@keyframes rwdcur215256 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 1 8, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABn0lEQVRYhe3UzysEYRzH8fcwMywiirRslLRKLlsu2xYHIjcXBwellPIX+Av8FZuj8iM5SUSUcHLisGpjw5YiZJfsbH0dxs4aZtnN2hzmc5nmeZrn+3q+88yAGzdu/kvkPixyH5ZS11UB5HpcIodTnF+BnDUKuh/qZwAVpW5M+UuAApA+QbYOvk7G4jA92Q8Ns6B3Zh+q6CgaSgGQi5BsbO5bg4NB8xpegeNT6O2BqYmQ2RXVC6rPvsgvQCoAqYhtMNON41MIdENrM6BUwsO8OaF3gNYGniCoPuQ1ajs7hYDMDjwuCYk1jLsFto/MiVjcBIwOwvDQQO4VMhitHfQuKKv7WuQbUM4JuZk1d1VeC0YMUtG8duSIqx5G8QQca+XVKnmNCulLSMfhea8wTCoCut/EVPWB6kWp7rfqFnx4bBjjApI7eSGMl0vrVqsNQc0IlDcVDsiJ+a4znwAfU7Tv+UeMA0KrbCwewBHzcpA9wO+f+udX8ae/WQt0OycYMUisWwDNH4WnxdIALEhyV6yuPK1Cy3Ipyztg3Lhx48YN8AZFF7ArHs4+sAAAAABJRU5ErkJggg==) 1 8, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
}
div.testarea{
animation:rwdcur215256 3.3333333333333s linear infinite forwards;
}
