@keyframes rwdcur64393 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe2WTUwcZRiAn29mZ3aWXXbWhW350WIj2qJiDRXS1p82DWJMjT+NGuyN+Hsx0cTYW41pTEz0pkZOxgOHHj218Yc0aAwHg0alYjSCAgsLLLD/PzPzzXgoNYQsG4El6YHnMt/knfd9n7zzTb6BPfa4yeldtz4GtK+to8DpWjQQmwUUwbsPdoYu2NJ263xuquTqUWl7BKWdSOZ8TeGYyp/T+Y8XUt7ruyIAPPThK9p3rz4hMUoeiRkVpeyhFyQTUyqjiyG+Tnl880PmReCz7Qr4Ng0oPDYxqVMn8yge3Bp0KGVhfBbGE3WcHw5gBpYGd9K8qkCdJoyFrIIsC4TjITNQLsFS3scnv/qBpcF0Ub65k+YAymaBTNm7crytjCY9BKACAQdifofe1hKHY4HXgJ5dEwBCRUtc3yV+sFWBUCGsw6kDOfraoLMlNAI8sisCUUOcHJ0MYhUEY38EOXfJJJVVMAQ0BaGvLcfjbdDVujMJdbNA0SFytpPnGjWD7oshFC+7OByvDz7aZJGSHooK9zRaBDWdvNQHZjPWVeCfmgkA8xLt/MhfdfydXB5cytnPIt3+4fl6s/sOieYXaJpHd7OFp+hkHH0gnt66RDWBYnzV+SifLWoF6b4NZFZLckj13P6fF+vN4wclIcPF0aBjn4VP0Unb+sDcFiWqCQAUC5KvAGftvpCy5JAq3P5fFk3zxO0WmibAB3c32yjCT7oUGJhLl9dLtER84kLJ5SrgblWgEoVUSQ6pitv/YyJsnrzTQddcPBeOtJZRhJ9U+b9J2IeiZryjST2RyzvRvOTKxmLVPsNqJKeWi0fn0tnpd76sxxIq/oDAUxWeuT/L811wrC00Ao3xpzsM3jslCderXZUKbWcCNyisFpwhn8/r/2nWNJ86YhM2BAG/wr37S9RpOj0tcPHhZb6d8TMa9wKLOfnBxiLVDqP/S+Ph5sDYwZh54PNzWaIhEI6F6zhongcuXJvRefKSvDyZlGc2Jm/3Fawn+ft88ej0Sn76pS9MCmEDZb+BL6aBARgQjNhYZS9ZKbkWAgDJa7PZFyaTkk9/uwWvuQFiBrRq0ABj2SCRsK+vUuKmp+EWaYHY92dOh3jr5SiuXyBmbSjpqIEkkYiLVLxUpcSaTODIoX1jZ3vDvP9GOwtpiCdsnOYwGU0wWQxxV0+RxRXncqXcWmxCgMYH7rttqcEkkbL0JlV1MbT8Sr5IxIenOMUsmZwcn5iyO2vUryLRtWs7139gb9Bb4dk99rh5+BcGs3QO57DxVwAAAABJRU5ErkJggg==) 16 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur64393 0.58333333333333s linear infinite forwards;
}
