@keyframes rwdcur19928 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 14 26, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 14 26, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtUlEQVRYhe3WPWtUQRTG8d8kQRYJiy/gGxbBQizF0kqtLMRO0S+RT2CTwi9gp1ZiEbCStZCIQkQEwSZ1EJFFRNcERSQsumQsZjZegsY7yc2CsA8sM3tn9jz/PXvmzDLWWGP9N4pxQYwLTYedKNj7BmfFeE2MJZ9rDGCou3g+WoAYL+HxpmeXRwfAE9zEAOuY3oCIcQQAIfxAB130sJZXOjtyrw3wW50M0MMc5nFx9wFiPIdnuJDNSVnYi+s7AQg1AYag8/ia58NnPbTy/JEQFksApgr23sfyJvPPeVxHu9Sc+hmYlU4A7KmYHsSXDYCkp0J4VRdgO43oKO7k8R72Z5Bv24hVOwOnpQKEw5gTwpoYTwjhbWXfbF6/LYRundB1a+BKHl+jL4TUB6rm6f2tmvGKAT7lcUkID0tNtlJjt9poFONM0yH/VYRTOI5jOIR90kXUko7jhHQEB+jju9SoVvBRujv6JQAHcBXncQYzyprVn/QeS3iBB3j3t40trCLu4usnTlVNJyvzARalrLSlbDSlD9Ifmht4WV3YqgbaOCn9DEekBlO3BlazaVe6P1aa+iZjNa5fGeiGVo7kH9IAAAAASUVORK5CYII=) 14 26, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 26, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 14 26, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAqklEQVRYhe3SPWpCQRAA4E8jYiESLFTEwkpSe4NcwtN4Ii9gK4i9tZU8RCwULFIElMTiveI1/oAKgvPBwjKzMMPsEEIIIYQQQnh3hSv5Ejpoo4FPVFFBGUX84Yhf/GCPLTZIsvjNDdQxwDf66GZN3GOFOaYYYXnuYQU7/D/xHPCVL/qRux8xkU6lJp3Go6wxxhCzfOLSDtTQk35DC02378AuK5pgId2J8JpOQ7E1w2nsTiEAAAAASUVORK5CYII=) 14 26, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAqklEQVRYhe3SPWpCQRAA4E8jYiESLFTEwkpSe4NcwtN4Ii9gK4i9tZU8RCwULFIElMTiveI1/oAKgvPBwjKzMMPsEEIIIYQQQnh3hSv5Ejpoo4FPVFFBGUX84Yhf/GCPLTZIsvjNDdQxwDf66GZN3GOFOaYYYXnuYQU7/D/xHPCVL/qRux8xkU6lJp3Go6wxxhCzfOLSDtTQk35DC02378AuK5pgId2J8JpOQ7E1w2nsTiEAAAAASUVORK5CYII=) 14 26, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAqklEQVRYhe3SPWpCQRAA4E8jYiESLFTEwkpSe4NcwtN4Ii9gK4i9tZU8RCwULFIElMTiveI1/oAKgvPBwjKzMMPsEEIIIYQQQnh3hSv5Ejpoo4FPVFFBGUX84Yhf/GCPLTZIsvjNDdQxwDf66GZN3GOFOaYYYXnuYQU7/D/xHPCVL/qRux8xkU6lJp3Go6wxxhCzfOLSDtTQk35DC02378AuK5pgId2J8JpOQ7E1w2nsTiEAAAAASUVORK5CYII=) 14 26, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABHElEQVRYhe3SPUpDQRiF4cdLDCFIEAsNImIh6ZRgYW9pk9JC3IpVNiHoBnQJtiKIlViJNhKiWGgIEjQGubG4F3/RmCAiOC8Mwwwz85053yEQCAQCgUAg8N8ZGvjmulmUEeFQ1fnvCFgXYQ2TyKS7HeyqOur3uahvASxgGjEauENW4kbfDCIgn84xLpFL141BBPRqQQZTErvHMWpewbKCrEgXXdyIbbhFC01c4wo1tHsVeM0YVrAksXrmw5lj3Guq2DKs40HOvlUUP6lRxxH2sMPbsL52IIeLVERvyuryWmKRA6Vv3eERczj57MAiNnHGs8E/MS6wjcr7gl9loICSpA1FTGAUIxK3spIQx+nP2l4ycCMJaA2nkkwE/iZPl71MqUNFqJkAAAAASUVORK5CYII=) 14 26, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 14 26, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 14 26, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
}
div.testarea{
animation:rwdcur19928 2.5s linear infinite forwards;
}