@keyframes rwdcur41777 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAyElEQVRYhe3TMUoDQRQG4M9gEWQLkZSpLAJLwBOkFmxyA+s9hQewsp7K0l4IBBvBIrU2rniCHGCRICFY7FxgN2zl+5qp3v8eb2YIIYQQjlDVzXlVN5fHZJz0bHyBhCn2OOAulcVb16xRnwHwlGtfsMI3Hqq6mQ0+QF75BF94xRof2GI5+AAY53OPX+y0V3DA2eADpLL4xA9mWOAac+17eO6ad9q1ILvFI260W5jgPpXFe9egXr8AqrqBq9x8k8pi1zcrhBDC//YHAO0q7SiSGhAAAAAASUVORK5CYII=) 0 0, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 0 0, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 0 17, auto;}
}
div.testarea{
animation:rwdcur41777 1.5s linear infinite forwards;
}