@keyframes rwdcur150730 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2Wy28bVRSHv7lje+yZiZ233SiJDQUWaXgkkgEVsSjKphESgpX/gSwqIVRg1UUkSyiqWPDYpwvYeVeJBbAw6qJSSbAaiYamoopIYqomjanjsT1+TDwzLByECrHruFn6txlpdO75fffM3HMu9NRTT13KTcb8p5HHc9IFmQTjwEKp2vgwk0AEFC2o+DyVQsm4A6RVv/btuW/MPzrNJ53AWAWWhMpHofOIUERDjpjo62NYkRolb57qFqj3ws5fj8vXqnXz43iKyqkAZBKMui4/+V9iOjQL/VHw/36G6rnd/weXNAor4NxXNseG9c/9S9lrzwSQSaC6LquWzbTsA/cQoh9o1PaguGXiFED0g3oWQi+D5tcQZYXqfZncmrVRrhjxdpUQHRRgyTPBtJAAC3yj8PA7M5tfNS819ok6Fkpjn2jxZy79uUz20W8myqaKPiYQrxhTAUX7ousKZBKMyyo71iHCqYHkgiS4IwveiqcoHxOvA9cH3mFuJA5SPoRI93Fv68FEPMWDbiqw4JlAuFXABcBqZQ5w9P79gxtkqwcg+eFx9ABgoZXB0wDmag+fCE61Mn8CwuWqsQ52n4HvBRNgrlV82z5g27zmFGh+KAmEYPEpwP/oe7ETwvtIxtXzAFOtAttWQAj83uEj0mbkXocAe9VCA7uvjmhuMdgVAFBUxkEPa/hGQQuEJt1krJPuGbF1E0c1kcohgGJXAJLExsgbMPGeh8BZiAxpS8B8BwDz2vOAC/VKA2CjKwAgbW6DFDYYelFDFrxbP3SKbjL2iZuM+Y5bkEmgI3FlbChM4O4ZjF0TIN0twLJxC8etgF7RsSO2encru1iznBUpuW0daw7XBy4w6cZqyDkv5ioOsNzKoJNW/NXg69rl8IyCHcyTuw0HN8jicnXquXHHK4tfft3M5oF5JK4MXGBy9FWNvh9H2NFz5DLml/EUnz4LgArcHLrI7OAMyKaGWTUx1kHaCVEvNBgcVnHCFt4ZA/8wSDaUbmvsps014O12s6DjaQj8EHyT2cishttv/pug0Xy6R2fDOYTcTSiusAZcjKfYb5f7pPeBz4TK5dB5hBYDpR+U/CCOsCljYG6DcQvHqfA1sHhq94H/gIzT7O1zNDtckOY536D5ty+3Gjw99dTTcfob1Tc/QVhpCREAAAAASUVORK5CYII=) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur150730 1.3333333333333s linear infinite forwards;
}
