@keyframes rwdcur189459 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhe2Xz4scRRTHP1Vd3dMzmWzWJQm7m0QRxIBEvApe2osHDxHRo2LAqyD+Kf4B4kE0l0VFYSGLC/UPeBAEiQR/rAkka9hdd2dnerqrqzx0zUx3Z7Zncs8XmqGrq9771qvve/VG0IDWOgZUY1gCk3ELpIBpzMmAqGlvEZqO5o31gBVPYoIVYAgcLbC1EEH1RWsN9V3EwHOAmLM29M/Iv7sz5rViXqirWAFW/a8BHlOGukowqoyZM2z2mB2dbSNgG9/WgMsNh39V5ik/lvmxrGFTAVeZRXUI3G+ymyJJkioJ5Zk3Cfcoo7Lpn1eAG57sZJcTrFA/0l7DphGf3vvQ1Ri5AEWIcJJVc4mOjaffBIJcZEgCpJOEtoNyCiNzcpFxrA4ZBIc4HJKA2J4jtvU9nAbH5GKMpaAQBvXmr++dj6IovvPy7X8BrCiwLkAKSOUpgQtQLsThsMKiXIjwWotcRC5yCgoAzhcXGMpjnHAUGFI5ILQRgde6EYZMjCiE4e0/PrgCoKIokt1ud/Xm37euS5nL7699/ZsRGaGLGMsRAonwLs+ZC1PnpcGcQhisKAngBIoIQ0aAwoiMo3Cf0MY4LLkcc3Pv1jtCiL1HB49kt9s1Ynt7+2IYhmu1Y5CGH1745q5yIcpFdGyXyMX0in7pB0cuMqwo6NjudF0qhwyDEzJZysBiMaJMkM9f+qqWoru7u89nWZYtzFuttaQU3zql6CyQ6vUff3FA4AICp3hj/63XKAU4AI4rJoZJktim3elmFxHwizPKqvfY/6YT5RaiIJNjmKk/a5horZALCVTmWco8boOhnoYLfSxLYILjFhKTSvlUWPYCqZ7hETA0IkcicViKMgv2l1j7BJaKQKNCAmSZHJHKU8ZyNFX6GWhe2zVMI6C1VszKZpYkybz7PubpYNsyAED5NFuj0UxorVPgaGIgSRKjtZ53200wiWbVYVOQcxddbDr3iIE13yPgSTzRCSkX0S0L1Lp/Lvu1rflfJdAmxIjGjehJpA5XVkgbI/zm/zsI4gd/qtWH/6g1oP8+Py88smVEWCOgtabUh8MBhTAUwgCke7+r3pUXzcP1a2YA9D/RJwsjsEwaSu9YUoa4p7U2P9lvsVgqd7l59fXx3hzyrSkitNab8z7sbGw9gPJ6HskBXdunU7nbY9vjJDhsZe6EZShPAHj3/sfX50w5qkbgBrC5s7H1ZXWGETkAgQvrzJ1AIrEtdcZV4vPd1S/uNohYIFWUqt7c2di6M28HuRh7IhmqQsLIvNU5MG1UqqgQuQRY8dm9j1zH9pCu1qFjRUEqT2u76No+oYsoKMjkiKjSC8zDMDjBLSA57Qe01hEzUZokSVrF49dMGtQmLHCwjI2n/iMxh4QC+szIZ8BgmSL0DM8A8D8lCqEdRRbLYwAAAABJRU5ErkJggg==) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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div.testarea{
animation:rwdcur189459 1.3333333333333s linear infinite forwards;
}
