@keyframes rwdcur134521 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRYhe2VsWvCQBTGf3dGB2k7FIfSsRQ62EFw7FTQzclBnNylU/8YcejmUEoGJzcdLUJBkFKHQukfIFLEioOaS4dcxQYlMVo6NB8ELnffve/j3t17ECJEiP8OsQ050zAlUATKQAqIA1OgB1SBh1auoH7FQKZhngOPQAKQaygKGAJXrVzhba8GtHgXOHCJLwDDZWICpP2a8DSgj/0VONPiCmwJogb0gSRQ0uJ6nXfgwk86DC8CTs5PdPAZ8AIi28oVPlZM3gJN4BKIaX4RuPcKvi6XbpRxjh5t4Ic4gP7P6nU0v+wjti8DqZVx3S3uMlHfsG8nA3GwcT58PLElN74vA1Pnrgqf/CV3ui8DvZVxPtMwj9eR9Hx+w76dDFRx3jY4N7yZaZgJl3gC5xXE9NRE7/NEwDqAVIt5TRrRvlrMk9IwSiAC1YFAlXD41EVZFrGjQzUbf8r5eMxp9hohI1tXQj8pQAdLA0NbWWo2GjFod3iu3MlBu4MQAtuyvnuBb3EI1g0Laj67EZFISkgZt5Wa2pbVk9FYBTC37YYhQoQI8ef4AmC9nXLJfTzeAAAAAElFTkSuQmCC) 15 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABr0lEQVRYhe2UPUsDQRCGn91cUgRNoSlM6QdYqBAUKxuLS5dCLEJAsE/pr0mfQiRFqnSJWKilEFALwY9OLGIKlRSXZM/iNnIJkeyZCIL3wsHu7OzMs7s3A6FChfrvEkGc7WpZAnnVcQoiEkkLKeOuUm2312vIaKwInNSzOfUrAHa1vAJcqo6TfDk7l6+Na1oPT8wtLzKf3iBl7yohI01gp57N3U8VQCe/AmZc1ZPPtTOiiQSxxGzXeXu3pBUhub0JCAV8AFumEGMB9LXfAUuABBS40u12S8KK3rrdzpqwooeevb/OI7Bq8hyWAWQeWNDBHeAGROZ076DlgzwCasA6ENP+eeB4XHBpAFAAZvTYATL1bK7ld9DzjF5H+xcMYhsBpH3jynDyIYjKN/smAoiDi/dhUGJfvvFpAbS9f1UY+n/5tqcF0PCN9+1qeW6Uk7bvf7NvIoAiXm2D94fX7Go5OZQ8iVcFMW360PvG6od9AAmUgFtgDdxD3YQC94HAnZDBW1Mj5oE6ockToINtAU0GK2E4eTNIcmMAH0QKOAAu8E7aP/GFtqeCJA8VKlSoP6FPgwiZi9TjaW8AAAAASUVORK5CYII=) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur134521 1s linear infinite forwards;
}