@keyframes rwdcur217138 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZ0lEQVRYhcXWS2icVRTA8f/3mEwymSSTYWKGYIcgY4SoCDY0tYqCBkrSR0BpUFSEIgqJ4gsV1IVuWjemxoKF+rZUiNRFqBhDbRdiJYVKjdWqMYGQJpM2j8l0MpP55vvuw40RqYsE5pEDd3XP5fzu2ZwDmx1HTB3azPqmreh5F/3MpgEAbBh4gyuPbQpAAH4wbfyf9HJ2b9kBeUABNYRsA2vwCU7eX1aAAFygyoQqwpUaPfQoJ7aVHaAU1BDFTzCokMOPMHhbWQASiQcIoLa1hirqsbDDAudUD8duKjlAo1hDBBohSCN+6jCxopL86X182lRSgEKg8PDQrJyDurYwAUL4CGBgNHvkTj3I0UgJAR4CB4mDu6q4r89PBUEqqMamEqDVY3V4D4drSwKQuCgEEheBw9gZibnFwMKHhQ8THwrd5pE72UV/ZUkAa8VdVpj8cpr05avkSKGQWNhY+AB1r0f2q50csIsMEAhcBC55VljOT5HgZ2Y5zzy/k2UJ0BhYaGSXR/ZYB2+axQLYAgcAhUGOFHP8wjjDjDNCPXFuIE4dMaoIYWAgcB8G0sDTxQBY23hqq0LuUQiWmeIig4wzAoBDkiUmMLHJMM8qS0g8FHJrjPbALD99VyjAlriARuIyxxh/8u3a3es+Gs60sCMO5s1ZFuJJploMrHg1kVA1kVfa2L98no/fLhCQR6HIMv/vz4H3gAMeC/zG0Oj1j+I8EJbkWwROfAfPhn/kcLIggMDlCr9ymVGAE7ez74UYd0Vqmxpelotqe97NZhxSx0d47QuACU4ngdF/TkFhejhkWWCGcwDfN3PP41vYfmON3XhBJGTvqrucAh0J0nh8F4c+KLTg/wAOaRaZ4A++uQR0T/GDEyD8Tl6kzQQXbv2a57uH6GsP0tBXT+zJnRzsKCogywJJJhM2oU4gtYt+U5LfvcjkobMMTK8lfsbe90OVsQkfld3FBNg5kmmJ2ylITQNUEMDDaTcxp69PDhj1SYEbLCaADt7aUN5AVLe+yCXvbp7rLSpgI3HU1Hd+2KWv9fD5X7fQGSg74EhUj73E+MU29sfKXrwf3XzQ0PohPirJyr7uaM2QC6X1LCskEqUArDtWM1xNXGPmVYk3UwrAuh2YY8zOMHdHjmTRdoD/xkY60JRiZrfAjZYC8Dfn42SQrbvo2AAAAABJRU5ErkJggg==) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur217138 0.66666666666667s linear infinite forwards;
}
