@keyframes rwdcur148275 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnElEQVRoge2YS2hcZRTHf3dm8qBJm7ZUCDGlsQpFY6OJj4XpzCJNKZIOuDAtiNKFyBSKi1ZBbBfuiouWutBF6oN2EbQkBrRViJGCM/ggtInGCGkoSZCax2hM0kYzSWbu5+I+cp+TmXsn2Th/+Ljf85z/+b5zvnvuhSKK+H8juAk6tgOlwPJGCA9shFALKoEFg65dm6CzoBCp0ahQ6zurtoYEoLVr/Arf6BMQqdGoXt/9YNXszK3njeOTfhVshgvpGPnprYJz2BQD0jtOsJj8kuDSj8ZuIYEIBcmgxIkneDEgV2UiNRolveMEiDSh+Q9Ngx+f28tH5/aSzgCw6IEHAJLXhRaI9SYs3Y4iqdo6u38D4LWzY8iCEiDtVXHI60IDBJdwN0ElvX3/dRaGj+jkAWRljWfy4D8GFPKgEHUqKpbfF2yrv6a3Xz0zBgXwAD8C1sgrrZw0lb8ukVoWfnXrKNwt5HYCxpMQkDrZVDCV4C0GyoElOsghdA2wuFShYDSgzlC/p5ZdKIQBJlASszkAYnlo6TDUS1N5UswOzYByYNzQr+3VlKVvrv3td7n8zmlHYWd6Era+TxNDJGOn0ONlpdw2xw80A5RY0HYqpjrHWltHbcOzfNY/UlASfqAZoJyrRrQDGGmC2IBtgSwEQ3f/LIRuawR5ihDtFpJxD7PChd/IU8rztPq8ZCjuV4IwFBvyvoV+Hp/KOi6EQJI24LpxQb4GSN+dfTmfy1NBh0v/7acNjZt5iwVv7wEJEK6k8oUQkP3EFH0ubuz9TZxm/bevQ07kA9ucOr1noye9LLrlZdFL6nMBh63wlU5//8Mvev1G+xt6/d70HC8kPtHb0bYWWg+26cHd3dNJJqNm0ZKkuJEdASADEPk2AkD8cFyQMRvh2YWOtR+n+bknTH1CCISFTLSthUOtR0zkt1RszUVFJtwb1skDRHojEDRfp76yUasR92fmuT8zbyOvobunk/qGJioqq8yC7EEcAkgcThBvjRNvjbsa4dmAq11XdCMONDfS0nWB8/Ig5+XBrORzxGq4tpFwbSN3xpLcGUuajDDCcwxU1+zhatcVjrUf5+iLr3CguZE3A436uEa+u6cTgPqGJoQsIwUc9uzCTfB4V/kK4v1PPsO1rz5nNb1CqCTEe/y6NvjFWl3beSkQIDmTNAtxIX858Y0tnpzg+6P+kX2PeV/svvPSww89YGJvDGYjfBkgyzLBYO4/uG27n81tghD+OowUzO5ZmkOW4p7xuWaCs3/NIsuyrX9osJ+hwX5TnwP5dZGVvHoTaTO2AP/YPmBOqbfGxQHjXABRXbMHkGyZ59Qf4wBR4Loyrw5Jkmz+PD05YZVpIxjpdXabvyfKABiO9ekuJJuIa4IvDqwbRUZiKqmDwA1NzvTkhKiuqVtPjBV63qOR3Vm3rLeHY33KYIYS4xdZhYOgMgrz9y4vSGXBhfoPWpj7XehkH+84ZJ6kphRGcv86yFpRiw37SucJWNxn2oXQo2Xztj63uQBiOWPcZQlgONYnbEbg889cZYn5pbS4Kkso8WTdDCdX3A3czUujlkJkCpSgF1FEEUUU8R97Jm+NoLQq0wAAAABJRU5ErkJggg==) 6 26, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 6 26, auto;}
