@keyframes rwdcur80333 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYElEQVRYhcWXS4gc1xWGv3Oruvo1qumHGVAYRhASSAj2SjEYjBDJzgkGd+GVkuyyCYTEKy+CV4LsQsABZ5FVsLUytwMh8SYYhDaBZFaCwEDACIGkQT3qd6mruh4nC3c1PdOPGSeL/FBQ3Dp1/v/ee86550q32/23qv40CIL77IC19lvAD0Xk+8BrQEtVKyISAX3goap+DvwlCIKTXb5WIdZaNca8zPP8B5tEWGvfFpEPVPVmqVSKPM+rlEolVJXRaESz2URVSZKE+XweJUlSEZFjVb0bBMGfrySg3W4zGAzOibDWfkNEPgZer9frplar4TjO8sckSTg7O+Pg4ODceJZlvHz5kjAMc+AfqnonCIIvdgq4fv068/l8KQJoici9crns+r7vrhJcJmBVyHg8TuM4ThciupsEmOLF8zyazWbNGPM3wPq+X2m1WhvJrwLHcWi1Wq7v+xXgU2vt73YKAMjznDzPXQARQVX/K/ICqkqapgXPz6y1na0CsixjNBqxv79PvV5nOBwym83+JwHj8ZgwDGk0Guzv7xsRuWet/fqqzXK2o9EIz/Oo1+vLmQ+HQwCq1eqa8yzLAEjTdGMMrJJXq1VEhDiO3TiO7wFvnFuBKIqYz+f4vr8k931/bSUWq5Senp6mg8EAgH6/z+npaToajdJC1EVy+HI7fN93gdettW+fExCGIfV6fW0mqyJevHhBr9fLZ7PZA1V9B9gPgkCAfVV9ZzabPej1enmv11sjL+A4DvV63YjIB8WYWGsV2JpOAL1erwimXwdB8KuNRoC19kfAx57n0W63N9pkWcbz588Bvh0EwYkBKJVKW8mzLCPLMtrtNsaYX1prb28TEATBJ8CPkyTJi+24CMdxKJVKEfAWgBERPM/b5pPpdEqtVqPVanF4eFgzxvz1CiLuT6fTdJuN53mVxZnCcgW2IYoiGo0GIkK1WuXo6OhSEar6210pvOB7DVbScNOSpWlKnuc8efLk4qeaMeYPwDe3cDxQVTeOY1zXXfsoIgCvALiqSpFS2yAiv+h0Oh/uNFpBEARjay39fn+XWQXAFRF839+4DVmWMRgMEJH3gSsLsNb6AM1mc2NwJ0nCeDyOYBEDIkKpVFp7KpUKxhgcx2lYa793VQHALRFJK5XKRr+LLThbCkiSZKunSqWC4zg1x3Hevyq7iLy3qXwXWPA9BDCqynw+32q8t7dHHMeo6m1r7dcuI7fW/gS4vbe3tx59C8zn82jRvmFE5FGSJBuzAJaFgzzPPRH5/WXkIvJHx3HMrsKWJEkF+AxAALrd7j/r9frNa9eurf0wm80YDoe4rluIvK+qvwEeLKLdB24ZY95T1du1Ws0UZ4vv+2v+JpMJYRgedzqd78KiDqjq3TAM/1Sr1c4pL8gLZ1mWMZlMbkVR9KaqutZaAIwxaaPR4ODgwHiex3A45PHjxwDnRGRZRhiGuareLcakeOl2u38vl8s3W62Wq6pr5BcRxzH9fp8bN27g+34R2UsUIor/RYR+v5/GcXzc6XSW/cAyUFT1ThzH/wrD0BWRneTAssKVy+U1coBGowGwXAnXdSka1FW7ZUsWBMEXqnpnNBrll5FfFY1Gg6OjI8IwZDQa5Zta9HNN6aJ1/gjIXdfdOLOvikXg5sBHm1pzc3EgCIKfA++Ox+Oo3++n29LzMiRJwqNHj9KnT59GwLsLv2tYE7AQ0VXVV+M4Pu71evlkMtlaJy5iPp/z7NkzTk5O8ul0eqyq39l2KYGVLNiGbXdDEWEwGHB4eIgxhiiKGI/HURRFFWPMcZ7nV7sbXmlaLG/Hb63cjl/hyyM1EpEz4GGe558Dn32V2/H/Hf8BkjTpu7w8ERUAAAAASUVORK5CYII=) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXElEQVRYhcWXTagcWRXHf6equrq6q1P99QgkhCxEQRGzigOCDMHZjRKYLmYVdedGEJ3VLCSrgDsRFMaFKxmzktuC6GxECNkI+lYDwgPh4VskebxO+uu9Snd9Hhevq+n3+iNvZhb+oaC4der8//fce849V/r9/n9U9UdhGD5hB4wxXwW+JyLvAHeAjqp6IjIHhsCnqvp34C9hGB7s8rUKMcaoZVmvi6L47iYRxpj7IvJQVe9WKpW567pepVJBVZlMJrTbbVSVNE1JkmSepqknIvuq+igMwz9fSUC322U0Gl0QYYz5soh8DLzl+75Vr9exbXv5Y5qmvHz5kuvXr18Yz/Oc169fE0VRAfxTVR+EYXi4U8CNGzdIkmQpAuiIyONqteoEQeCsErxJwKqQ6XSaxXGcLUT0NwmwyhfXdWm323XLsv4GmCAIvE6ns5H8KrBtm06n4wRB4AF/NMb8ZqcAgKIoKIrCARARVPVzkZdQVbIsK3l+bIzpbRWQ5zmTyYRms4nv+4zHY2az2RcSMJ1OiaKIVqtFs9m0ROSxMeZLqzbL2U4mE1zXxff95czH4zEAtVptzXme5wBkWbZxD6yS12o1RIQ4jp04jh8D37oQgfl8TpIkBEGwJA+CYC0Siyhlx8fH2Wg0AmA4HHJ8fJxNJpOsFHWZHM6XIwgCB3jLGHP/goAoivB9f20mqyJevXrFYDAoZrPZU1V9D2iGYShAU1Xfm81mTweDQTEYDNbIS9i2je/7log8LMfEGKPA1nQCGAwG5Wb6RRiGP99oBBhjvg987Lou3W53o02e55ycnAB8LQzDAwugUqlsJc/znDzP6Xa7WJb1M2PMvW0CwjD8A/CDNE2Lcjkuw7ZtKpXKHHgXwBIRXNfd5pOzszPq9TqdTodbt27VLcv66xVEPDk7O8u22biu6y3OFJYR2Ib5fE6r1UJEqNVq3L59+40iVPVXu1J4wXcHVtJwU8iyLKMoCp49e3b5U92yrN8BX9nC8VRVnTiOcRxn7aOIAOwBOKpKmVLbICI/7fV6v95ptIIwDKfGGIbD4S4zD8AREYIg2LgMeZ4zGo0QkQ+BKwswxgQA7XZ74+ZO05TpdDqHxR4QESqVytrjeR6WZWHbdssY852rCgDeFpHM87yNfhdL8HIpIE3TrZ48z8O27bpt2x9elV1EPthUvkss+D4FsFSVJEm2GjcaDeI4RlXvGWNuvoncGPND4F6j0VjffQskSTJftG9YIvLfNE03ZgEsCwdFUbgi8tsrkP/etm1rV2FL09QDPgEQgH6//y/f9+9eu3Zt7YfZbMZ4PKZarZIkCSLypCiKXwJPF7s94HzNPwDuVSoVK0kSfN8nCII1f6enp0RRtN/r9b4Jizqgqo+iKPpTvV6/oLwk39vb4+bNmyRJwsnJydvj8fjbRVE4/X4fVUVEslqtRqPRsGzbXv4HXBCR5zlRFBWq+qgck/Kl3+//o1qt3u10Oo6qrpGvQlWJoojDw0Pa7Tae522NXBkJEWE4HGZxHO/3er1lP+CsOH0Qx/G/oyhyRGQrOZynbUm6ba3LLCgj4TgOZYO6ardsycIwPFTVB5PJpNhF/llQq9VotVpEUcRkMik2tegXmtJF6/wRUFSr1S9EDhca2wL4aFNrbl0eCMPwJ8D7z58/nx8dHWW7itQu5HnOcDjMFiX3/YXfNawJWIjoq+o3Tk9P9w8ODooXL17sLFaXiU9PTxkMBkUcx/uq+vVtlxJYyYJtMMbctyzrYVEUdz3PmwdB4Hmeh4hwdHREs9lERD7/3fBK02J5O37Xsqx3gDuqusf5kTrn/GApb8effJbb8f8d/wPDivAbiGK20QAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur80333 1.0666666666667s linear infinite forwards;
}
