@keyframes rwdcur64396 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFL0lEQVRYha2XyW8cRRSHv6oez/Ss3WPHECdxErMEsUiAWP4BBEJIOSKQOIKQOHACie0IEgjOgIjghMRyhQuCGyckuERCBAGKk5gljvH0NtM9S3c9DjUzztiJEwc/qdRLvXrfr17V60Wxd5Nr9Ku9BLte5ylUzNvIcJU8P42jPJRqIxKgVBvmVtBz7+wpful6wCZ9CpFg666JABjKBRyJcJRHHp3DwZCfeRgAvXIf2j01EX5VIfqa8NGriAQUYqFSROTmHHQj1IUQvSYUcYQ6H8C5c0gUokKhCM9SfHNiJtaV7GrKxKRPwdwKFB3y/DR0I2h49gioAPTaBmZ5EdpH0D/+AjK0g3sa1faR1RB96zE708d+vCLvSgJk9OujKInQK/dRhGch+NP2RAYdb2KWF9FrG6hogLR9zOEG+q8u8vtwJtAoLphrOeQlD+l0qL6yuYO5fQ/I6Is70EGIOR8jfoAKY9RfXUyjho43UesDaBmcxzbHQ7oAFF8fIkt6lMRl0C1wipy+Kihf0kCPzCnz+7M1bv8klctFXC5AADaiEbqTYKIRB75fxTmqIO2jM4NzcgL9bcdMnJN/j9e5xx8v16lkGRlVaggyUPRlQNavA+mEpbYHkb8/uoUkz0iLlp2Virl3sYX2BefxndBdTDaeVVxE41KhmWVcUgfoj1LW+zdx8qvVaaxJFcjFd08Qb/bobfT4NxzwbzhgY23E6Y14r3AAtfiJoFPFAEWpVmMgKf1xjj574tAkC1tleCGPCbo562mZvNvl7FpMVzQPvvjPXuFTEXd/nqPSAQB+VRgJJPlgxmkqoOiO6ASCSQxBZGhqePK9SzcKnxEB0FyoUC7bm7HpzwiQz55rsLopRKNxGRVD2/bR3Iqw0CqjmyEAHzxeAxANoBMDxZBuUiEy9lonZt/gpaU5GofK6KNlFko2oT2x6dAAoYE4MhiTEXdsep7+MoX/l/6JKf9NO+vjiy2OLLtoT5EljhW33TssNAuqxLhe983U7WXmsh6e8TgchZP32ZaAILHHdtMQKGdf4QDmcAMiw810ecjziUy4JSBIoFOMCyIxqNrgqoFu1KQNxbKm9HOD9m2axd9aQGerDONeQdwraDfBdwzfPVOHa3/9XBd79MMJaHg4eOBpZNnDK9m9NhXQde2uDBLwNQz2hT02T1Mw/p7wPQAOHjsyFaBe+yal0R/SqjvTpfCq+1EA1mTZQkmApj09+sxPAGqageMtxbwzW/trrzvw/5ZB+r8cpCCy6W/udJgKWPHgntqAB+atiJqb4VaF5C11oyKkf8ZBz/s4KpjpcJS3Q4B6+suU+5cq3NoAr6VoVcBVQq0iFB839ipCzCnAPwDNWXhBhFP/Fra9jgE48n7Kiu9wUyWj7UKtIigPVKWL+ZSJiEnbAZ204j1gSaNbY6i0p/Bq49eZQZc/CRUgFbqc8ISaC7h1GPRsbxXMKWAAVEA/Pyti401N/yK4VQBDvrA1N0cFFAKltRnW7MnlM8nfAOUC7tjJtVCJgD4oH/DH3hn0Ik39oKF3XtmsuTB85CDl4wm5NAAw5xXuXRd3MK/6WT58aax+AnJBQjB90C7oYzYr0wFLGpVh32y+Jn/Qgda8hcfgLq1fkbdbsQtA7wV7MVezx84/ivklwfHHmbgZZN6mu6hpTNuujPY1tOYp19d3Ze32Z6QA6h/ChT9hlNoWJMIohSIce1XHM4cpvHzMxXBt+K4d22y64c6chHbTDlu8X7b2xy2a0WGFe2exp/g38rzd19/z/wDRuzSYFQ1tpQAAAABJRU5ErkJggg==) 16 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur64396 0.46666666666667s linear infinite forwards;
}
