@keyframes rwdcur67334 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 21 18, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 21 18, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 21 18, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 21 18, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 21 18, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 21 18, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwklEQVRoge2ZQWrjMBSG/5au5gZzgdAcoOBFyTA2mM4tTClkN+CNNoUuCt14Y5hdN6HHCKZyYfDCkAMkJ5jcoJuBehaylcqWLVmWAxn8gantytL7pef3nhzAPrQ8ThKK2CmS9X2BI4k4t9gXRey4/Iqdjy7ClgDR+IojiDiz0AdFlnDjX+584Z/B0gHCPAXgWRirwdAVYMbffgE/ZIy4EkMEiG6zemdHGyOJMHIhQkgRff3NLq4e2cyv3oHNg/rZ/QJRFNlwXQDAhfGTYV6elD5/jbTxIjPfF++RhfGQMqzNBGSRaMSXt0J7BQghBYDu5b96PJwr3EmrP4tQxE4BoOhsM8sKzDKWiVn7rpdWp40SnSgkT1IyVJFIxsDopBKgbzzA3EYjEjUYIKJLQD/jh2Ioou0lpogd9+U5F24GQGowSFv7FIA4xiXcYAeKHpFLJoAidtxk7uEPRAGYZa4sYSVzD/5WYqdsBT9HKgB4FmsnxI6LMNcWUReg5zaScJnM2Xj+7o3dPztHcvm98ahfr5dkTtxDRGceCJaOaPQtGgVb8qs0fEuRzD1udPW3sTKrb+L1ncrEbuoCPIR5+ypIQqS/ORjobymfeX/3BhQfzT50olSPDC5bASZi7YkiNg9Vx60k6/tPz3wo20snqmf50eZCnn/zJFsJF+31EwUkLtNuTAEwN+VBwKB26soDnnIGLVC9/KaFnyoTjyqCR66bJ+OqVacW0hbh//zRjPOqZwYYD+hvKT2yX4AQYjpOA0IIXtO/wMj7hT6wcjpLWJlsoVTWwWhTX25G6kcbQrtqI2ML8z1xfMjSZUHmAtc8swZLh8d5oVbaG48oxUhAuQ3Uqpt4mASAME8j5FZ9fsh3If3oZJikdLDzaVHmKrAT51XY+iLA9xB1xjQe+A++C9mGHjMHjMVJ/8Q0MTExMTExMXFK/ANR9ySg6G5MgQAAAABJRU5ErkJggg==) 21 18, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 21 18, auto;}
}
div.testarea{
animation:rwdcur67334 1.3333333333333s linear infinite forwards;
}
