@keyframes rwdcur95307 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 5 4, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe2UMUvDQBzFX6SL1ApS0ArFikvQQwSREkoODje3rh0suEsHhX4Ix/gBCi5+AtcSSCilg04pFBwqCHUphVbpeA4lxVyTtKlJUchvSu4u917+9/4nQSCrKNx+fm82JXE+bNbcBjOaFrWuv4Evy1qZAQlwlh0AUoRgJJiI6jgS9kNG0yZ/bpoYWRZShACqiiQh+KhUotAG8AcqMENWUfhhrcZFU1HhGsIkIavQ9jYQ5ZnHiAROdqvV4vl83vFdmeY8A/tgvPlqJPwm3TAMY2rCFs5k9zAeDrC+uTVdZ7+r8ic3O31PE0v1tiqneeH0CDtnRXTrNby89jzX+okDS1QAAA62N9B4bqMAYP/8CvdPt64ijDGOju67V2ADZZrjJ8UKrinFzeUFCkE3+K0BAOjWawDs8rZ5tUT53aPhqAJjjOu6Hu71XaY5Xi1RrsppR+pVOc2rJeoYY4wtdJW73oR+jIeDmTGz05caz22IJiIx8LPVwjCxVAa8cGZisfMPXIF5JHaPIQbSd31QATEDYtiCJj+wgUkGelPh0FttHmILxsTE/Hu+AYL1nY91VcTpAAAAAElFTkSuQmCC) 5 4, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe2UMUvDQBzFX6SL1ApS0ArFikvQQwSREkoODje3rh0suEsHhX4Ix/gBCi5+AtcSSCilg04pFBwqCHUphVbpeA4lxVyTtKlJUchvSu4u917+9/4nQSCrKNx+fm82JXE+bNbcBjOaFrWuv4Evy1qZAQlwlh0AUoRgJJiI6jgS9kNG0yZ/bpoYWRZShACqiiQh+KhUotAG8AcqMENWUfhhrcZFU1HhGsIkIavQ9jYQ5ZnHiAROdqvV4vl83vFdmeY8A/tgvPlqJPwm3TAMY2rCFs5k9zAeDrC+uTVdZ7+r8ic3O31PE0v1tiqneeH0CDtnRXTrNby89jzX+okDS1QAAA62N9B4bqMAYP/8CvdPt64ijDGOju67V2ADZZrjJ8UKrinFzeUFCkE3+K0BAOjWawDs8rZ5tUT53aPhqAJjjOu6Hu71XaY5Xi1RrsppR+pVOc2rJeoYY4wtdJW73oR+jIeDmTGz05caz22IJiIx8LPVwjCxVAa8cGZisfMPXIF5JHaPIQbSd31QATEDYtiCJj+wgUkGelPh0FttHmILxsTE/Hu+AYL1nY91VcTpAAAAAElFTkSuQmCC) 5 4, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe2UMUvDQBzFX6SL1ApS0ArFikvQQwSREkoODje3rh0suEsHhX4Ix/gBCi5+AtcSSCilg04pFBwqCHUphVbpeA4lxVyTtKlJUchvSu4u917+9/4nQSCrKNx+fm82JXE+bNbcBjOaFrWuv4Evy1qZAQlwlh0AUoRgJJiI6jgS9kNG0yZ/bpoYWRZShACqiiQh+KhUotAG8AcqMENWUfhhrcZFU1HhGsIkIavQ9jYQ5ZnHiAROdqvV4vl83vFdmeY8A/tgvPlqJPwm3TAMY2rCFs5k9zAeDrC+uTVdZ7+r8ic3O31PE0v1tiqneeH0CDtnRXTrNby89jzX+okDS1QAAA62N9B4bqMAYP/8CvdPt64ijDGOju67V2ADZZrjJ8UKrinFzeUFCkE3+K0BAOjWawDs8rZ5tUT53aPhqAJjjOu6Hu71XaY5Xi1RrsppR+pVOc2rJeoYY4wtdJW73oR+jIeDmTGz05caz22IJiIx8LPVwjCxVAa8cGZisfMPXIF5JHaPIQbSd31QATEDYtiCJj+wgUkGelPh0FttHmILxsTE/Hu+AYL1nY91VcTpAAAAAElFTkSuQmCC) 5 4, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
}
div.testarea{
animation:rwdcur95307 1.6666666666667s linear infinite forwards;
}
