@keyframes rwdcur189028 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACo0lEQVRYhe2WP2gTYRjGf6kZOoiE4nAi1Bsq3Hg6RVyODhKLSMaIUA4USbcbO4hcO3W8rRk6HEIh3W7SDA5HoRAFyzd0ONDhEwq9QUIWQUH4HC53aUyT3gUsCHngyPfn5Z4nz/e+73cl1w+UZmgA1LTkF0DX9RJXgIVISOIoBqATx+i6XroqcoAyQCQkAK5dHyNuOJ4CMEwd2zKnOpPGtj0n9x8op4OLyMOmqUwrGfv1Or4fIKVUfiiyGM3QCNtdAJo/fQDaedlTAZMUmzV7QO5gBx5eH/xQoBnaSL7UnDpyp16AdoiFSRth01QAouMPyHWAMfIU+mZAWHWLCyhyXpPIU9iWSWvRLiYgT1AzHCevhxWq7eQ5vxZqxQSUJ21YLVHq11BmzYZwdK/arhBvDomr9Ok2+gAj63kw1QHR8cfWdF2nqYVIKZFSjpAKu0LD8QBUXgETHYDEhRBftWo2XhSDpmWklyB3Xl2aA1ZLlFInsvoPXCoiAMicaDZ3gGEvyIvcSl0/UJGQGKaOU5H0zWHdp2Ig6RlOgfdOPQJI2qth6tk8EpK+Lrgo1UTHL0QOOYPPi0jvDRi322qJf3aJKdcPlNo+U8eP95X0bLW3spaMpczWZ3nxpUcAqL2VNU6Bb+u/WFp/yJ23q8ALAHobR/RmYR4gVyc8ff0K2zKz+dbyR15+fcfxl/1s7f775zPZn8cBIiHxSXq9HwoiIWl1u/wGPg1i5K5UkDhy78EqpTe3cgm6liPGdb4vcOPwM4fLt7MklCenLJbLXL95feSOMHp3edY74KTb2cojIJcDH548Iq0Cq1GlpmmZEwAdII7ibD7TF9EUlBj09qcHP1ja1ehtHOEOzjz9DEtRhLwQ0jJU22dj5dZwPPW3kDnmmGOO/wZ/AGeZHyjrk5VMAAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur189028 0.4s linear infinite forwards;
}
