@keyframes rwdcur67852 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGkklEQVRYhbWX228bxxWHv10u90ItlxddKEuWrUiKLSWuK8duihhFjdQI0qI18pDWQFGgf6D60AehQNAWCNombh0YhuP7LZJIq5REUhQpLsnl3qYPHFpSItty4wywIAnMznzzO79z5lD5+v59/Vi7pQ/3Orrq91QCPyQKfRA+glD59af8kEPpXPuXY/W6Dr7nEAYpEDHgIsQusIvAU678Lv7BAMTf/zJG4I+Xh499mi+u7Jim5gIusCmfmvztK1euvnEQjZ6nEseOvdvgv4s/OR88vMd80PFJamXgCbAiQepieckFwjcJohJHMQjVaTe7IgiwF89zY3JWXwmVacLoI+AXwAVgHpgAHLG8pIvlpTcCoIjlpSxwCvhZbSh7Lpg/QxgEdD2P2uYGJ2tbTCYEJNR7wFNgDagAu0CHfmi+F4AJTAMXifnw6cIiumEQhiFCCDzPo7m5yelGleGk4qM+B1n/Fkj4/4CogA80gDIq9UR1CwDf9/E8j2QyycjUFM9m57mmO3rbC88hxMfAReCshB8BbLG8pL22AgBieckB5oCfx0ry/NrCWaIoolqtIoQgnU5jGAZCCNrtNtFGmfd7LhhaHXggFSmzlzHeUY06ANDpG+w94vjK3YkZbWh4hEqlwoPbN0mZBuMnZsjm8ui6ThzHtFotjK0NFsMu6NqmBFmRIHWOmLqq/ByEoYKqrk7s1BBCYNs2hmHw07Ec4eptnty5Sa1aJYoiMpkMydm3+XJsigehOk4QfghcBt6nnzHHgazMGPXw7aUCUgUTOAFcJBaX7761gGlZrJeKGKW7fLB4jlq1wvW1Er5ToDA1jeNk0DSNIAho1usc295iVo1BSzwCHrJXQxovCst+Mp++o9dRlYpdr6IoCplcnpWOj/A84jDi43fmuWDD1p1/s/r4Ac1mE1VVGSkUaM/N88/0KBu9+DRRfBl4TyrhAIca9DmApHPpp9bqdKtBGIZYlkV2cpa1jTKe7+P5PrZu8psz73BabVO69SXFlae4roumaYxNTrI1e5ovrJxd88IPiOIZIAvoLwWQw5NylRChFzZ20DSN4cIEX5c3KOSHEUKQG87h+wFjdppPzswz2dnk6c0veFZcpdPpYJomzvg4f6o29Mp6eQZIvVIBOUIZhgqKsjrV2DNjmCnQ7XWp77qgqgzlMmSzWbpdj5nRAp8szGHU1tBUBdu2qVQqFG98xdjJ46Hc/NBsOAAgK1mHfj6XnF6HbruNYRiMHn+L++vPsC0L0fX6L2gJMqMjpDMZrMwYdm6UkdFRoiiiWCxyKZseqOrLw71Sgf0qlFGVcm6n1jdjNseaF+HYQ2zW65JYvj6UhUjAkEMyqdNoNHjy6BG/+vG7yJC6Rwb4thmn3CZBEGBZFvmpUzzb2iSMYoj3KaqZVHe2SY8UUFSVRqOB025BPr/Lvn7iqAogJ9eBMkQuO3USiQT5kTHubFUYy+XZbTRAVSGZgqRJzeugW0OEYUir1WJSSyCVHJTmQzd6EUBI3wtlFGX1ZHObOI4Zsm2i7DjdnodtpSFhg9tm/f5N2gkNFJUwDAmCgGEjOTjIodK/FGCfGevAWiro4rkuuq4zOjnNrVKJlVqV6w9v8VWzSbMwiT01h2GlUBSFZDKJommD9V9YhuEFublPhV1gE1VdG2vUpl3Hwclkac0tkpgYZ0K3EEAcC6IootvtkkqlSKfTlBJJ6Od/CjDF8pJ6WCl+IYBy5WoslpcGKVkcd5vT93o9LMvq14U4plnfodVq4bouYRhimibpdBrLsmhk8+D1UpiGA9hAQywvfccLr2ogBmYsobKu7WwfF6MFyuUyxeIajx89It3a5bimMmqZCC3Jmm7gFSaYmV/gHw9ua5fm51L074KUVPWAJ5Tv7rk3ZOPp0O96znpq8tJnPuZ//vZXLugqvz33I8jnXfq57tOv9ylarvl5vaV9oxna7w3l+tBI7hZQkoc5cCu+FEBC6EAeOEEUn7rx+JuFC3PTbZJJTy5Yo++VmL7h7MGJn21tZz9v907+cWL4z5jGAOBAI3uUHm5wTZdIqO6Fhbefyo08+jm+K+cMAEwJYE8Vhs0/uJ37n7V6Z3+paWW0hM5easZHUkCqoEpYk72LJZYQB/6oyMa0HwqZAXi+eS1k7qKtX2OvKvrKlatHA9i3+PPvL2vB5Tz9wCMU7Z5mTb8bdW5L8NcHeN2xTzkdUEno2rV607mYscpI5V5apb7vkKHx6Z/YI/JdufkghPwP9hgSZ6jPh4EAAAAASUVORK5CYII=) 1 1, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur67852 0.6s linear infinite forwards;
}
