@keyframes rwdcur259411 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRoge1ZP2gTURj/XSmIRJKiVIIVWjwuLgU7dNBSoYtgEKdC5nZzKFjIEhAcBEuWQgeHbu0cEFraEMGhGaQ4tqCCd5yNg+GwVJKD0EU4h/jO+/Pu7r27Z5pDf9Pl5d33vt/3/d6f752EFCAr562g/6RBOhIHWTlvff3wivrf5PQKRgbsj3CknsDQSwhwzwGnnFIjIVM3JFM3qMEeFTEAbZUIGlA0Eg+SlfPW1utHrraapqJR0QCIJ+IMlqkb0l+RUEkpwEtKFIicSGASEzB1Q1perKOmqXbbszfvAQDFqhK6CYmAkAyYuiERyQDAy4d3sbH1CSWlIMJ8KKj6JFEzdUNyPkcZI32LVQUA0H73E8f7JwOb0LYT1s62Ze1sW95nHhtZOW/df3qP6704CF1Gu+vVRMaP908A+FeOREY9CJSQ0/lcuRI6sDfKxapi63+13MTG+gIA9/JKEGU3ijA1A6ZuSLlyJTJqTs2zTNiSUkDp9Z9+fUJgnmM0xE5nVs5bNMePTr9D7XTs34ebbcw9uWH/LoyNYWb8uusdkhkvCZYMxCJA231pzgPAsf4Dd+SrrjYaCQBYXqy7SLAQ4N4HSOS9mJlo+5wH4HMeANROBzMTbV97nI0v1kYWpPe1hStM7wf1i7PxcZ1Gg6IPAEff+jpfW/BHNqgvDcWqgkYFkdIh4D5OR0UpzDlW+w1o0R1/IxUFTRiYCYTJRzR4JjNXBgZxuuQd59+R0EWAZSUaagIs+E/gopF6AokutlbLTXRbPQDsNQGBs7jJTWXsoocXiTJAnAeARkVzXa2EwVuZOe3wgosAcXD8LIP5vQy0pRK0pRJyUxkA8JWLQXBGntiY38vg5scR1zjCCRxu9k+al4xzAMDBrorZZj12BLutHmabdRzs9h2e+nLZNQ4LmAiQc0m31UNNU+2BSBvQjybrWalYVeysecnXNBXdVo+5Rmbq5CztsnLeevvisU3i8xxwei2+hsfPMrh92H9u3TrHg+d7XAU+822bt1blXXWiEFTYR4GJAM2o9xoxCZJcxQv5PpDURuLbOnKXKcKZKBui70pHvd9hJ6dXmAvqYYDQsxBrdEVmgXoW4vkm4ARLf9HZ9RFIm5xSf5xOPQEpbEINu3wA4Bd6hqAD3VJ7uQAAAABJRU5ErkJggg==) 23 23, auto;}
}
div.testarea{
animation:rwdcur259411 0.8s linear infinite forwards;
}
