@keyframes rwdcur80821 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYhe3SX0hbZxzG8ScxRGLUMSijnE032kOEMJniEB2bR8X5jzIRdre77MJJhRHwQi+CeCMiopfeBUHwIoII1s65knisdKADKzMBR1oco4eDSkxykpyT97zveXdTpXRpa7tMGPi9fOF9fx/e9wWuu+6l+Pff8c3NTX5V82wvLywuLnJBEKCqKgzDOGWM7RBC7g4ODh5dCQAA5ufnOWMMhBAQQsA5Vyil0vDwcLzYAHuhRULIqa7r+OG3bQSDQRwfHwuMMXliYkK8EgCldCefz+Oz3d/x+PNPsbS0hEQiIXDO5fHx8aIiCgLy+fxdSqnS3d0Nz9YO/mhpxPLy8gUiEAgUDVEQ4Pf7jwghUnl5udLX13eBWFlZwdnZmcA5l0dHR4uCKPgJzwsEAqLNZpPT6bSwurqKeGsTbkd+RU9PD9xut2JZljQ9Pf2vPuZrAQAwMjIi2u12WdM0YW1tDU/amnEr/AidnZ1wu90K51yanZ2NA0AoFLrBGJvTdX3Q5/OdXgZQ8AlebHJyMk4IkVwul9LV1YVb4Ud42v4F1tfXkUwmBcuyZL/fLwIAY2yOMfYtpVSemZm5cRnAG2/gvOdD5EwmI2xsbOCo40t8/MtDtLa2orKyUrHb7VJdXV2aEBLRdd1rGEaMECKNjY299iYuDQCAoaGhC0Q4HMafX3+Fqp9ltLS0oKysTKGUSl6vN00IiVBKvZTSGCFEmpqaeiXirQAAMDAwIAKQNU0Ttra28FeXhA9/iqCpqQkul0uhlEoejydNKY0wxrymacYMw5Dm5uYKIt4aAAA+n+/iJra3t/Gspw3C/TAaGhpQWlqqMMYkURTTlNIIIcSby+ViuVxOCoVC/0C88RMWKhgMxk3TlJxOp9LY2AjhfhhKbzt2d3ehaZpgmqYcjUYrTdNsMwwjnslkvMlk8sdCZ70TAAAWFhbihBDJ6XQq9fX1uHnvAdQ7Hdjb20MmkxEopXI0Gq3MZrOJVCqFVCr1sNA57/QEL9bf3y9aliVns1lhf38fx9904ua9B/B4POCcqxUVFR8kEglomvZeLBbLFB0AAL29vSJjTNZ1XTg8PIR6pwPN0ScoKSmBzWZDMpl8fHBwUF9ob1EAANDe3i5aliWbpilQSkEphcPhQD6fh6qqT1VVvf2fAgCgublZpJTKlFKBEIJ8Po9UKoWTk5MkgPeLOeuV1dbWijU1Nc+qq6u5y+XiADiAtSsZfl5VVdUnDodjDcDJ8+EfXSnguuv+V/0NU9j2o4iT2N0AAAAASUVORK5CYII=) 4 4, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur80821 1.0666666666667s linear infinite forwards;
}
