@keyframes rwdcur132704 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEO0lEQVRYhe2WTWxUVRTHf/e9N28+2pnC9IE0dlqtmfAhIRiECbBQowY1inES7CRs2CjuwIW6NCQqKwKSqImJCwPK1MQRTQxgoDGBhQNGUUjATqUxU6HIdNqZ6Xy/d6+LtpORNFBoqy44u3vvuf/fuefj5cE9u2f/sYmFFE9Hw0HgXSAL7A0lUhP/WgBnt3Sv6GgxTwBdU1sXgVdCidQPzX7aQsD7ItbqofHiL9dLta6m7dXAkZt95z0DH61bGp1w6OswpWEIWNneStDjanb5BngplEhJmMcMxCOW9tkGa/+4LfquFKpG//UKUsFAtkih5jS7bgV2TC/mJQPxiBUYKtpflhz1VM5WrBj1slTX6Q8UaDc1OrwutoTaMPXGe6+EEqmHAIx5gLcCxxzFptZrJi94fHR6DQwh6C66+HmswuCSMgNjJVa1t6AJkQf2Td+fUwniEWs18AewqafF4Jy3REg3cAuBDvQYLk6LMj7TS65aJzVezgNPhxKpD6c19DnAnwMSgAWQrUuCoyaPuDzoYrKydaWo2TDmq1NWxohb1Z/fdHI42axzVwHEI9aOTE1+XnaU36cLpIJjo3BD1TmtSrTbOlWleM/JcNVdZ9RR5zcs0jb3JjO/3ax1xz0Qj1gfVKV69eI1xxAKNnYJNCGwPCZr2nXadEnfnzmkLXii28Stie+Bbb3JTGYmvVlPQTxiacdHyp+Q13fch0Gv248ADlUKZIVN1zLBqsDkvE/YippUdtDU3oglMwdupTurAPoi1lIF7xcdFbsypNjlDTZq56A4WBnjwW5Bi9GQ+wvYFUtm4rfTvm0JjkQsS8EJYK2pCUYNG6lUo9EcBVnDYbnWkLoIbI8lM7/O5nG3HcOKo045irUAl/J1FpV1TlZKFKQkLyX91RL+ks5g0QY4C2ycLRxuUYJ4xOqxFV99my6v6WjVWR80qTqK/nEDA8myMQcTQVunxKMLNDiw86fs67MFT9uMJehs9b129Fptrwtn0U4ZZHCsxuFShfvdinUBUEKn4JYIoMNj1ICDwFt3CocZMhCPWLvP55x9y2+4tcfdPgKahq0UOSX5uJSj8wHBMnfjmg1siyUzR+8GDjf1QDoa3uDStf0PB3TtjCjj1yaPDSFQwCWfjWU24MPAs3OB/yOAdDS8G0iuXeJnuCLZrLyMODYAVaWoKcWKokHBlgDfAZFYMnNyLnCY+hSno2EP8CmwWNcESmgM6lWOywnaygZn6mUOe4v4A5IWQxz1G9rLsWQmO1c4NPVAOhp+FDg3vXaU4nK2xKHf83hNF+sXG/JqTY/vuTCyfT7A09Y8Bc80H+hCsDLoIyYV+WqddFV7Z8+FkbfnEw5TGUhHw1uBr6f2SsBlJn8iTQWloVz5xcdODc+53jOZNpX6I4AEfgQ2hxKpdcCTQL+AlQsFBxDpaNgE3gQGQonUFwsF+t/a3xwDoSLA8VgfAAAAAElFTkSuQmCC) 1 29, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 1 29, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 1 29, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 1 29, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 1 29, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 1 29, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbklEQVRYhe2UbWxTVRjHf/fu3La7pR0OGDC2wQYMlyFbIsxloM5EiDACbBBf4gdRUosfmDQhIRLUGBIhIVoxztBMiCEhvhB5ERYNTgMoyoxGJCQMmEBg0naGrVvW9/YeP+yFBpgw6NQPPMn9cM95zvP75/8858D9uB//cSgjDYg0Ni0B1gO1FkdNx78qILL94JNkqN/0/x4GFlocNUZqjjpS8KDTvSF5vv0AcnBpAbDjxrwRceDrZWveKs/OfcOmWVBGW1GLckEdRH0MrBpwIq0OBJ1uS9Dp3t3ivbjxw1NHiRtJZCCIcaWDFCdW9n9AGh2onFBY4Sydt00Xpsquk81kJ+P8UTyHsjF55FqzKJ5Zgjo+eyA9Acy3OGqOiHTAg0539nHvhT2/Hfu0oNqi86gQCE1jyoWTnGxtIVixmOnt45CaQMm2A3wJ/AhpaEHQ6a4D/JUTphT4C0rJzxCYFYUMYKrQOKqZKRkzESQYF3zIcPRd4BmLoyYGcNcOBJ1uFVgNbAOEN9hDjv8iirheMi4l1ck4ze1neX7a7F5daO9l1te9nlon4y7h9rNd/oORZGKN3WRRJfC9tw1fhmBvLMyYSIiolDRmjSc+Nh9FiEAcY2Hp7k27bqw1bAeCTveo3nj0q72nj1YhJWur6vj1Wju+aJB1cxbRHQuz8/cjdIe6WT+3Fl2YLgHPWT2uE7eqN6xb4Cidu0le827MQbIcAxX4HBW/NHhoRgUvl1QB0BUNEUnGmahnnQKesHpcnUPVvCMBQadbAC91x8INHzXvEqtlYrB3CSSNms7Kx5/lAbOeemwn8IrV44r9U+3b3oL+YVsHeDKFSUR0O4a8/qoYEuKZNnRhGlhKAK8BztvB4Q5mIBAN7xulmZcIVeXY1TYS3ja+M5mpNGUC8FMsTLi9lV86LjN3YhHAKqvHddOwDRVDtmBr9dNFjukV+95uOTSrbPwUlhbO4ltvG3ZhYrQpkwPHv8AELJq3AptmxqqZO2ya2Wn1uPbfKXxIAQsnl64uGztpcyQRH73M10YbCvEHq+iMhbBbdJ7KK+HP3i4UFGbnFABcApZaPa5Tw4HfJCC05RMhL/rebPFf2nD5hz3qYyYLdlUlKSU90mBH0mB+VS0V4wpQlcGj+4EXrB5Xz3DhkDIDkcYmgZSfGX8F6sqTeRzKymFxtBcFEIqCIcFWWEZlzuTU8x9YPa41dwMeCLUfngecQVHq1OI8fo50MDPgw59MIIGolMSkJHC2BV+oByAAPHKvcLjugAOY1idJxVaQS1b1Cpo7fExvPcF5KemcWk6+ZRQxI3mOvn633is8VcBWoA6YCfBwYTFyUhGJc1d4J9zLrHH5lOt2I2YkDk+2Zdfq29dG0gFPFZAAelM3FJNAm5HPq9EFZBiEhKJu0j1rt6QLPMiJNDbpwAHgyVslyGj8nDxzebneUH863XDoc6AhBd5J3xsOUA8cUczai5kN9VdHAj4gYDMwATgOvG9x1PQARBqb3BZHzYiB/zfxN4lDl63vggUuAAAAAElFTkSuQmCC) 1 29, auto;}
}
div.testarea{
animation:rwdcur132704 1.75s linear infinite forwards;
}
