@keyframes rwdcur232412 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2Uz0sUYRjHvzPv5Lpozrol2XtbwgwpSSUPIv0+GPYHiBfxYiBmhzoWYXoJ3YNZgnQQQULo0iXsUGhZKylrhFDmVMKis9aC+aPJ1d2Zp8POyqxZzdCup74wzDvP++7z/fCdZwdwqOCItxsAIoqvL6L4KKL4XkUUX1tE8YlOewGA4MC4B0CL+ThVcWapIqL4hgHUJM8UFM3Z7peULergiHfNYg4A5cERb7CgaO4CgFnr2cb67DWnEP+siOLbiCg+MgGosT67x+5vpT9tPh7yiAB0a622bvmXmAuK5lxJAFMtAC7bAfjbK7hpWW/uZG6BSNlrrM/uTgfAefM+W1u37LLT0NRU/4PolXQAVAF4Ulu3XOzQvKK1yd1n6zT3SOGDB8TKnfYeD3n6AGCgNy/oAACtTe7h1iY3/f2kmYAk4fZOELV1y5dM83IH5h+Q+DYE7AEIAj59nDztdgud2yEGevO6HZpvADhsPj61BwBAch3FzLvAyZycVIiG5tWUQfK35/42VjPyLEupzRY1z98TNowYGbpGG1qAjpVIY1aIgd68noHePEoC+NtzN2w1timBe6Tw/NJ6IWAAtIlY9A2qqs6+VBeNq+EvxoQJsdbQvLrXksDs1Rvfi69fy9lpPr53dGl77QKIKTeIkFylCASeVhceEP3JJBqaV7c3POxvzx3u6NIqAExZ6nedmCccibaWECQIwh5IrqMYDwynQJhiAG4hMeE1/vbcPhPiTkeXJnR0abY+vyniMgsbhk6JKzELenyJ4psLtL76iMpKU2ci3RIBQBCSr8BIuSRXCQJjg9W88Jck0guwZU5xEOkAxQHEAQAsqxhjo/er8z1CRiBEACCKW8w3QRTbWoPiYFmHMDl+r9rtFjrTDSABgK4Dui5A1xnUhW/Yt78AsZgLZUdKRiEIgB430m28JS6zcDQaJU3TSJn9QFxm2sOhQVJVlbjMnnGZXcyYeRLAas5lVsllNh0KhWhy4jVxmU1n0l8EAHVhHqdOlPwAcEZd0ScAhKbfTsGT7wWAUEZTMGPWuMwqLbVKLrP3MzMz9OL5KHGZvc2Uv6Su6Oe2F9UVfYLL7PPXL4tH8r37gOR/cjfFZca5zN5zmfVzmR3fdYD/+q/d0k/0DmY4DXlgyAAAAABJRU5ErkJggg==) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur232412 0.53333333333333s linear infinite forwards;
}
