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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
25%,34.275% {cursor:url(data:image/png;base64,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) 3 1, auto;}
34.375%,42.608333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
42.708333333333%,50.941666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
51.041666666667%,60.316666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
60.416666666667%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhb2X25GDMAxFr3a2gBSRDkxNpCaoSeoFKrj7AQaDbSIzyWomCRNs6ehh2Qb+QZRKkiy9+zn/MVCLA+9Kz4EGQETEBTDC0H8IoqfSEC7HZABAgAHoSWolbB4ZSNqmsQ5RANhlBHAHQlfj0XBXCX8VICU2LN54jXMznutyAZh0glVBOtUTCSZhjzreSSUCx+dgAAyYpukSYp5nwPL5V1LNzUAyJO6kiqQr55R6jECc1FwDZ4NnL6j1dBxSZ7VRDoBORJ7PuRxCW/Jdg5JOJM678v4SAAAej8dx8loLgAHjCSLxNsLcLsJUtnxHw5slAyyNsblC3gywQZTcMYCatu0jRK1YmwE2ZX1Y42r7xyyrB6Sd6J1eL8BZOAynlZBYDMHlfRMAVbnXQU0C5NU1OeVKwW68JMcXHOqHj1sAVDLmtOxdIdmjfzlcApBMPF8NhVp1HXvnVbd0A+zVHJZqV/K49kvG2+S3abR51lcbjK8PhO3LJw1DL5dMlkfLHnKr68/H+kAdomx/U/zJRuSt6K8BtMLMzznfyivi3oyA/Ex49jLdrL8mqmQEUSVVlxvMNE3keplpuUu4wqTJWb8TEVUS684sIpIaNACvN8ewZgCgfDkJ2JtlhPHqi9LUCWMEIsy7A6dH/gB2hA/T9fLmNQAAAABJRU5ErkJggg==) 3 1, auto;}
68.75%,76.983333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
77.083333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
85.416666666667%,93.65% {cursor:url(data:image/png;base64,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) 3 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur108145 1.6s linear infinite forwards;
}