@keyframes rwdcur161460 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 32 32, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVR4nO2b3YocRRTHf1XV3bMfvTMTs5sscdGQC1ERL5YQg6KPoK8guc+VvopX4o0PIAjeC14OKokEQXQVcYjGDTHZnY/tnvrwYnrIMjPZbePUVi89P+ihZ6g6nPpzTlV1zylYsqTWCI+2oxJt9HO0rTwSuAW4ElcTSAFTou2twnblSYGMcgKMgD9Kts0K2wulTOg9j83kAmn3y62P719S/SQVB8T6EPQBSvektgf5W/076e/YV4GdTbj/Q0t2VTtKaANtBe0ILkSYlsp3P3145a8BOz789SEAADFRfjHaeH1TkjaFIXYabA4qw7lYf9241nkn+6VrIPpGql+3pbsplIiIgYaEFQGrCrsue4nib19+ehNgjJv7XSCiqzK58VW01TF2wCsc3RCIub64aRMLxrMA8xYZMfmMdkXyNiJ/qpPnwc7DmwA5o+SBfnzPqUHS45BY98EMUSZD2lxuwZuABIcDvW/dPa2tJRdw5GBgoWHQ0uWZZseXnz5IgSecMKNfRf5sVl/ru/hF51TTGan6L8PeSX0KmwtfBXysqwPgNpAz3rxMLjtpoKY6OIQ9Fv12qp8ubN0ubC8UHylggc+La5pNYP+U/heBx4t26llUYGcVYOY7RngBnN8HktMIK0Ax8pAxED4CAlMJAeqbAhUgnABu7u2ZU4kIqH0K1D4CQlIBAQQiYA6EE+DYoOubAm7m5sypRAqEJLwAYcdfAQFq/zhM3TdCrs6rQIEIGAOVECAk4QUQruYpEHYRqIAAgKj3TrCuq0DgHeCESkRAvTdCgQkvgKjrHFARwgtQ6/8GgdDLQXgBajsHBN4CTwgfAbVPAWo/CS7fCQbFhwAS+JBxJfh0rd9shdjsO8F/5vQbFTYX7q8PAdaATzihBM/M/CIwJ/sSFTbX/q9z8wz7sLnWZr37xaWPupflIEl5Mi6XHx2gbF9K00O64cqkg4SVb1vykWvKR7QVvBBBS0I7xjRlfv2zhzsPhuesXD4hzi9HrTe2hUo3hCF2BuwI0OByMMNxQ+EQEG1LsTs+aSChIWBVwrrCbsheIzq35fLwrJJ5B/o7l3dGznBTcF1AUqb3ojm7VUDApBDA4fSezTrv6/2XPrCDaz/hOm7mUNTZ7A48lsvrZF8f/ihlLxqIPrEZgjlC2lwaN8rfy/Z2/mRcBv+uMfauVd8rQ8TIQiZgaGAgMbHTmeaKLz99kAJDyh+E+q1k2yEeyuV9cK6OzflMtHnOHv/N8vQMQZmB2dObLFmy5D/yL9nDgS9WDofzAAAAAElFTkSuQmCC) 32 32, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
}
div.testarea{
animation:rwdcur161460 2s linear infinite forwards;
}
