@keyframes rwdcur144108 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGUlEQVRYhe2XP0/bQBjGnwspQwSmLnjyobJEalV15Bs0Jyb4ADggJFaE2DpkS4cO3boidaCV2kqVaIeq8ldIVySYiVqioByEMBAleRm4UMfx39h1lz7Syb47289Pr+852cA/FnN2BJcHhIHFkHtv1/VypCcYtVV19tB1nFdHDQDQXN7zuj3n6lu/rz6BqG8JLg8iASRU3j3Q6Byi129jcW7bElwiQiXaAIDm8jfPWaP2LuhmdwUAAMedlzi93M+kEp4AMSFaqvlJw3AdxAGICTGxAgEiQoRV4JFqnhpbhABQLFTwWN9Bjk2PjBPIElye2HX9VRh4VI0BLBQETK2Ms84XNDqHI3PGgxWY8xtVlY4hxF0KjBqpfmtkHLiIBcC1Tfy6+oij9s7Yxc2+jcFlF4tz226IdFTiLXqu7ROAwPZk5jWVzHMSXFZSBRBckjElQgHShAhNgZ8c6agmgfBMgVN+iXCKQFXB5U+7rv9IFWBo7pUIp1Q6vgou1yaBuJdzDRQLFXphNuiZ9jbOmrgRXK4kBohrnhqE4JKezr6ZyDwVCMEllczmxOaJIaJuRGlCjKSAgeHs+rPnhcVCBUv6bo+xfGh0HZom0Af8+T4MBvCTMu8ylt8C8D0GABhYN2g+0kakzMt2XfcuTwIFbsV/2zwQIAtzX4CszAGfLyKubWZiDoz/mhFh0GPIrWdhDrheAYHOszT/LwC4BdOabKLXzhG6AAAAAElFTkSuQmCC) 4 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur144108 1.0666666666667s linear infinite forwards;
}
