@keyframes rwdcur176189 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe3VTUtVURTG8V8SEiFE1sCEXmkQDrK3QaMaBkGfoqRBSQXNo76Ak2aOjBo0lXLuoAZib5BhJZYTUZOK6yVBqNNg7XvuVYSgezxOzh82h71Zh+fZa629N6zgN1aRtYy7OKUEGoIreJK+Gd5hCN1bKb4jiTWo4zt+Yife4wUepbXC6dgw70IPfmEES/iDY1shvpkB6MQRXE9GpjFbpgEiC904lEYtzc/gBHYVZSDvgauj1Jd4eo2BMYYvr4u7hOOiHMt4K/ploV0DeQYWp9l7mJvjHDzLg8U8Zhl9uIMryUSXyExPYQYu3GLfUWoLTD5mbZXbE2A/bmASr/FS9ElNnJTOdgzkJcjEOavhi+i6c2m9P2JnRRZGRT/sxpo4KcUYqGMGP8R2T+JTChqM+A+4KMrSIcrRFnkJpvAQp/EKB9CbzAw2lfowLu6FtsUbZMiGWt6B++vfhM3Gm6LE8wzsaVm89+//5osyQNrVN7KvzR1+Ft1fChmyZ03xOZwvSzw3kMZHBVwu/2tgSolpb+W5ePO3RbyioqKiomLb+QsBy36pi8rugAAAAABJRU5ErkJggg==) 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,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) 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,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) 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:rwdcur176189 2.6666666666667s linear infinite forwards;
}