@keyframes rwdcur51483 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 13 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhb2XX2hbVRzHP70JWbe0WRqSdXahs7UbrD3NHVoUWvFBfCg69aVsDmV2iHsoPgz3oC972mxho3sRCv6jRaY4fFOQMZiCRZygjkI3kYJUrenNssaTNs1clpyzh5MtaZlt7t26HxzOuYfz+53P/Z7/4MKksC0p7ENufNazOhedA4wDg8AE8EZ4ekrdL4Dlou0hYPCDhTSnUs7gUkl9LYUdeJgAZwEC0STD6RQjKef5XEldlMJuuF+Imk0KW8/tQ4NJQ5GYntvTfVkKO+I1phsFANgRhZFyeSyTZjjl7F0uqR+lsFseCgBhOFj1OZZJ817K2Z1X6icp7I6NBwjBTioq3IE46TjxvFI/SGEnNhag0WQHV1WXIbbllZqUwu7dOIAtJlutQhVEKK/URSnsftex1zMpbK0n0BqTZqmsiOo0FInp+c7uW1LY+9eL6V6BzZXivVQAo8QJx/HfUOqcFPYR1338n0lha/1VRYG1VKCihJbCfvfBAVxYCaBBj9QGMfpgAL5F6zdXAlxdA6Aa4t+uxPjZ1p0Bqobe/RwAeNZk/2CO0851mo9l0px2HApaD/ZubjyCWUsBwO8NoNlkcRcuC6USC6US7b9P/wq0AmGg3hsA4PYicJMS5xclwMuAACJAwO8VYAnoAq7U2P6LbJYWsgB7y1U5YNGzAiHuToWa7UwWgCcxCsSBBs8A14BiMOjFNVyG2APEawZYff06E4nx+mOergBgxv9xYLsbBQYAMlNBsotwTMTYsmvZK4CFWQm1D0F4eupzrfWnvk86CHzYSXj3MtdfTXoFAPADEZ8bj/7G0PkGy/f3lT9/y6pZmViqh8QLcOE7TwCLwKxbJz8QBXrPNfPLZAt64n30awNrb8X3SvsgBXzkdhUooAgUD6T4LGhB8yXoWXIXZLQbhh5hGx52QgUUMJtIpskH7Ra0NcE7fbUFGO+BtgaKm8ybzNNWXAAk4CQLONb30PocvPIofPwSjD4DR7eudHi78p1vD0JTgGJ58lleAIoYBZy+eY5nCuTSx1H+Seh4EdpmYEc5+rGtMPwWbPdVwNUMBP2o8q/nvJ4F/wEZ4I+n5hkB+i7F6Y+cwPLVweEMAKq3Hm5+CbF6LCAJzBU00eJV/KE68kCy5tfxKrMwx0EU6AASwBMzrQzcAksDXX8xjVGq8HOcp3vm+AZwynV5YAHI3QYmfnyIzufn1gAAAABJRU5ErkJggg==) 13 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 13 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 13 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 13 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 13 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 13 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 13 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 13 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 13 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 13 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 13 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
}
div.testarea{
animation:rwdcur51483 2.6666666666667s linear infinite forwards;
}
