@keyframes rwdcur222075 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 8 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNklEQVRYhcWXW2wUVRzG/3Nm5szszGz31u1uC2wvlF4o0NJWKpSQIhpu0iBBhYjyguiDGkhQCD7wpMKTmmgMIBoCPqBGAY2gSBAUuZWCWAO00Au9d7fbvc3s7OzMHJ/Kg9Ldlrbwvf7P+b5fJuf7JwOQQr7pxSjVfCI0YoA7ewo2deOIRbLOmWyIEVW9eGnvk0tWJiXJumGyMuiUQ8OsL5q/KJ+KxdYARXt5UToTl6PJRwbAYW4xh3H5tOpaoEKB6riiPCO5si7GQsGBRwLA83wVb5JFrjlPgC5HQMTMFIaiN0SjoYCu640TAZDylatxtQ1hFjovnwNn7XJIhIOm1SplzJpVud/lcn9YUF037pakNKA5vhmA0mOtt0GNRcA2fwWKhYeAwTQUl5RuQf2tLSxiSiYNYErhzKCmaTFWEqHr5DfgXlRvaskk9Pb0RHTEm0X16wtq6teccdmdD92SlACalgiZhh5CLAY52A991y8hz9p3QB7sizTdaHyzx/fs9bn7jngrtnx0yAqw1+aZ6hwrQMpHaM30ElrXNnCY80TCQ6FY5x2eYWgwgr0Z8Wj4i54Te092nGnAtmxfWdVzq6tYRC8Pdd5t1TTt7oQAiJnZOshD9ZI3vzCoUUeVvrt/QLC7GrEYTEI5klr8otx1OxAmQl/mK7uruMJaDz3Y9zLqbipgRHujmoiHxwUQDfQSTIx5dZ8erWkbZJsDV37cx0oZFRYOZyc0nVJV5XOaYeNqx98/tX/1vmz6O3PL1r5kq3htR7mUV7bRf/38gNWVfUuJDukjZaStkSXD2YFzZoAhxxgKQAv7+7aHZfUezsp3It7uI8ScgziuxNCTp9sazu5q6iaNf3WLMMQVOQtqVnwpoMQpV3buiE1J+QUAALAkeeRAYh2TCIiDNy91ESANCZO6QotZ8xPh3piuKucpCukWyVpqxeYmuHY8M/nnIbve8B2Y0T7ghAwfzzKbOcx5pOy8C7FgvzomAAZhqTjfvtmx6WOz+fDu/TRNYTOh8Foi6ua9xasYIzHgynS97nBmruOFjOksx9kRiwFhDIRCAISASQgtiMI8U4kuoxBqUdV4233/dABJTQ5Oe34rNLYH7CwYJYQgxQT4lTeNn1nFX6mBUd51r6N2+DzLCzxCjJ2maa9FFCt1VanBDFMnSNYCFrMV3qLK0zlL3zrnP7xzlb+1KZIuH0RBnLrg7QNk1opXiTOvZB0CqLY7nNty8wpPUQALrU5XiyPLNzWVR05ppRNbhDpRFD9z22y9VbuOkbyN732QNhwAwCJaM+fOnk02nmgm9uXbDzpF/mxpWTkRbc6nAQAsgriJZdg3RmUGAILVjjM8vmW+bceOSPkVRWkv0IgWXtyzn6z+hxDvgvW9xdPzicft+f2+oc2BWY7fwVlEPFoIAAD3jLk4q3QeTltDihiaH9zqrU8OgqPzNy+hsBlP6nuG50p4SDMJOg40/8JYAPwt17SBm5e1tC0wAUzB0LeZTT/wFM1CVFGu6Cy/U42GzOEzxEj6jdynZmJIdBnxsJrK779K2wIAgGT7VQ2xHBAagSzHvw+HAv/bbEL/xa81gzIfdH/8AECpDFCgKaqeBPPbB51RIoNjDgcYxSoGAACTqCYhIMuRW87sgnsPEzQuAN3UFQoA4kr8RtfNBu2RA5iJhGoYBmhJ7epEho8agMqrUg09CVZXTtNjAZBWbgVUuBBUeaj9sQAMXjh+QFj1bswwqQn7IRlW2kUEAMAkIk0hGXEoeOeXZCxIJhpiVHLMXsJPhu+/RKYqwXVjcPIAAAAASUVORK5CYII=) 8 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
}
div.testarea{
animation:rwdcur222075 0.66666666666667s linear infinite forwards;
}
