@keyframes rwdcur109365 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaElEQVRYhe2XP2gUQRSHvwkLjrDiK1JMQGELhUsRuMLiCouACBewsJHELuVdb5PeIumu0+uuPbBII2gh2AQSsLhCydpdEXAFiym22EJ4FrubHLlcsnc5L00eLDM7++f37W/eG2bRIrihWAJof2xzUyCBMcaoqu596SJWKCGMMWYhAKe9v3nT//EZgYWBBKWIqmr3oA/egxWMWYEFgASjJ5IVI5mATSCDUvd/gSyVHWOM2Xy2iQQCwO7b9yO3OTYettlY2Zl7sgZjIxmI9aw/rdF80iSJLVuNFkIEQH/jJwTzc2TsYVXVo4MjIJ8SPxT8APCAhSHQ+bZPHHhc6vl1/I7rgIw7AJCRV0UoSATeeXqfBnw9HJLg82spJJlg7u7hstnLdwygrIiV522SbARotPWSJ+ofcAjRckR77Yh1qU8NsjTpQpIWgj4r2kI4sXl/RLwuQl1q1LlDd63LqlmtnKwXTkHpgnncBmwOkOWiYAGhFgpRGJ0B2PsMTvr04g4xcb6O2ORKRy7OgTK8L2wXSMtBoRZGRGKLLxciK+zHO/ROeiQkpYeQObqvftP5sI2q6kUQl86Tqqq59xpSAQSHIGFEFAr1B4IEnuH3Aftpp5BNTp91NInCdQ7THqrHs1VJbt+2QkuhpS5sqeOlQk0BBXeuRUHU0dLdN7GCu/6iVbygwuGUsKFbL3YV21DCOYhXA3DqHjULgLPxue4tJkHUlhvn7J9evFJiFBlcFXaqhJu4EI1GsS4Abq7iUNGB4uWXujCL+NQxKReuk3CVpuAKqIVtYEvBuZbazA4s/MvPid/Yn9Rt3Mbc4x8rsHALwl4YcwAAAABJRU5ErkJggg==) 0 0, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 0 0, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACg0lEQVRYhe2XMWsUQRTHfxu2mGLBV1wxgRRbRLgUgRVS7HVXpDi7WASTTtEifoIkhZ2QWFiIgqZIraBfQGwshSiksIjYXBFwA1cMeMIIC89i785LbhMvyeWuyR8eszvMzvvNmzePWbQjJqQpgJ3dTSYFEgZBEKiq1ubnAKELEQRBMBaA7oPPwYRwa34O793YQMKuE1XVuflahwZ2Hm/S9Fw5yFT/i3iH8SASk8wmNE2TYHmaIAiuLEd6W9DLhZs16mlMPBsjMwk8eQsCAR9o/NkfeUTCkx1iHEuNJcxMldcLKQD2/Qb8duCa1L6twuHocuQYQDcKR1+/Yyo3oGWBDJKExDjIHLQdeKg9u42M4NQMRAAAEdzhUeE8AjKHGIfz0hti8GDgzvP72MheGGQAoBuF1eVHvb6s5RABPIBA6MBYJAcJQYDN3aeIOf+pKR2kqtr/vX25QWZgLYkx7gDvDADSARID5AYJLRLCfgu2HtztLejcAAMQEbC9Dc6RVoV6RYpcyAUJgVxwOXz60uRzC8g7ljn049aZIMMBACymUK+DF6BIxGOGB7EUGwJ4X9jBPjjQH29KIc4MzwBEBHZlDSIhC/uc50AkEEpn9a5oHdBsonuvzh+BUoB+RRasQGzBWKyNAcgwgOnB6bv1y9WKTlaXW3RKP1bBDlW6p/434Ey1T3ZY0sUVGg/vofpzqJWXF6I+detC+Vy2aCKBdgIVYakas/5i+LAPNagAmAaywm1UxUZ1TC64NrgQyCELHfrr9IS7lFRVqaSd/S3f+yu90hWT22PJZ2espgupNhYb47lP/jsRdnwrLweYgPMyiFE4v3AdUNWxXd3LnE/sT+pa1xq5/gIF82cZA5DTjAAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur109365 0.18333333333333s linear infinite forwards;
}