@keyframes rwdcur55377 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACS0lEQVRYhb2XIXPbQBCFP2UMAhce1E/oTzA0NEyZwgIPGqWToMJCs4jVUFBhgoX9CYKCgsuuQF31LMuOVMt5MzeW7uTdt+/tneWEAULKi10nNd+G60vjbiz5Y83zkMynIKS8ZBDeIWQQPoPAyhJfIgW3syMZyg7wFfgZPfSW8nozErHsNgDi++yGdqygqzBW4B3CmALnUP4lDbCBZA6BBI574LHm2SyIE4/JX0JYp8dzVT2PxCoOPibzWGJN/1U8Bk0JU4ncDSfeUl6H1ccwuav6eN7u1+np2mQCVu25rjfJq/rjRENrFkEJQdNulBBUNfjhXHQ9JeaJBZdgVVc1PK0VgA2wq3uCJ4QXJdD7rEr728356jIE4grlS0N1f380l4scPTtU5GqISNDDNqjug+o+7LcEPWyDp/NcRPoeEJEgItdbYIG896Ft28Q9VVB0tWUPW/JDARxXO2cbfghVDUVRBFXtKzJSIhI89ENEQhmpsYgCu92uv26aBgvaNA15noP35CLkIjTSAgt7b9WbAt77vlqbtzVTYErlkyAiISZQFEWfKJ6PSVgDTs1x0YK2bROAsixxzlFVFdDJv9lsTp43CxZF3HBmgX3GysTqLM9ihJSPOj3e97YjpsZaXUvGZDe7flwbcCriiufs+0WT90kPErwuuP3Owd4BVDV4709Ovf85A2a/DzjncK77KV4ftv1almWsVeeEm0fAXi4aaWmk5XvRtduDCIe2a0TnHM2vlptYMfQ9HvGpaOfE1Liz/kScIzacsy05BX8AJYe4gval7V4AAAAASUVORK5CYII=) 5 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur55377 1.0666666666667s linear infinite forwards;
}
