@keyframes rwdcur257665 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSklEQVRYhe2UT0iTYRzHP++Yc8U2/7SWmr0gVhTzEJrRsiIkQiJWh/DULapLEEgXTwWB0CHoElQW4cF70qFbUNgidRQkRWWCf5J0WnOzZjn37VCKwobb2BaBn+Pze57f9/M8z/s+sM7/iKBcYPsXwRV9NC5GcCqKQyOYXSqkQB+Ni1e4KisLchPSC/YrRnHbCsGqSTz3B2jQG+qCcSzHcxYucM/ikpUFgQSSnx4F8EX/1is+sl03uaTDPNVZ7mmCSsUoPpMrAVsUh8qZWRY4zx0N4n0JEMF5/TYXlmsg7aVf42zN3S2NYHYH8OkEj3SOu5piswRHAAL4on56VgkYJJbmmNns+OA3SjoFzSvG+M6Gy885EBvE278UDvCZyu52OlYJbOGLwpRIYM0oPEZx2zA16qBdH9ihCM5raQjXh3DrJA9VxC/VMKxemjSC2ZVROMB7duoQzwRSPUGNUa10LjKOpfkVexTDrkk8GqO6c611SY8mTOmcyagDwGSUCarYxviaAlYST+C1IXDZmY8YaUgnRXBsmk0aoEFfKVMciz/bXlkjsAtaBBsLHp5LBNWC06nqlgI4RIChrFZm/P/mCoH1LbuDP7FpEO87gT1fWamu4NQsJfUmo0zh2ZXAaC20QNhFhFo+UUoYCwrnSyApAibx3BqiVhNUPFBhPtbcICgVPBak9XhlvDOBYxHjoqAlxRQPcBTwZdo7LWYou9FLk0K4JahLIelKt1/GJ1BE/IeDOazEAeaTzTH+PD75QWATtAr25S1knXUKyW+i7QEjScWsugAAAABJRU5ErkJggg==) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur257665 1.8666666666667s linear infinite forwards;
}
