@keyframes rwdcur60490 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 10 13, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 8 12, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 8 11, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 8 10, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 8 12, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 8 11, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAklEQVRYhe3VTW8bRRgH8P/Ozs6O7fXacRznzY1Dk4Y2JbQC8aZWqihphYQ4IAFSOVTiAEgc+AhU4itw5soBPgASUg+ljVqpVKIviZqQhITYcWPH9sbe95dZDuGAQAIbsuLS/3Fm9Dw/jXafkb6+9NxnnMZXcoFktHf3H7VCcX+lF/xQr3eq3wICCUf+YOHEaycXTr8/FYoZ1bCmh4CRUY0f0wva+IyH6l3fdxIFvD1beWf23Lmz+fJUZrhW1/VW8xnG1TnF84ZzVFRO8pS+ZLmrSQGIQ+W6ydMhPfEskScmCFNUlt2rjo26B4u62f2YxvL8VV0/DoAkAkhp+mQswQxzHN3yOKp7ddxrhmR1x2NNI2bDRucVx/MEEvoeaKP2pBkabd1bjYS9t0+2bIJlP0IXIDMSKKhklGjM4IEkgaBaViPeftuO2+0CuXkLmh8i//umHwN+FDFDirpJNAcAUq3VutLuFrF+2XCl4ogoTxQwC0AFQAGfxFgv2dCSaA4A8uvTRcUwrEhNq8NS4MssDAilAeG9IA6AuK3gdifCrR8BKxHAjWpr57zGe5CC+6bwN10uZ7OmowjPV+wAhkOktUcCS2tJAQDgeuOgSjcbPxdK1JB70Zor4jWLeKROWbibS/9EJvM7o/uWsQ5ERw2Q/rxwDWCVSTa1K6Ljppwp1tNpQpn4/qtHjcZRN//HXC7rhaR7/OUG/i6fzo+MGXLTrT2EewNwjwIg93vwi4WJuUI+c2U6YHOzGSafYi45Y8G89x/nQ9+Aj54vvzGmpd89Uyq9xQ7MUxmaIfkh3T+d05TbhnmQKOBaBVzNjlfOvvzCJyWujRSjuDRp9s6kUuqCh1i/mOL1lxjUm3ZgDgro64UzkOOEp7mZGtrXFhdZSU0ViiDTM0Fw/jyCD2ep/2Usq1ffBFi/NQcC7G4f2O1el6nlYzRM6yEuXoDMOUWzlpdMYxbN7qsTtv3iVLG4OEjzvgFD4+M0PTxq7/+63ZbHCqRrmqiB4mYbuFP1acOM9cgNSlnLaFw4vIWjBazW677dMsZUhVLnwQMRuT46j9exHQJbABwgVIRIBzL4DcA/cgAbBTNFtGlVa1za3IBYWkI2yzEPgONwmDgSGqobDjwb+gK0CRD7NvM7zeru9nZXpHiYz6TFUJaicnhEyBLghPAx4Fzo6zesmwiO+VJdioPRXDrFfd9tixTjJREx0bFJDEQ9gjs2wfJtgZ0jBwDAQ8fxFoe1h83O3pLDSEuCyAjLNaCENLYi2lLIzuMg/mYZ6CYCAIDrjQM3/8RsZXJ0y/a8JSHIhh1Y+rbKqh2m3G3awXcrQDxIzYEeoz/mPYBcLiNfdcBlquQ/3wtW/m2tp3ma/zW/AWKmyeTgl0g+AAAAAElFTkSuQmCC) 10 13, auto;}
}
div.testarea{
animation:rwdcur60490 0.7s linear infinite forwards;
}