80%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnElEQVRoge2YS2hcZRTHf3dm8qBJm7ZUCDGlsQpFY6OJj4XpzCJNKZIOuDAtiNKFyBSKi1ZBbBfuiouWutBF6oN2EbQkBrRViJGCM/ggtInGCGkoSZCax2hM0kYzSWbu5+I+cp+TmXsn2Th/+Ljf85z/+b5zvnvuhSKK+H8juAk6tgOlwPJGCA9shFALKoEFg65dm6CzoBCp0ahQ6zurtoYEoLVr/Arf6BMQqdGoXt/9YNXszK3njeOTfhVshgvpGPnprYJz2BQD0jtOsJj8kuDSj8ZuIYEIBcmgxIkneDEgV2UiNRolveMEiDSh+Q9Ngx+f28tH5/aSzgCw6IEHAJLXhRaI9SYs3Y4iqdo6u38D4LWzY8iCEiDtVXHI60IDBJdwN0ElvX3/dRaGj+jkAWRljWfy4D8GFPKgEHUqKpbfF2yrv6a3Xz0zBgXwAD8C1sgrrZw0lb8ukVoWfnXrKNwt5HYCxpMQkDrZVDCV4C0GyoElOsghdA2wuFShYDSgzlC/p5ZdKIQBJlASszkAYnlo6TDUS1N5UswOzYByYNzQr+3VlKVvrv3td7n8zmlHYWd6Era+TxNDJGOn0ONlpdw2xw80A5RY0HYqpjrHWltHbcOzfNY/UlASfqAZoJyrRrQDGGmC2IBtgSwEQ3f/LIRuawR5ihDtFpJxD7PChd/IU8rztPq8ZCjuV4IwFBvyvoV+Hp/KOi6EQJI24LpxQb4GSN+dfTmfy1NBh0v/7acNjZt5iwVv7wEJEK6k8oUQkP3EFH0ubuz9TZxm/bevQ07kA9ucOr1noye9LLrlZdFL6nMBh63wlU5//8Mvev1G+xt6/d70HC8kPtHb0bYWWg+26cHd3dNJJqNm0ZKkuJEdASADEPk2AkD8cFyQMRvh2YWOtR+n+bknTH1CCISFTLSthUOtR0zkt1RszUVFJtwb1skDRHojEDRfp76yUasR92fmuT8zbyOvobunk/qGJioqq8yC7EEcAkgcThBvjRNvjbsa4dmAq11XdCMONDfS0nWB8/Ig5+XBrORzxGq4tpFwbSN3xpLcGUuajDDCcwxU1+zhatcVjrUf5+iLr3CguZE3A436uEa+u6cTgPqGJoQsIwUc9uzCTfB4V/kK4v1PPsO1rz5nNb1CqCTEe/y6NvjFWl3beSkQIDmTNAtxIX858Y0tnpzg+6P+kX2PeV/svvPSww89YGJvDGYjfBkgyzLBYO4/uG27n81tghD+OowUzO5ZmkOW4p7xuWaCs3/NIsuyrX9osJ+hwX5TnwP5dZGVvHoTaTO2AP/YPmBOqbfGxQHjXABRXbMHkGyZ59Qf4wBR4Loyrw5Jkmz+PD05YZVpIxjpdXabvyfKABiO9ekuJJuIa4IvDqwbRUZiKqmDwA1NzvTkhKiuqVtPjBV63qOR3Vm3rLeHY33KYIYS4xdZhYOgMgrz9y4vSGXBhfoPWpj7XehkH+84ZJ6kphRGcv86yFpRiw37SucJWNxn2oXQo2Xztj63uQBiOWPcZQlgONYnbEbg889cZYn5pbS4Kkso8WTdDCdX3A3czUujlkJkCpSgF1FEEUUU8R97Jm+NoLQq0wAAAABJRU5ErkJggg==) 6 26, auto;}
}
div.testarea{
animation:rwdcur148275 0.66666666666667s linear infinite forwards;
}
