@keyframes rwdcur257936 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 5 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5UlEQVRYhe2XQUiTYRjHf04ND4YUK0SGgVqHFlJj5iYoOY+JRCAIhUhJeEnQLlIgyY4hJaKHoLQUD0VgBxMFDx2caNMsFYJSazhNDLQsMXN7OmyLfdu++X1adPEPD4Nn7/v+f3veZ+/7ffCflaBjrAWwAXmAMZj7DLwCXMD0vwAwAFVAXU7OsVPFxXas1lzS048AsLCwhNs9xdDQMB7P4hjQDDzZDUgs5QAjRUVnZXCwS/z+eRH5GDO2t2elt/e+WCxmAQYA017NbcA6ID7fnKpxZGxtvRen84YkJhpWgJNajGJtgQV4CaSGEiIfddH39PRSWVn/xefz24EPegBSgCkC5f+jEIDb/ZaOjqd4PF4MBgNZWZlUV1dgNp+IWri1tZPa2ttjgB3wa4W/A0isyM8/LcAnoAEoC4YTWHY47OLxuBTb4fPNSUlJgQD1Ws1TgR9qAMA1Av+KSCUBDdnZmVEQk5MvBPAGx+yomjjmlzXMrzebj0c1bWFhngAXtAA8UzHv0zI5qPG+vocKgObmWwK0qU0IL6lVZUyLDoCWtrYuRcJqzY23tkJq5de0f0GZMjKOKiqwuDgmwLLaBEPEZ6T8wLYOgI3NzZ+KRHJyEsT5ESFjP7Cl8n26DoBMo/GwIrG29g3g+04AAJMqY6p0AFwtLz+vSExMTMdbWwEwpjLmOmHHchwZk5ISq2pqLimSLtc4wKiG+dhQb8ThHSCMwExTU52iATc23onReEiALC0AAK/jQEwBFSgbKgW4Asw2NtZGXdnt7U4B+rWaA5yLAxCKFWAEGDUYElZLSx0yMPA46mr2eFySlnbwF5CrBwACp9ZOEAKI1zsa87lgfX1GCgosAtzUaw6BEj/XAhDLfHX1Tej8f7Ab83CIR3oB+vs7xWRKF+DuXszDdRFYigewvOyW7u57YrOdEWAecPwt85AOEOj+IYLPiRHxlcCNWYb6ka4qPe8FBA1yUL4XzOk13de+9hWu3zHLGHcAXOrnAAAAAElFTkSuQmCC) 5 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 5 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrElEQVRYhe2XT0gUURzHPzs4uYfFk9UethBzLwUdFgrxVG0WKFgGG4ElURSidPEkHesY1EUpD0FBIIh/KCKJgi472T9qo3LBaF1xQys0aN3A2plfh9lddmrHnXGFLn7hXd6bN5/PvP3tvDfwn+NxcW0IaAT2ALW5vgXgJfAUeL++amYU4AzwDpAy7TlwfD3hDcCkA/Df7SEQqBTe6PVWp/v7L7mF59s3YOda4SGvtzo9MXFLRJIikqxEosEt3At8HB4eKMArEMjXheJG4EpHxxELXCQp8fjj/A1ngT6gLdcuA1/KSPQ6hftUtSqTSj2zwKemHonfv0WA8zZPU5WTshP4nLumbLoikRYLPJOJSyDgF+Ckg/m9q0gctZtU/ETN7e2HLYNDQ/dIpRYeAHccCFwFXtuMNTuYz+z09BPLCoRCuwQ45GRyLp3YF2PJFF7FHg+SzSZQFHNRRARV3YGuGyqQdSgQAOZK9H8FtpaakP8JFI/HU4ADZLNZdN0wXMABftr02xZhnmgYhvxKp5cLA6qqUlPjUwC/C4HtNv3LNv2WIozFYlOWwUikBeC0C4GzNv0xJwIvNO2VZbCnpxPgAuBzAK/FXta2CIvTGAzWia4nLP+E7u5TAmhlJGqBD9i/B+qdCAC8GR8ftAjoekK6ujoE80xwAmtBeTHPC59WgU84hQPsCwT8srT01iJhGDMyNnZDwuGm/C43ibms31cBC/Ab2O1GAGCgtXW/rKxM/7MpiSQlmYxKNDoimjbqZDe86BYO5hLfbWs7KJlMvKSEw2365lrgxRK3g8E60bTRtQhcqwRenGPAfDjcJCMj12VxMVZOYAY44Abg5Fi+KSdyDthbX7/N5/dvRgRSqXnm5uZ/AFFgELgPGOstUBwF85xX/F2QcHmPjWxkI5b8AYLmCYMzBeDDAAAAAElFTkSuQmCC) 5 6, auto;}
}
div.testarea{
animation:rwdcur257936 1.3333333333333s linear infinite forwards;
}
