@keyframes rwdcur123460 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 13 17, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
15%,24.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOklEQVRYhe2V32tSYRzGn3PUkzY3G7GDOTablZgLUi/aRRB6E10sAv+FE10sKKIuIwgMgm4WsS62rEEhXQwRmgQFsy66WVsOR7+Ynai2s/x1dHo0nZ5zuqhRIt71epMfeC9eni88H15e3hfo0qVLly6/4The/yyWGU+sZp7EE9mZuzPCiY4U+wPCFf9l3hyJbEzlcnk1n/+1BEFU5+Y2TpLup894Dbd2s8ZNu0M/QdN/AoOBwt4B7UOO4x1EBY7cuYHxfWWYWboldB5mWOdR5iJRgbXX7zDs6AVFtYaMDhh1Ml6iArXATVjMmrYD/b2qneN4MzEB94gWUllpO1CrUwUAEjGB2sIr5NL1tgP5gpIMBm3kBIqLnyBGP6DRUFtCMa8gtlCNkioHAHpJ58bx2FV8SYgtIf+5ca+0pQSICixaPJg/eB548BSptAxZBhoNKGvJ+tfHofL1YNDW/oL8Ayj/hY8qKgpg2gUM9oFlVChidXL62tAlksU70DVRuA+DBqgrQFpCWlKQzVQn/Ofe2jsiEH3k41CqmLD+bRDrqRXEeSBXYfA93RkBAAjPuorhsE/oKaaMsLCgTAwObb053QmBpgc4wrh+YHRMT5WyoJKJyjz6rNNYzpIU0P69kberib7482MUKBSheUGyeIemT2APrLNVGL0F9FtXoD07haX3pAWa/uAD0NlskDwjKOAUCi9D8NyexNh+kgJNJ+DCQI8d9SEJ1KoMSqax7dag4WMxHFrGpkxS5P/lJ9Gy1AshU3X0AAAAAElFTkSuQmCC) 13 17, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
95%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAATklEQVRYhWNgGAWjYBSMglEwCkbBKBgFo2AUjIJRMOLBSgaLgjkMTkwDZT+TCMOrfgmGNwdXMlhoDYgDGBj+X+Fk+Czwh+Fr5kA4YMABABKrC8ydWGzsAAAAAElFTkSuQmCC) 13 17, auto;}
}
div.testarea{
animation:rwdcur123460 1s linear infinite forwards;
}
