@keyframes rwdcur37271 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9klEQVRYhe2WTWhUVxTHf/e8N/e9zEzmK+MoyWCaxAQbFaRYELspRUwnpQRqpGBAqF2Wrtp9V63LLgpdFaQVuyl0Yawha0MLNgsXVkSkkZCKQZmEYZx5eR/3dpFarFOtdqZ04x/e5nLPO79z/+ee9+CFXqgHOnbsmABMTU3J1NSUPFyv1WpSq9XkyZGguk1+8ODBXX19fa/4vj/jOE5dKSVKqZKINEQktNYWAHEc5+uLFy/++F8A+K7r/qKU2q2UcrXWxvM8IyJirZVUKmVExBQKhZvT09O1ubm51Ufj3W4BwjCsxHH8xfj4+IelUslord0oinzP80LP8+L79+9XW62WHh4e9mdnZydOnjx5RykV9wzg+vXrqwsLC18Vi8VLo6Ojo1EUmXa77WazWb2xsWHOnTs3c/v27dOe5wHEjybvCQDA+2/Wmh9x4labyV8B1ll03+WncOfOnVy9evWtfD4fx3Gs19bWso/Hdg0wYMkWYHqJ7+Q3qO4AnYYrX6KufD6+p1GtVhvpdFqstXG1Wg2stW5PLfBg0IMDaSh5sO7DWAbetjADNMMwvBcEgSilDGB6bsEdxc0xy6cO+GcUm+ct7wi8ZqGZJIlJkmQoiiIThqHbbDY74nvSA5cVwWUIAAYgZyBMQbyyskKpVJI4jk0QBARBoK21D08DgKdOqX+jNGzmYTADemRkRNrt9kKSJGZgYGC1XC7Hj+/vOUAGNrNwJgOtlZUVA6yNjY3NHDp0aElrfffR6p9Zdvt5Zthr9q/WWmvT1tqctTb3+N6OUbxv375B3/cnisXioOM43y8uLgYWNA6nsSwpw7XnruAp6qhqa2urJSLnjTGfHD9+fNJaKxQZJMvLFMDu6K1tHS9zHOewtTYrIi/19/e/AbhUaJKnQp6Kusfze/gU/d01jFOplKRSKcrl8gCQRqHJY+gjZ1/FZxcuJbJkuas+7jFAkiTLImJ8348rlcoGYMhSRgP9fIBDDYhx2U3CHNDoKYDruvuttWKMcdfX1zNAiM81ND+g2STBp48Wlls43aR+AgCQExETRZG7tbWVA7RaIrCv862a7z7hPwIYY1aVUuL7flgoFOLl5eXsqVOnzGnHMe+NIPBnEwZnz57tuiE75sDExMTeSqXycyaTyQ4PD9cfPHjQMsZsGmN0HMfpKIoaSZI0gAUR+Wx+fr5jvD6POq6hiIwmSdJIkoR6vV4ABh3H2a+13uN53i7f9/eKyOHJyckDFy5c2G2t7SZ/pwU3bty4dPTo0W+OHDlSzeVyVaVUmE6nW0opv9Vqaa11U2tthoaG6oBWqrv/2idGW2tH2fZb/7EUsn1imu1PrwGaSql6VwQv9H/rd41meWhnrrFfAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur37271 1.2s linear infinite forwards;
}
