@keyframes rwdcur236815 {
0%,15.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7ElEQVRYhe2VP0jjYBjGfwkW4SbrB12qGSTg4tQOHxRuOFyLZHG65S5TO3RwK4iTCNkcOtip5+LkUqSr3HBQyFAnl0IoXL0uhc86HXhyxEHzmWtLS3uDS34QyJ+X53ve732SQEJCQsI7Y4zf6FcbYXRuee7E82WYpbkyXpgtO2/XEP6PkWjhcc243sq4Q4CnmwCADSn55fvLrK3ZkJI/r3qpnP2PMctzDSPe9dNNQNvvUJB5WqUK61+/IESatPq98C70q41wJD6g1Ij7b+cU6zWtHRkZnDUx4123ShUADg6PuBZrCJFm295auvttewsh0lyLNQ4OjwBolSp6hwFMy3ONwVkTgGK9xuVVkzs15E4N9eIBjxNjmtd9wKM2EeldXjUp1mu6e8tzDRNeZjH0b2n7nTeRcDAh/PHT57kmptXEtdp+h6F/q0dqRo4zcoeCzOtCy8hOiP/4fjE3B9Nq4loFmScjd/SOmvEQtkoV9vccNkWGTZGhG/QAsFldKISW5xo2qwB0g57W299zdM6yZYd+tRHqEKZytp7Prnrg9OQYpUbaxDJ0gx5KjTg9OWZXPQAvOYveAnj9EsYDli07OqVtv7Nw93GiMEajTeVsosDDlA9cv9oI//6818ciyZ9lYpbmu/8LEhISEhKeAYLRAExwjITPAAAAAElFTkSuQmCC) 15 15, auto;}
84%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur236815 0.83333333333333s linear infinite forwards;
}