@keyframes rwdcur9754 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA5klEQVRYhWNgGAWjYBSMdMBIimK/K4UfJbTWf/nzi4fh4fEcoY/PjDgYGBgYzkSbkWQOWcBp/8zvaf8UnqKLB91Ofo9NnOrAZOmp/077Z37HJudzvvKjydJT/8kxl4VYhfiC+cW1QD5yLKcK8LtS+JGSKCA6BJCB075Z3z89N+Dgkzr/Q0Kr/d0spgfS5DqAYuC0f+Z3cuOfasBk6an/5DqCiRRL/K4UfsQmxyd1/gc5lpMEaFUOkFSCOe2f+f3TM0MOJqbfDDIm8z6IKO/99p+BkWE20/2BS4SjYBSMglEwCkYBpQAA8WZZ/kS1gs8AAAAASUVORK5CYII=) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA00lEQVRYhWNgGAWjYBSMggEGjKRqKJmk/vCfJivTH312Jo4pH3/9k2Rm+hXCwzJJ9Kw0LRyIAip9ZO/WMQndRhcvq1S+j02cGMBEimLWbV//YRPvar+ryMDAwECuI6gC8u8YPq70lb1Pqj6SQgAfYL7/m+HrXDE2aplHEqhjErpdyyU8MMFfxyR0m5K4JzkbwkClr+x91q1f/zAwMDA0/XunSq45ZIGi3TqP814ZP6WrpTBA7fgmKQrQ4/qfHCsT06PfKGUD3aNjFIyCUTAKRsGQBwAsXjuyas0/vAAAAABJRU5ErkJggg==) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAiUlEQVRYhWNgGAWjYBSMAjKBFafXdwYGhv90t7hEaMr7WRJHXp5Q+Ps0mb/2I90dAAOVwrPen1T493TAHMDAwPBfjFn294A6gIEKaYCJEs2WnJ4/KHUAJWDgQ4AagGwHWHF6DWjwMwxkOfCflYH9P6wcOC7/52k8f8XAFUijYBSMglEwCkYBpQAAqXgp5PvwzfkAAAAASUVORK5CYII=) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGUlEQVRYhe2UsW7CQAyGDYGJbCQqUiSmiBt4APoOlK0PgFSJkYENiSUDD8IbQEbYk8dgY+6GhOS6Sx0p6fXOiLL5m5LTp8sv2zGAoijKD6UJ8JRGKPVn4Z5iIIqB6C08UAxETeeURjgL97/OrWQvC9wNX70B2CtMp+ZOe3kVhs9s3p/EQJS0rt60Lo8rwu9J60rbwVwewFbGRxyJ3+aHSZiLgkq9uylNgNNe7ky7HcyxNIGzpKtog1x2ngtRgGU/Q59cjLq47GfOAKUJsBh1EUDWgor/moFx53zXDNSSS/aAy2t+ULIHqiE8fn7A5ZZ6g7Jn2wMA9SG93FJYJ+9f3ks5Pf+33EeeC1sZbV7Tcd0nbo2iKIqiPJtvdHHEba92+e8AAAAASUVORK5CYII=) 0 0, auto;}
}
div.testarea{
animation:rwdcur9754 4.9333333333333s linear infinite forwards;
}