@keyframes rwdcur186900 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhe2UXUgcVxTHf7POzrrrurvtGrtdlLz0oeI2H6UFNSQvVhp8SMRAkSj4InkNJRRBCqESKKhRgoVCSVgfkpBCFQzUlJLgS6EtKWk0X2JLgi0aMZa6OjurO/fO7cNmJ0lpytjS2Af/cOHO4TD/3zn33IumPcjC6gNQFWyNlCos6+EWQRQBtgyiaP5oqyCKAK1bBVEEQB040KVqan57oRC+4qauro6qKovGxk9paMgAwQTkbv3XEC5AdXU18XiceNympeULmprWXgiEXtxUVFQQjUaJRCJEIoqOjklCoXcYHw8VId4AbbmQ3R8B3gQqgSXgBnyw+k8A3A4UzcvKygiFQsRicOzYDdra1nnSiW9T0H/BMHwZYBL4HJgMBEoy0H8B+pP/CiAcDrsAwWCQWMzH8eM/09mZB3KJWOz6LeBoKlVBb+8+OjqS9Pbuo7Y2DnA0FgvMQ/9bm2Qo3ILh4WE1MjKiRkfH1NDQrEomn36gcioaPaN0fUCl09NKSqkcx1GNjZ8ox3GUlFKl09NK1wdUNHpGwamEV3d3BgzjFcbHD7Kx4ae+foWFhafTvieT2SCdPkhnZwqA1VWLa9csVlZMwuFS2ttfR0qHrq6vAeM00L6pDjQ3m27FQ0OLCpQqKXFsmKoKBAbV3r0jSkqphBAqn8+r2dlfFfSpmZk5ZVmWsixLZbNZtXt3Wvn9AwpORry4uzMwMVEGKBPgzp0o3d05pNR08HdvbEgOH34Nx3GQUiKlZGlpBYClpQxCCGzbRghBc/NObNsBQns2BQDMgFaraXlx9mwpNTXicdh4DyCRCCGlRAiBEALTXAfANHNuTAhBZWVpsbOe5sAH698A3wH7QftFqeUJgEzGoK1NAeWVAPPza271Ukp27arm0KEwqVSVW70QgoUF8/GvtUWPAMH9oNU/eWSS72sanDsXoLXVAV7GMEq4fPk+Qgi3C7ruo6/vXXRdc81t2+bKlTn8fh9g3fQI8Gdp95Xiq+lp8PtLAJ18fg9TU484f37mGYhwOPCM+aVLP3H79u/YtnMRPvL0Mmp/HVbNwJdukpbLl5d/ZmSzNoODDRw5shPHcdwlpWRsbI6enh8JBnVMM/sqfOjpCJ4H4ANGgRafj2XH4QR8fLe8PHh9bc2mtvYlmpqS7NhhsLiY4+rVh9y7lyEc1jHN9beh5wcv5n8D4IJUAiug5QvfpxJgnPb7fUcLV60gXfchhHMR8ie8Vu4R4Hk6GSncc5UoTLt10+uZb2tb29rW/05/AALx+iTQm6gBAAAAAElFTkSuQmCC) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur186900 1.9833333333333s linear infinite forwards;
}
