@keyframes rwdcur173005 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzUlEQVRYhe3Vz0tUURwF8M+TEEnBEI0KGS4uhChI3BUkrooQon+gH0ibaFO0qhbdaBvULoJcFe2zFkJF4DJCIWiRhLyVSUGEjiEK3RYzERjUvHnDrObAhccX7jnn3vP93kcHHbQAKYaBFMPuZvZmLRDfhzt4jiWMZzF/2uj+rpLiXRjDnizms/iGSorhRophtBGOXYUElx4lby7yTu2si19Z32B4SHogOTzNq5mzsqyK1UY4S0Vw7Whvunty6AjeYwIrWcw/FeEoFcHi5w2oqt3kKE4U5SgUwU5s/wSTmMcTTRyo1A0M9YJZtbxnspj/aKuBSn8v9GQxr+J8Ga6mcLwitV10B1KKoSvFMN0sQakIxveDHhyCFMNEimGibQb21prwHB7WS6t1I+0xMFd7crbwJcUwrtaIl3AmxdDXCEepd6COF/heXx/xuF7fapeBq7iXxXwZyy3gK4TSY9h0D6QYXn64fOD397EUw+1meApHkGK4gDWcuvl6ZbteXvZnEgqh0O84LdxP3l5hDusYHKAblT76tzl4mrHJKTPX59CdxXyzpQb+MhTDIEYwhWdZzBfq9REMYz6L+T85WjEFm7i1Q2gFa/8T76CDDuAXDCCFCgqyDisAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur173005 2.6666666666667s linear infinite forwards;
}
