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11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqklEQVRYhcWVW2gcVRjHf2dmd4ybnbKdesMnEYkltDWlmra26UNVsIoJVCyp9YZKLcTgJXhrm1BRWlKIeC3qSwyB0timoBX6UPsQlVIvL8YYowhC0SiYbmI2l+7snPP5sLvD5PI2uXzwMXM+zuH/+75zvnNgue10W11mOfUtYNfptrpnlxMAI7xzqrXukWUBMBKCdJ48uLV+yQFEhJInjKGnZ//W7UsKYAyUHagQkc+Ov7qldskAIhVARDBCWkTOdr9855olATACZdcmhPC0kXOdLZtuXnSAcubaSAhRArnBCOc/fn7jjYsKEBEMxSN+kzHm3LHmO65ZdICohxUxBq2lWms5+/a+DSuWDCDQpvivw9jt2siZo0+vr1g0gECbYsZlYT0HbJs20vvmE7clFhQgCAxBYNBaKAQzhQt6VkWM3KeNdLftWWstFEBCl+7i0qfchjO+MzpES6OIjAPPLASAVdDzZjqnCrPOxN5XdlW3LwSAfVfN9RuMyANGBBHQBowRRDhghIMi0qeNDBjDX9pIXkRS2kiFiGzZXH1t/sLgyDexKhDNtKDDKry7v/PHw39np3/4Z/TKpX//y/9xOZc/MzbpP3r4xM8rRWSVETaLyJ8v7FztxQFQrz+2bi/wERT3GziV9/Xu8elgH9AKXDdrzXfAcx98/tvFOMJlC7ug1Alf5X39+Ph00A28N484QC3wdVN9VeOCAEQO3KARGrSRFyuSVqOTsEjaCkvRD7wPfAKMlNYlgK6m+qrYL2a5DYctxQ7PdRJ+YL9WbrkgMC1vHB94qzy55cHVKxK21QvcLSIO0A7cHwfA0kbGRWTHkZ7BS24qudNznZTnOnhp59OoOEBH79B4+urEQ57rZFe6V5FJO/e2P1UT6xBaInLi6Mlf+gEylc76TKVDptLBc52u+Ra0dvWPZdLOF57r4LmO5aaS6+IAJDp6h8LBtK/TlgKlFJYK93uOZSqdLIRdk4oFEB2MTfjDAJYCoIZiy82xqXxQU4LEttRwHIAZj8rYpH8+m/PJTviMThZeOrB7TXr2giNP1mzP5vxto7k82Zw/kpsuDMQBmFGB3FThy4KWQUtRrZS6RUT6mhuqmo1wIWmrVMK2Hs5NFTqUUpalwLbVsUMf/hTEAVCzA031VZuAPsCJhP0SrAXFLVJK9SdttbGjd+hKHIA573rpim0AxiJhJzrXCBe1kXviigPY8wW///Xy77W3ruoENOABLjAFfAscovgWTMQVB/gf4xqajMkK6C8AAAAASUVORK5CYII=) 1 3, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 3, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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}
div.testarea{
animation:rwdcur200174 0.6s linear infinite forwards;
}
