@keyframes rwdcur207714 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVRYhe3XzWtcZRQG8N87mUxjkqYxTe1tGGqNtVg/YqmlLVJK6RQKVRCELhQFBTcKRTfqqgtxIYgLQXeC/4FowRYVrgstxQ8oWrsQlVpKjLehaadpkqbpJK+Le4NRbDKT1p1nc+fyDuc85znnee69LCOSNPaAP7KYpPHe5eSYj3KLhUsYjNF3SRpPj149L0almwEQWgRQxbvoi9Fg9znV2Tamq07iUFYLJ1oF0DT6JI278SyexCsh+PLC5inTVcdWnbIVr7danCZHkKRxI2r4CB3lcd9AuC1YdcqBy0PewWfLAdAsAxP4Aaex6fpKLzV6HLq+4pr6g0baL3kZQ0kabz2AJI3bsROfYxCPhuD7rBbem1x3WQgemul1ApuxvlUAzYxgEN14KkbPtE/Y1VhJksazWRiG6RA8jn242CqAZkaQYAeGQ3BxdgV4OkaPrflpQNtVV7AFHTHak6SxuxUAN5RhksaynPr7cAEfo4pKce2c6pw82jnV9Ra+itH+EGzBDA43K8nFGBjARkwVxTfiAHbhLKYb7dfhxxj14MUwZ5d8rJ3NFOdfdqDovIERjOMBDGEDnitP2t7ochFvdE52wwshOIjX5jgeyAqATcXfGEjS2Cund1OM1sdoEHfHaA8aMToy207bNX0xWleKJZjLamEkq4W3z+8LX6OOTc1KslwU7kEHeorutxVn5SLhnaiH4JO5dsdiUAoMjyVjr/b/vubgP3Iexla8KZfu4gwkaaygTz63SgGkNwSVEPyMD0PwW/HQOYjd8kXbEMtxPsfCmV8qGtmWpHHbUgBCMfNqcT8jd707ClAjBQN7C2aG5Fq/H9XJlRNPdF3pvku+mPvxPo5jb4wGQlDCp1ktZDdkIKuFhnxxxjFaAKjjHEazWpiQU3kSH+Bb9KMcw+x8nh1yF9ye1cIcTodgHGcsYXatPo7LRbcVlM9vzI6u/TVZKXfKR/BFVgv14r1hQL7k41kt1FupsxSITUkadyZp7DdydtFVL4AsGi0xsCBxL3Zf6h87cvuF1V2oxqg/BDM4ndXCdLO5WnolWxBDeLgy1QHPoxKC1UjlC3zuvwYwgiuxbZbcqifk8p2WL3LTsdwRlNB7/p5sbO0vyVq5TZ/JauFCq7mWZKAo1omprBbmivn3Yia2N2S1MKroOkmjrNZaT4sCKPy8KpdTA8Nyg+qDtomKNWnsk3tIB/qSNDaQFX5wcwCK83kplQo2ynLdd7bNlMhtt7zgv5XifLwZAIvqtHDJurz7etHVKIZjdC7+xfacfBnnf986GRYuttDJ6pgLgUZXg7zTerEfU2g0S//NxxJO2Ezc1HfdrYj/AfwJfKVqcgm7ydMAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur207714 1.6s linear infinite forwards;
}
