@keyframes rwdcur134775 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/0lEQVRYhe2WPWgUQRTHf5NYmO52D+TWQjgbibG5PQt3G2ENgsbqzsJoIkICFtppikA6YwqJjYhF9Bq/QCRX5WwMR0C4FMltmriWqyLsWiRndykkY7F3m7uY3EdMPBAfDPN23tt5//nPezMDIOmgdFX6joHoApBSdgxElYGOgeiq/egEiENVRQhRhwUQv3kfgAi2VtxSwDuJ3pChhyuf/hhkFUDDiQZBHk30AjC58qnO9g5IHyRbgyDfgiyD9MyEdB0nbOXKeLkbWcvMvgd/WxPcMxNhcx1HlrsJ22x3+wnc1ciYJuBWAJHpgXC8Vs/esEL9YrvRqamCnSQLpLaNbTx7hQ/w7CoAWnzL9m4PABomj6Io8kKpRKriuDFi1QX1XDicyYf+hURv25Wxq/Obm+fl0tI3Mq7HhVKJdAuTRaf6EUJwdvx9yyB23YLUiMmRYx/ITHtcGj1H9LggnnoMgJu9XacD5GY9Ji2zcqC9bzX+7km4mC9gWCYAtu1h3MmRutZD6loPhmWGehVIVbKZQsvBGwLwXBg17jES19B1Dd91ASgWJ8hmChSLEwDE4nEMy0TXNRbzBa7MtE4/NEnCIZAx/SQDaQ3/c+CqxcGwTBbzBRwsTpIPAQ8+nW/7RGxYhi9BDNmOTLkeQgiyd3UMy8SPXMWwwGCD0TPzxJJ96LrWbmygyUEEAUVPLieBINEW8wViP14DMHFrlpyqMpDWGHy6NwBNZSzZJ4dBLkz1S1VVpaqqcizZF/YLU/0ymfwiYXhPd0ELe3ZDwjjXOUHs9Cl0XUOLB3tu2x7+8irO6a8sL08Az/c3BwL5CWyyqn9mdRMezJSB+xXbI3S9ByEle31INcwBRVHkEC+3jd4nEpnb0X8s2dc2iqZ3wUi8Prl822EuEgFg9PjRYJLKc84vfuRFm4+ThgxcKpVCfacy821nV9u+AJhTFL7bDkIIVlZ8vtsOOUVBCBE0gtXbtgdATlXbBtCULlVV6/Z1fX09/CcajdbZ1tbW/spL+r/8W/ILxI0eITSEbW4AAAAASUVORK5CYII=) 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,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7klEQVRYhe2WvW/TQBiHH0fJ0Km5wVKywUiHSL4hg9cOSA5ioCOgIrH0T0BKR7p1ZaNbWZAygFDEjuTBgyOB1G4VE0TycO6cSscQnNSpfU6Mg5f+pFN8vsv7Pnk/LgegqVGNv5+1QTQAtNa1QSQRqA2icXtSB0QzebAsK8UCWHd2b0mamjuh0Pkr0LPmcnxuzcd/YJs7v2lljypAcvN827BXYGQMPJ2VqxkjwGgGZ635PHb7i7W2H1QG0TAtHrSy38duPwUExVHaGGA0WxpddZanMvVgjMAmzsuqmbcwtm2Io7WMjLcBkBh2t+Q4kTEFvtPLrPi2H9D2A1y3j8eyVirtgtcPu7x9d8Cx08NfgcjqgrIypgBAyi6j4Dv4AR7LolyNTNmDyKiPR4/1m35P27atD0Ef5hzLn/7hz2wN6pfatr/iRdG8MwAvSnfHD/mTMHxQKgKF5wBAFH1bPCfOE5hnhUk0y0gthNBKDYAhUu4kNyYmk2NgiOPsLPbuWwNOw4vqukAIoQdKGb56kppNw4tNfQNrdMELzjlnmHr3nA8AdAiRsksY/saSe1ACIjdkQggNMFCKjtwDFpdWppNLvuzu8uT6mo7ziOnkkrEQKKU2TkFhDaxCALy/+nVnbxzH1V5IskASlfml97pXnv4Ap1nERMj5ZzAAAAAASUVORK5CYII=) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur134775 1.3333333333333s linear infinite forwards;
}
