@keyframes rwdcur253393 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsUlEQVRYhc2XsU7CUBSGv6qbExoZTDTi1EXUxRhdGEy0iTO+hIODj2EMMe7O9AW6uijGJ2ASA8ZBByYHB3Id8La9t5RLW8jlX+8pnP/jP+dSx/M8AdBut4mr0+k45JMwnCufu5TzS8Z3IEb34DhJT2EDd41bALrvbwDcNO4FZCJhcq7XOUoD05B0Pspp2nnYgHS+ubUNwPXVJTARiTTner1eJ5QGisjkPOzo/zxeHz4hp+H87ASISMQyAYwkIbQGTJlR6hcMxTNXotscJAoRmEoGTL/9uPrUJwtkIpPmLwO60kg8Pb8A0PR9IJ1EpVJR5l+vs07AGMIgCMK0A+xWqwAcHx0qdU3fVzamdO66LpC8baWsE8icYJkJSWJjvQxA7/MLiDKhO0/LiHUCmReRngkYkuj2ekDkfFJZJ1Boi0GU9ot6HYhItFotwLwprRPIfRnp0yDV7/cBON0ZAPA4WB7+6+7+zOcU5N4DpVIJiBxLySnxDtYEQG1/BYCH4ANIkrBOIHcGpPPYXlAUvH4r+6K2twrA72JZuR2tEyi8ByaVnh25J6wTmMnL6TjpU2OdwB/ndMOUSmiJ0gAAAABJRU5ErkJggg==) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoElEQVRYhc2XsU7DMBRFj4GNqSA6IIEoUxcKLAjB0gEJIjGXn2Bg4DMQqhA7M/2BrCxQxBd0IqhFDDB0YmCozFA5sRNCmhDs3imRreS943efbeF5ngTo9XroCoJAYEEzNn7ym+bUw1X7EoD+yzMAF+1rCaWSkLF3AZYJSCmR0owjJKAyX11bB+D87BT4FxJhPEYANiTEOAdFQQhBmJVyw/HRARCR0GoCKIWE1ANw7oJENhZITDkBpQIkfvS5pnBcJ1CqC/QPTzqeuY5pJO4fHgG47XQACIIgbwACSu4DcZ+njevKDMD3fWONNxsNAPb3do15OomsOHMFUERpS/Dj3LwfVzWhSKwsVwEYvL0DEYl6vQ5E54y0vuG8D+RegnhNwJhEfzAAoswnlXMCf97ja7WaBDhptYCIRLfbBbL3DOcECtsw7gal4XAIwOHGCIC70fz41N3/nE4XFO4DlUoFiDJWUi7xdpYkQHN7AYAb/xVIknBOoHANqMy1vmDIf/ow+kVzaxGAr9mqsVM5J2Dl/gfJ2lF9wjkBqxcTSLrGOYFvqxi8LlMAjCYAAAAASUVORK5CYII=) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur253393 1.3333333333333s linear infinite forwards;
}