@keyframes rwdcur131751 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 37 37, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAABLCAYAAAA4TnrqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOUlEQVR4nO3cPU5UURjG8f/lY9CEKZjCgkQzBR+V2hBKO1dg6QZs2QGswFVYugK2AA2aqHwEQQqnGhMoRBKuxZ25c8dh8D4FnJfM82tI4JK8Ocwc/pycAFZblnqAivyWr4WYcyb1AFX5uzZkGawswbMnAGRvPqQdqiLUYvFqHeZmU08xVqzFmpuF459weASNR/B8JfVEQ6ZSDzCke14sVLsNzXnY/ZR6oiGxXlkLTVh7UXy8zuHgDDhOPVUp1isLioUCmMpg9WnaWf4Rb7GgeDsGFGuxTjrw7Qfs7EH3IvU0I2LtWfuHRWetLsPCfOppRsRaLHeWwJ0lcGcJ3Fkid5bInVWDO0vgzhK4swTuLIE7S+DOErmzRO6sGtxZAneWwJ0lcGcJ3FkCd5bInSVyZ9XwQDrrtotk92d8Z0WYL+vfqMvzj28Hn768qtc7E/Jc70JdNvht2D0fbK439U6rObnP9Uz3Pm5uLl5CqwWPG8UDn78WvQNw9B1mGtDpwpf9iXtua+cXwNbgbfj+dXmPc2jl+71zejpy33NSnss2tmHsnnWToPvJfTzX37PKxfr/d9+98gdW2U8C3VYuN/gI98xzTjrw+0/xFlh7Wc2HCPMF+9vQ51kCn2cJfJ4l8HmWwOdZIp9niXyeVcMDOc+KwZ0lcGcJ3FkCd5bAnSVyZ4ncWTW4swTuLIE7S+DOErizBO4skTtL5M6qwZ0lcGcJ3FkCd5bAnSVwZ4ncWaKgnRXi3lNP+P9TaoK/Gd+1YlE1eGIAAAAASUVORK5CYII=) 37 37, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAABLCAYAAAA4TnrqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqUlEQVR4nO2csW3DMBBFj0GWSCtv4hVSZiQvkAVSZiQL7jyGUoiMGCYRdCysT+q9RjZoGIevE/VEEDKDzYS9C8iYVsYk6nzeu4Cc6XKeP1xHs9NgNrxYeP3Yt6gMqbDsOs7HGJQaT3sX0BJanXUa5mPqMLHu0gorDycFJoRWWIkUmlhgzFkONMMa74s+CKF1GY73+Zh5lhJaYeFZ/aDVWXiWAzyrAjyrfTTDwrM2gGc5wLP6Qauz8CwHeFYFeFb7aIaFZ20Az3KAZ/WDVmfhWQ7wrArwrPbRDEvcs9Y2kj2O/z1Lob6QdtRN0+W87jnpbB9wPG6oC5qXoSjL3TCfI0rPKeeQo43/Cqtszfy2/dez2pHGI0tY+Q9Lzyn/6Gjjke8J3gSYPt+WL/HSCO+33eopCKmzFPaZLyfsxxxyM9OoT+xxh/UsB6xn9YNWZ7Ge5YD1rApYz2ofzbDE17M0wLMc4Fn9oNVZeJYDPKsCPKt9NMPCszaAZznAs/pBq7PwLAd4VgV4VvtohoVnbQDPcoBn9YNWZ+FZDvCsCvCs9pHY9xSRf08pOPgChxYkqozs4HUAAAAASUVORK5CYII=) 37 37, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAABLCAYAAAA4TnrqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVR4nO2cMW7CQBQFxyiXSEuOlJKL5QIpORJWOo7hNHZig4V2V1F2lLzpWEvoaRD/2egLCMUMvQOsmB5cU+R86h1gzXQ+fb8Yr3AZGd4+uuW55dA7wC6zKF6OvZNs8Mlaizo+906zwSVLLApsssSiwCbrVtR47ZdlB5esW1GXsV+WHVyyFtKGhYiHvEuWWBTYZIlFgU1W2rCCtGEDacNCxEPeJUssCmyyxKLAJittWEHasIG0YSHiIe+SJRYFNlliUWCTlTasIG3YQNqwEPGQd8kSiwKbLLEosMlKG1aQNmxA2obLftajRbLfZX/IG/INy0bdtLdItjtD/uH5vFA33H8NpYG7ns9sZRmCic8PP/2Gf/Z8I8sUzHY+8zXg7650YDqf7gIPr++9Yy0My62DYc98evDJGvLJbkrzbFhBng0ryLNhA9JnQ58s8Q+ALlliUWCTJRYFNllpwwrShg2kDQsRD3mXLLEosMkSiwKbrLRhBWnDBtKGhYiHvEuWWBTYZIlFgU1W2rCCtGEDacNCxEPeJUssCmyyxKLAJittWEHasIG0YSHiIe+SJRYFNlliUSDZe5rR/09pqOAT3DDcpAhVtrkAAAAASUVORK5CYII=) 37 37, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAABLCAYAAAA4TnrqAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfklEQVR4nO3cP04CURRG8fuMFQXrwI69WLoI1+IiLN0LnayDgnYsYIQZ/sQTje8rzq97obm5CWeY5IUq/VjrPcCZ4c5nEXM+9h7g3PDxUrXbV222VetV1XJR7fm991jfHnoPMDFbVO32vSeayFrWfFGbbe+JJrKWNV/UetV7oomsZc0XtVz0nmgia1k2C7BZgM0CbBZgswCbBdgswGYBNguwWYDNAmwWYLMAmwXYLMBmATYLsFmAzQJsFmCzAJsF2CzAZgE2C7BZQHizxvtZ9y6S/Z/bzUqYr4036oZrF8k8H87t7bOqqp2+hiGDRZ6PTstKGSzxfLGslMESzxfLShks8TwWfgz87x4Uf2N4fboV1wRt/OmQcM98uB7Xw5Oo82xVlfaj1HdDwHdDwHdDIPzdMGtZNguwWYDNAmwWYLMAmwXYLMBmATYLsFmAzQJsFmCzAJsF2CzAZgE2C7BZgM0CbBZgswCbBdgswGYBNguwWUB4syLuPR3F/0+pgC8wG72K2WGr/wAAAABJRU5ErkJggg==) 37 37, auto;}
}
div.testarea{
animation:rwdcur131751 1.6666666666667s linear infinite forwards;
}
