@keyframes rwdcur180122 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoElEQVRYhe2WX0hTURzHv2ddRTcJuTDYxmgjChTlzkFgObazf0kPg42QEGIvA3uQgsSnmAWhVi/9AQfrZXUfhB4iI+pJlhA0KCjTN/MiaA/bBelJMmTUrwedzLnpavNm0AcO3HPO75zv9x7O+Z0D/Odfor29/UQikaCJiQmy2+3HNDcQi8UekwwiGRSNRpN7hLZKknQZgFhXA21tbdsrYLPZyq6ATqezDw4OEsmgoaEhMhqNUl1N7EckEnlZWCWSQf39/e/3itfV28DCwkLq+dEpAMBraxqKoqTqrbEvnPPx4eHhH8Fg8D5+9yetVmtTOBz2H4y1Kkgmk0mSQR6Pp0sLvSOlDaIoflYMF9dTqdQTAKSFCa04DqCltJFpIGwKhUK5zs5OZLNZLC0tTWYymagGupv09fV9K84L8XicGGM9hf6654FSGGP64vrYyXE4HI6wZgaIaL24PqLEMT8//2Lb4EEbwNYe6OjoQC6X034PFFH2FBxOZFmO/G0Pf0xDQ4PX7/eTw+EgzjmJohiq5/xWABe2iqW0kzF2qru7m4rPvdvtJoPBUPFyq/oUmM3mUUEQRnp7ewEA09PTyOfz11VVHSvEuFyuzNuBTE/p2LOTwS/pdNpWbl6hGnHG2HmLxTLy4cpHAFvvCzfgfNA1qqrqHIBXAKDX63eJA8Da2lrFB2xViYhz/mxTfCefrs7B6/U+LdRXVlYS5cbn8/mpmgwoilKxb3l5uanwvbi4GOePPLidvQUAuPf1Ls48PI3Z2dmBanQq4vP5dmys4sI5/14S3tLY2BhzuVxvmpubLwForUkcABhjEafTuUtckiQCcK6muasNNJlMNwRBuBkIBEBEmJmZwcbGxrXV1dU7mhgo+ADQA+AngHcA1FrEDwW/AO2V/NspH/7IAAAAAElFTkSuQmCC) 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,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur180122 1.8666666666667s linear infinite forwards;
}
