK7CciNudD1gMCmwdFQTchRg68UPfHQxizdTz6K+O5c1+QnIUhZReiCI2DNA4do/YkNjlAGHboQWRCVQV+zi2KJb8UtfRqpsZtAJJ+tJkzmIl8RzogdMF8Ls3RThs7I0pvZFCP6u96VJYxoMpnUYTNfVi07gmshupKn3kTnTCpCcFMLv9BHwwOo8sNT/iNdmY65uDPfgtW2eXnc+l9urudwujk3gqkQHMs3y55YkMW3GbRiPDPNEgp3+uiPUmE4iVKTQ6ZHQZoMRLzh7IdDWAl01p+h6LPRnXNRzAIAdrj0MOmatdrTLSm7t4OyZHh7M6UYv66Gsxc+L2x4hIVGK1TxOgjCOKx0Bgp12cNU1wjf3A9cNpb8UqLRadUL7YI1cLs3tMp/g0MkxRva/xdHvQ/Tpk3lqbT/qqQVUla6BxFQavUG6zD4uXumnJMeLRdJAQ4eoCLjhaJ7wCjZXGhPlTnf1Mn1O7tIMNdoZGcSJeijdkYmqWIin/Rb6rXbCAR84bBAO4Xa4cV2oYkNhEynpblrPDr0HeG5WY8ITKC4uEKaLRAVDgQCHGxuZm51D6TwRxVn3MnqxGefYl1RXXSB7jh6J243I/D3i1FwK50cQJ6uoecdc4Wne8/xENSYU6GizEUpV4He5yDv2AWbtnayQ+8DtpdfSTW5yhG9Zw4HjneSq2lApBQQjR7lkSaKpsQ2n78IbE/Ehit9wc6WxpPXn+ieLLN+tevieBSREvISJJ14k5XKfk/dflTd/gkCbmxaSPew7V2t3NYw2wTbTTe580gIAmo07xGqHfdW6SNMrBVq9TpWppNcygM08XFbWqklOuUf2zNrV62WLls1/Z7t+xtPRMH9LVM/QXrXPb6c8037HQ7rF09tRq9Kfm/3Slto9KzYwTUtLjkKG53wdAv/ASpfL9cPw9u1E9u8H+Fp7g6c3aYGrOQM+JUnqxTyQL3ktBbaID37+7E9AFjBW+hTqBXm6htOnq71dXQDMga+t1wTe1YLpbwtoNqYzXeSBcCeBuHlcgrxUONgJqNOy8GkyOGzuQle2lRBXG+AUrAYQgPHETbiTmYTfCFPDTyKS6Fq+qmE5oARswCVA0mMjbXAIPxCGtm544Xd7jSa4bgxPOrsWFmm3bnps/NOmlnFHff24efnypliZk/qMKmfOJhQnYKbRCJEI1vLyWOtP7jO6vWqfYT6g2lhCUC7Ft6Q4ZoFJnUAClOUDSXfMp2/nTnq+OvRWzAbRpBjEm+Djahi3wngnjNdCy9uQGSs7qkmoh/QM6FsKyIB46I+DZTvhfKwCvwDX/SzmJ0JcAAAAAABJRU5ErkJggg==) 17 21, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
}
div.testarea{
animation:rwdcur172128 1.6s linear infinite forwards;
}
