@keyframes rwdcur259988 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhc2XsU/bQBTGf7YqdcUMjclYMXRHYkUdq5bMBf6Ejs5qE8JWxSPqX1BgDu2MuiKxd0AdE7PEWbvkOtz5cnbOac8GpU+ycmffe9+nd+99d4H2Jto4+23Bs2jSioT3BOAAhGm3UbymGdDgrz53AGiaiSYZELM4BmBrMMDzfcRiwXwwAGD7/NwpriuBFXD9oSEJFwJi9lWBfyyDl0hcKxIn/0bCPQOKBPsQ7A71h/whgTucwJsQABCXs1hPjoIhV3mi58fbT1sDomaNiKYZAKOwQz97BCDdCeti1sVZ24ZFuu2tda+e6tgxTh0BXe1rSfzddM2oeCtxbAQ0eHAsi0ztuTAeDm7lUx2b64paKeLYSLyogktF+0IwVBW+L3+iaabTfHALvTRkHGXasZj/eKte7AFcaP9gOCRPErJoQph2dU2YGdDyqsEpt5pp4yjjcCRl+HDUKZExzfQv4pqyXVSmBu+MdqyB7CbwPB8hFrh09GN/CsgDzPSqJXGVJ9z//lTaAkBnAOCmL1vR3IK9lxccBeUMmuCAZ26Bp16SJ0thyR8SbNZLQw1603+kl4bWdaZ/Edc8uqtF6IVpV8zimDxJ5J7dAe+0yACQwsqej6NMkkiX7y5nsfTftYOXBhWTrfhGTizaLqJvSgnfd+h/V0r4YUUJl2fHT/spWSdEnlrsdLBY45yoODVHdHULqs61Gi773DJ2jPPfn4Yr4OZ9YOv1GZ7vIRaC+a/TZ78PGDeiM+nsL93FQkr8/PrUiUTjO6Ep14UVrfZcd8K1JJqANyUAFdmuyqtLoI3/M2prIosm+pKyKdsoeGv7A0y4MbpbTcKhAAAAAElFTkSuQmCC) 16 15, auto;}
}
div.testarea{
animation:rwdcur259988 1.3333333333333s linear infinite forwards;
}