@keyframes rwdcur90709 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYhe3WTWgcZRzH8e/M7Ca72WxI0timUmNBiAd7kICCJURBEY89iMJDzkUPuShCT9Z4EUFPPeUUXyCepKKoqFRrIRZTXYVYsJjGze722fed7O7s7uzM7DweJtsXm0ps3L3Y3+mZZ2ae/4d5nnl4tMSCGAYEsDJzZsWiz9F3ii8By/0u3gV8oRsAPP/ra+LZvgNmzqxkBg4EF6E4Z81VMdpXAIAfg4EoOEWG7ArrSoqJvgIMHRgPOvIXOOI0uKSkmOobQNfAMSA2Dr4N2R84CvyopDjWNwCAEwPdgMpPYOWYBFaVFHM9Bxg7AFeD+KGgnf4alM8I8I2S4kRPAbp+o6MRhkgM7GtQuqxoNu0B4KyS4mTPAI53o8NTEDsYtB+L5rGqDrW6BbCkpFjsCaDl3dpp+jB6Hzw18gjN9Ti5QpHtWh3gdSXFkpJCv32ofQC6i7AbX4ExFrTfeHSCqDNBLl/ArNYATgIfKykGegYAqLThrXNlAOprw2hKI18ospWRKKVOAOeUFCP/CSC0C0ApaA/C+dpl2lIjVJgEoGW32EpLHNedJfhNJ/cN0O8wo2YLEuvB+NZaFNUOA2C3bZKpDDWrcYxgw5reFyD0D0vK7MDYIfDbGvZnwe6sOjq+7yOzOXKF0pRS6qKS4vGeAEBh+qnrB5VyOUnTdPA8F4DtapWttBx3XPd7JcVzdwUw7ghQZORV/0pyY9jMJgEY+vZpnMQ4pUqCUjlJo1nFatb5cysdkbnC50qK+X8NCO8CUKpDMfebl86v6WPhh26510mBcWkOr5Onbv1OqZygVM5gNWy9brU+VFK8sldACG6fAqVcrqV+sauNjQhAuKwAMLNJxg4fZTAax9psEs4+k5h9++ATgL/zqg/42v0re60fAMLGTcU9m83kRct2ssMa2MB7wEsAuhFC+T6hwQiaruO0mjMXXs2uP/nRdw/vueLfot8M6LgNrvzxVbPtZG0NTgMPzC/zcvdhv+PRMIsAREeCc5zntqfPvziXvVtA8AV0cO1tbzO5uumrxrvAB/PL2ACJBTHUXYAArtOiWasQGp3CPHCcjcgRTi2Kw/sC5Ldrn6bSP7/f8aufzC9fn89uZgHC0Tit6BS5+DRXhx/kzcUXdtk/e5DEgjh++p0vVV+K3cu9/C/zFwj2kIsRKpPwAAAAAElFTkSuQmCC) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur90709 2.9333333333333s linear infinite forwards;
}
