@keyframes rwdcur207242 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhb2XS0xcVRjHf+fcO6ikw/AwRAOtNsY+tC5s3UqdgRofSePChHZbHxsgRl5pC1g6w1DkoYm0bproqlp3urCJsTzCxo1pNCZSxpgahhqhFhisyrzOcTFzL3eYuWQIdv7Jzc09853v/z/f951zvoEdINzo0zuZvyOEG306PvuHHmyqLL0Ii/zXH9M6cXOxtCKc5NZTMhGFyEsmwo08uR7fkQhRLPmJD5YBUEpRUx9j5fcqV/ur7dX0TMSK8W3KomQ68NiBNOXl5ezel9zu1EJIFS1g7zOZBUUjHqSU6Ikb1H/5eZ5dobGtUFQKlFJ2XpOhz+zx0ZkWuo5+nGM7OtPC2eurll8TSG3l23T7IeT32qRSSqGU0heOVVnfKKU40/8pQ+dPIYRA64z52eurhjVvIOCz89Q7WbgmCgoYCFTo5rG7QCakQrRqKaUBSEABynkMn/l2RQBlwC7LJtxYqd99fpyF480AiK5a3TOxmicirwYGAhW68+Kc/b3w2kk6Gy7R1+BNAxVAeSHRQCL7MBCo0B0OcoD28VnCjflbNEeARR6NP5zn/QFTACwD91wEAPyDS86j6zUFRdgCtiIHEMK9XnX2eT37drPaJKIMsjWwmXzP/hTzc7nlobXOKUwnwoFMPRxSmrAUgEajQWvICt+zXzE/Z9giUi0H4uemYsIM+b3p9o9+JhqvsR06yeu+usroTCvdvZeVkNKO2HDoTdumu+8yAP/GEzxY5gFgJPSWatdaLhw/AUIwP2dvDqLr1bSOfI/R/Vza7Jv6y6DtYLpjfFbeTtbiPBrqn0zC4b106HGGB96WKp2yV2QYGw6Hzp9SzkhJKWVHw0UpjjyRiWbEdPjV1HnuMNJ2RPVPrxkmQCERlY+uoNRDGI2H0TduIaWkZ/JvuxKc2/C96XuWGgkoO1X+Z0EIdu9LE41kTOo8d/jwnadV//Sax5qAJWKs7aCq8ywBmuXbPqQ0iEZMNJlLqAgo5zsaMdGaHPKRtqdU72TMY9nkbEOnCCkFC794AIGn52RRh/bRbGUDSumMFqMs48OxcsMhtLDbkN+bbh77UwohefyQsNLO8Eu5W/T0uU94P/hGzlj2VCTk9ya7ri2ahmmilWb45VrVOxkz2ATXdYX83jTZCJ3+5i4jr9TS2XApx8btMsqKkMEXdsW7ri3J0VcfoW9qLY+8aAw2VWqlVE4XlPj6O50IXslvzYJXttUVbfs6Tic2GpHNh5WFLzpqnFfyliiqIRl6sRqAWz9pm9SN/L5hsKlSJ24u5oU8FU9spGZuSV84VnX/OmM3ESUhtxAM+PJElIw8C+mMRKnJbRHBgE/HfvhNhzJ3e4krMov/46/Yf/9NfcdlPsQnAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207242 0.8s linear infinite forwards;
}
