@keyframes rwdcur118932 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEUlEQVRYhcWXb0xbVRjGH9tmCBJTFo47YxudOwVGNxMHYoxxGUtEJ5rZKR+MiSbqjGyYJRoXjTrwK2ZsI6xDYkTnxCkwt+kH2Wg3UFM6VjQblQmjBpsQyh8pxbbcW3rv8cNaMpDe7bZVn0/n5n3PeX7nnnvecy7wP0urFGSUZK9fl9tYtOX+A3LorwlfIPTbfwUGAChYt8YyNDjIBUHg1e+/F2SUZKbaQ6MULN/1jDkvPx9paWl4oOTBDAA5y+UxSu4uvm9TS+Xu3WObNqyvSwkZoyS78ZhF5FF9e+YMZ5TkL5NHK3aZr//udnPOOT/V3s7V+OgUYhlZWVkrYg9jY2MRABNLk1Yb7v3k4OEjRoPBAADIzFS3SopLMBeaAwBIkQgu2qwjAARGyQIUo+T5d6trymPmMzMzOP5ps6oPNe4bcHsnPUNDgzM2q1Xf63Dg4Ue2Gsse3zE3PT0d/rGrq/fXX5xtO8zPvv1oWRkAwOPx4GBt7cil7otPqAGIK0bJzqo9lf6rV67w+fl5frMEQeB9Tif/oPoA/6G7mzdaLGLxZlMLo2RtSsyNq+/Z+3FTkyQIAleSKIr8s+ZmnreG1qfEGAAYJY81fdTIJUlSNI9JlmXe8sUJziipSIX5nS+9+IJbEOZuyzymcDjM971eNc4oyUh69p3nz6syj+mSw8EZJS+r9Vy6DbcWbCxICL7QZIJWp9uWLIBRr9cnBJCeng4Dy1uZLIAgiuFlE0VRVByIc46piXG1/tAwSsAoiR0y12Z8voWgJEnosdsBAO/sfwt9TifOdXQsO9Cs349Z37RHNQBuVMO2KIRjeHh4IajVanHBasXE+Dg+rDsEk8mEouJiXB8awtTU1KKBov161AJofYGQvDLzrp8AfA2gyR8ImsuffCpLp7tRpQtNhThSdwiSJAEABgYGYLN2YlvpdsRyJElCQ3397LX+q3t9gZCgFgIAwCgpYpT0MUpqvzr5JZdledE+d7n6uc3ayV2ufh6JRBYVolPt7ZxR8lxCxksgshkl3xlzVnFLQwMPBAKKe1+SJN7W2irl5aw6nLT5TRAaRkll2fZSHgwGFQHOdXzPGSWVyfj94z7g9k7KAJz73ngTGRnKldXV7wKAkZQCRPVQbm7urTtrNADw6r8B8PPo6Khix1AoiK4Lti4A+mRuy/EAes+e/sYTr/qFw2GcOP45XH2XawC4AGxMFCCuGCU7jx09Kvr9/oXtNuv3854eO6/aUznGKDFH8yoYJaZEfe64BUQpyVnbtKWkZIUUiciX7XbdrO/PGgCtbu9kKFHT2waIQnQCeBrAZgCvuL2Tr6XCOCbFazmjZAOAQHS2GgBTSvkpBwCwH4Al2k54nZWk9GcEAH+4vZPWaNsLILGDRkF/A32ur3uRFNubAAAAAElFTkSuQmCC) 19 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 19 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 19 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 19 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 19 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 19 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 19 2, auto;}
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}
div.testarea{
animation:rwdcur118932 1s linear infinite forwards;
}
