@keyframes rwdcur87123 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHElEQVRYhe3XX2gcRRzA8e/O7e7t3W3ucpfLH5JYY2lF01ikaEklBLGtouBDfVDEB+2DKIIIik/Vh4pSBRFKxRoQKraKT2L6UKSKVFoL2qABNSRS2ySe6Zler5fcZe/234wP/WMpNrn8Mb74e5yd+c1nZn7M7sL/sYzoVt2Z5eYQSx5ZwfR/VP2JcrLlvwGARY2ngS4s9FUHpGPZlnRzprP6ldNNP+aqA4I//XVexmuTYbiFc8RXF1DADGbDzedjBZtm7qSR7FJzLQ2gkYmY+uPpSCqOrvXQz2ZsrNUBjKHTILpoIutVPfhewRoeZiONqwNo0pL6hLE/FrcaWyvN4BLndvpppQsWXwuLByi26S1GpxKa/pM9AmUlmdAa6WY3W2hfbM7FAU6TjHrxXSIhMjOlUqG93DbNKd6moALuoB/ohMXVQv2AHCKyJvpIY2uq261UK9HAei9fyOcZ5SBlXiYhdO5mgPvZSPTfAKQglrcek0B4PHi/hw1/+L/7BdLA63zAlPyau7R1GNxDe/27UDdAq4r2hmyq15mu5HleHdjavD2nrxcWEbbRAmxgJwkkm3iBCewVB8Ti9qNJM5n0znontBeF2Ou+s8c74vdisIcOBniFgJw6RIYsW9m0soAixMqxBz3lSf83d1A8qe/rMDt7jAZDMImF4ilMPmaOUzRg0cIOkvUdQ32AELspne2tOLOV2AOJZ7SEuK+LW5gzKhABJgGfeymyngI11vMQqboy1wcQDcZaQzfiru6bQUr2paup0Vm/RHBTCAmggQCHcSI8i4/JDBkyrFkxgGlYfb7yUGZoBdPur60X2oaVRqCfMyEN3EyAwRAXGeYCggg28fqu5voAjrHdEY5wXddTY+GBXDQnargoTUIApBDYnGGc/ZRxKABNvAQLf6jUBYipWJ+DgzfmfsZrfBqx9cmyKuuSEHzAREcQ5yRHqfIuNSBKdkUAxs+GZViGXZqZKfGJHCBNnhCv6BelnAkvdZJIAgQ1JDPsRTCFSS+dC98HCwL0W80eR3N0ecw7wQ+McJggKPmZuXBO4qsADUlIgIckAhwnz0V246ITp3PZAKmptXPFuQLn1FscowiAKc7KUElCPDQkDrOEl1/Fs4DiIwKmsLlt2QAusMMdrn3IUYZQSBRCtMWGpZSTOIwAw7iMExIQXB7zBTUcBkiyc6E5FiwSqdHHofBVBqldaQtcb1xFw33k6ADO49FKlW9RVwmg8SZxngBM+Hvs9TH/DkxiB9Xgcw5y+prE0ileLCjbP8ko36EYwuUXJhlG4l3t9yVgcJgu5v1xmR9QI6uO+G9c3xx6Xg2YBk4TkkMxgqIC1wAABtlFnHVLB3yjbeI5lf9HGhSAM5TI4zJKjVm45giuRJnCvHOsQOhcWsiNF2Pe+NlfAmSZVaCwI3wAAAAASUVORK5CYII=) 15 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
}
div.testarea{
animation:rwdcur87123 0.53333333333333s linear infinite forwards;
}
