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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 18 18, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 18, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5ElEQVR4nO3c21KsMBSE4Yby/R8ZvLBSas2IgZxWJ/93v92Q7llkAJUAAAAAAAAAAAAAAMBsttIfcBzHWeNAkn3fi48J+fbRB4Cxwk2AhEnQBxNgcWEnQMIkaOujxQ/dt3uD5TiPFoeBDOEvAcdxnK2nzMpCFGDf9ttTA3XYrDqToI1QBWAS9NdkE9jS3SnAt4hrIT9uTIJ+pl9l9g7XQheASdDeMqvLJHjPYhPIncV2LApQU5oC2/b8y8FW8o+DafowaPT1+2oSlGY4SwmW2QPUdp7nFPuJLo+DI06CWh9g90lQnMy+79vKd9vcJ0G14BwmwVOn/s/YdRJUP+jIm8ISs5agayLHedh+R98yPiuOl4NmjWUSeBiSBJMgjuZNZRLE5pvAYLNMgm4NfTcJnCdA4j4J/BMYzH0SUIAKnEtAASpxLQEFqMixBBSgMrcSUIAGnEpAARpxKQEFaMihBEML4PxMIFdOCUZiAnQQuQQhCjD7JMi5XTxKtwKs+u5g5PClIBMgmW0SODwoGvafz/qeQOIQvhRsAszCJXxp4ARIZntPwCl8iQlQlVv4UoDfDg62Ho85hi8xAapwDV+iAMWcw5coQBH38CUK8NgM4UsBNoFO7tzWdQhfogAvaty7dwlf4hJQnVP4EgWoyi18iQJU4xi+FHQPcOoM/RZN4hr6TyELIMUqwQxB/yX0JaD32zTR395pIXQBpDVD6Wl4AXLGKyVoZ3gBpBglWLVkoTY3Ob8l02JjeBX+zBtAKcgESEZMglU/+UmoAkh9S7B6+FKwS8BPrS8HszzOLRX6BFuVgPC/hT/J2iUg/N8sTrRWCQj/lc3JlpaA8N+zOuGnJSD8v9md9N0SEP41yxPPLQHh/8/25Gv8caXVw5eMCyCVlYDwv9gvwpMSEP63KRbiTgkI/7dpFiNrY0j4L6ZakKsSEP570y3KuxIQPgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcPYJrL1GiZ1SdWcAAAAASUVORK5CYII=) 18 18, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 18 18, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5ElEQVR4nO3c21KsMBSE4Yby/R8ZvLBSas2IgZxWJ/93v92Q7llkAJUAAAAAAAAAAAAAAMBsttIfcBzHWeNAkn3fi48J+fbRB4Cxwk2AhEnQBxNgcWEnQMIkaOujxQ/dt3uD5TiPFoeBDOEvAcdxnK2nzMpCFGDf9ttTA3XYrDqToI1QBWAS9NdkE9jS3SnAt4hrIT9uTIJ+pl9l9g7XQheASdDeMqvLJHjPYhPIncV2LApQU5oC2/b8y8FW8o+DafowaPT1+2oSlGY4SwmW2QPUdp7nFPuJLo+DI06CWh9g90lQnMy+79vKd9vcJ0G14BwmwVOn/s/YdRJUP+jIm8ISs5agayLHedh+R98yPiuOl4NmjWUSeBiSBJMgjuZNZRLE5pvAYLNMgm4NfTcJnCdA4j4J/BMYzH0SUIAKnEtAASpxLQEFqMixBBSgMrcSUIAGnEpAARpxKQEFaMihBEML4PxMIFdOCUZiAnQQuQQhCjD7JMi5XTxKtwKs+u5g5PClIBMgmW0SODwoGvafz/qeQOIQvhRsAszCJXxp4ARIZntPwCl8iQlQlVv4UoDfDg62Ho85hi8xAapwDV+iAMWcw5coQBH38CUK8NgM4UsBNoFO7tzWdQhfogAvaty7dwlf4hJQnVP4EgWoyi18iQJU4xi+FHQPcOoM/RZN4hr6TyELIMUqwQxB/yX0JaD32zTR395pIXQBpDVD6Wl4AXLGKyVoZ3gBpBglWLVkoTY3Ob8l02JjeBX+zBtAKcgESEZMglU/+UmoAkh9S7B6+FKwS8BPrS8HszzOLRX6BFuVgPC/hT/J2iUg/N8sTrRWCQj/lc3JlpaA8N+zOuGnJSD8v9md9N0SEP41yxPPLQHh/8/25Gv8caXVw5eMCyCVlYDwv9gvwpMSEP63KRbiTgkI/7dpFiNrY0j4L6ZakKsSEP570y3KuxIQPgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcPYJrL1GiZ1SdWcAAAAASUVORK5CYII=) 18 18, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur150868 4s linear infinite forwards;
}