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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 3, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
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83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGdklEQVRYhaVXa4wTVRQ+986d6XT6cNrtLt2VFJEVESRhzWp8RRGFBSES3j4SSQTEQBQVCVETE42PQGLABz4RRSWSBTERX2tA8AEGjDwUUXFZnmG7u91tt9tOZ6Z37vhjO9vpdCoLnuRk7m1n7vfdc84951wELaYEANihdmHn1SYEFyukAEgAAK9JtklDtF6hXZTZcnm4WgCwSFAHMB1YpcW8aBIIWkwZAMjP/3xeF+07dZknn44QQ5NzQqhzd+yOQ/NrxqYcBKhj/L8sgaDFDG9uPyAff2fWl8MCXqFG4oVrx0zcagJiGW/0+K7YpP3za8b22IDd1G4ZuBAiBABwSE/7YwGvULPoLcFsZzWHv3/07sb66w7IGSXW2HkgMyc04sAWXlIL7+sPqSlhhJpiAjP07wO1yjZeKnVLizloIgQAcI4TYVTI65c7/hZaR48kfO55bJ5cNdkjXXpUzGd+XXJmj8IPvaH1CPGqC1Mng1E1CaKh614jRxuSx/y3ha5IPRyu1wtrsoHVB0EEAwB+sa4xFR63YOWJHa8pvk6ts3rIuXA2PFE9Fj9eR7EH54gHT+1prZuZ7QhfmusOV2mpSHWuqyaop8MMYenqVJv8oJoiUBrU1voALWZFAghazCgACA3MEBYlj0fF96d/dPvUh8LZUJBl40HauvsZddyE5e/yTPOoxN/d6Yue5Y08AwCFsLzOs7yu8L6eE4GhPfNrxmagPCaKJ8nFEth64SDmYEnVyNQ3y36dd2jne5m4OEztaBhCvVPW479/WLsYM0OSlfYrq3JdMYFpspTPRjjTCGqcKHoMLcwASQAgFNSyRGlecbGE9ecA22ZeonTG+mXdGx+hmXyAnr0hQtHEt+HwnnfmMsSRHJFYHguCzgkiNpmMwPTnMS+meS+xgdvdgR1YZS6I2JiL1nMy1SThkeFvBprb4A611R/bFxfavnpYHzHr1TUITEYYpb58HxEMjSLTVHO8LxH3Rc++Xdt4bjsR9YIrdHAmribEnARkJ7htLMDsqnWfbN4VlDxZsvfMCEVefxOeMG/1h349LQICNZjrCktaQjYw30M5qf1w9Mbvpgy79WwB3CJSMWFhKGVoz3T9863dyz59fLKyIzAmo13PQc/CvZD/6fkl4ezpkbyhhXUisT/+bJn0x5Htc3kjWzssfaLexQ3W0zUG7KA6uGQ6/HLr8o77r2KZjMj6buRZ2/gP9B/3NV+vc162c8drMxNL3qImAKacFyt8ACYYungdo04SFh62ByOyVUMBSmPB7grxAS0dTK+46qXgx//gK0hCGL4nIYR2PoDbnmzWlSem0ptnr15HTEp1zpM4Kte3eg1NZwhn9gZjPW94Q1ZhK1q24AZsM71995b/VOv3DZ5g5tzaUyuOTr+c1cazWA8SRqe+DtF0DwEAoByPOUbFLm9EoQgTA2HszyvCtK7f5clUczW/0wXMBmzXAUJ7MdE7N7Sv6HpxOqOYg06PTHtXL6D18zeu0bFAzwRi8dNStWICwiYgTDHBxDTIgs7f/Ocj4Aw+6gBXrXHb3OpVv2w8pHeNDui962fTcOgWddPqOUtP+esSx/x1qTzimIkQMISBAcIGYPBTpTwOXAjYidgtoA6MZ4Zegb8SrHlcjK4cf4366FN/Lb3r6y102uhZ7IvnJj1NMWY+Q7PqwIAYiLPjlUh/JPRHpXVcLLblQTnjkk2AMMC25DIoFhyA2VVrmm9uuuxk3/44wQjGz3zh2aQYPtftkROBfFY97RuSWhwZZdWJYk5oQgVG/RHp1u2UBuVnvffBtuSCglUGLNPY3LG0tXd//M4Zz8gN1T4JmwbU9p2JRLSkkPQE9cWRUWq59/ulzFxgT5uVG1Qr5wMA4Am5pOjnMchH3xSYSIABUhnmdGwydm+0IV0JvJRAEyo2EKWnw40ABVuCyWJCR9/zxmOnaU5AYOomgOqhHO3wRtKO75hjPff0CP/lhqLpVQBQAEBd5w2lVSKmTUAZbDLFQzUKCNRvQ/Up21r2TQxIeYdQDEinEoeC7QnXMgor4wflmlxCUIhX/bp6bOIVqco6vuXtfKEqViJQiYS9sLhdYuy7dOuYyypi+QKlbZOzSrrliUpaCbxE3HdQPJbWB5UuJa7Vc7DgAG4usEupO+xjJ3G342ofl85tVh7cFaa0mTwfeCUixfkFE6hM5nwEykk4WvOLv1c7xe3yMYir2b8jfVh5N135ZQAAAABJRU5ErkJggg==) 2 3, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur171519 2s linear infinite forwards;
}
