@keyframes rwdcur145728 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAgUlEQVRYhe2UQQ6AIAwE136A/z+TD6AXgyRiU1iJB3cSTg3doQEAIYQQQnzMRu7f2d6MwA4ApVOwgf6zAo/hoxLmFT288EidFniLaYHeRmtWlPk7kAqQrY7aACA1g89VY80dwBlYT5zKrRaBegVuSHAC9D/QlQiGswKXxJreQvyEA66lFz9tbAaHAAAAAElFTkSuQmCC) 18 20, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 18 20, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 18 20, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 18 20, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 18 20, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 18 20, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 18 20, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 18 20, auto;}
}
div.testarea{
animation:rwdcur145728 0.4s linear infinite forwards;
}