@keyframes rwdcur77642 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKklEQVRYhe2XS4wUVRSGv3vr0V0909UwQzfdTY89D9EBBIOGxJVRExOTiTG4xJ1bcKNu3Lph5wYTSDTjRqLJiCawcWEk8RElRiGZFYiPQTBIhmlqavpR1XXvdc2qu6q748azP+d8de5f5wH/sYlxBTp5VpjI9+lNedzpbHL5RDJUbDkugNh2UVMO7SjCIc/KhbI5/sluM8jPHkfy019Ksz0X0/ID7Ns2YsPDMRaFMBzoO5YKHDkIT0SGc3N9kTvcJfd8i5wX4nbV5AGCHYx3pYC1lgfg42nExb1GzM92Kdp68gBb3ztsXZWozYc1t1TXzE4PBhhZA3WV8FMnIelKzh+fNXTAaioWwi7zx6LJA6i/HOo5zW9tD2KJ0opiXtNEUT04+Dcf+QnWL+3jQM6jJkvIlo1OoDID1UPD9YGRKrDKq+b2lW+JWiUONwzbrqaxbEFpcOnHAuB5Mb4ruXf9KH+ve8x6LjevClaCj4busJkBfhVvmBkdUOjv0Oo0qHfOiM/zb5ntaPivhxE0kLg1vhBH8O61Rb1zRgTiPVMLfBKteJ/XB7bgkQC2+NRct8qsC49XnA8MQMm8KeaiMolWnGJ1sk9wxypzTdynpVx2hMWLznmzS3X5x9jM62qqWJkqEKu9xP0yD5AgXSQJRcew4Sle0u+mGvGZAM6V20TyUYK8jRYWlkyYFhZPdRZSx8oEcLm5QVsukxdH6RV8XHyaySLzvJB6wUkNsOfZVWM8wY8HvqZtwx61xOP6OW75ftpQQEoRzrz8oZGtAkbPce3nZ0SjtmYeND1+YZ1QRrA1YYDc1ApSztDVd1l4LDR/3CgKu/KV6bsdBIOXj5EB4sVb9IoX6Vsh8aW3BUDk7kfZ36EHj/7RAXrlTbTqgU4QZ98xtruL5EKFJHAJf3gt04Y9tAjtb343Wv8JWmOcHsIRCGMR77+BVTmWJXc6gKQU099XQ4sYbcdILZFJDlMJkLuzrxXDez65LHSjSuJGaLuHsFyQDpGzxObqI5kPnFQa0NN5KOcQoUZXG+ipp1G6lDU3kOU0u7lmKORBLkL10NhOu+Ft57OhZ/3/Noz9C2DCJnimwv8yAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhe2WTWhcVRTHf/e9+97LfM/YdJLGyZjEWDtt/KC1QmkXfi2Ktoq4cefOpWARu3PnShCEIvhBJaVdqLgTqguLiGJciJsoiGnStE4mE9tJ5qNv3rx57x03EhmmIokJbua/vNxz/j8O555zYaCBBvqfpXYz+XLqTcHLQVAiknuZpNjnp3fD+HwuLS/mNXOVkDUromIskAgafBLOyxATPEtyE2RHAS4U0iKhopjW1Kqn+dnP40YaNzD4XVbpsswTPNUTs2MAs+MZsRyNkdBM7zW4VklS8zWe6hKqgLiCvKQpRn5PnPFfjd/+xpC5JSUPnHXIPDJCvJAlM2xyonFOBdLGMTz2aI+0drmfUQ7zcE8fbAvg2EdKTt5EXv0sJtaizdJlG2O4wfjRKp14h5VUwPVTRclqj4yOsA0hbjgUo319ubYEcPhd5Oh7ppiTivycwcFqRKwc4Jfh6g8JSjN1tBlx4INVlY7gWGqBtN2mZGoekj3EVLMv55ae4ZEPtdi2TezJNlfuFjX7hik60AgK5TkcHNeEtRTXvx1iqNVistVlUplcrbzGofUzd/T61ybUG59K3F7G+uktnBshZjqimfAAwYlM3EiIbIFsl9SJDksXhmneWKfuBqx4j1KqXVZw5h/z37kCs1fEKE1jZRaI//IxUf429gEXe/47cqsB3vE2CwVXAbz/ji0dx0AywtSRkFP7gy1VtbcCr58Ts6uQqkYXa8QWL0KnjNX0sF0DPfMY65UvKRdclejk5fTFOj82Hbp5n9xYyCtbNO8DsG9GmJKinZvGf3xM+cDeS88IZDFvgaqnsfL7Gf18RZrz63z1Qsh0y2XMCjk/Itsa65sAqecviVUX/LAA68nNCx2xCQKH2x1Bxkukrn2NbKyRrEVY8yHfv7Q94z6AZDtJYAZYQRXjLpfor3PfGMW0IJgqIGaStZO/7egC25wDlS+eU67v4RsBjln+m9C+B3NkhmDqEP7Qyzu+PXt6IJaNoRMGrvEH/tlfJbwvgb+vgf/gBKTiu7K6ewCspEnD2MDXVVRrEW5N4B9/elf/DAMNNNBAfwL7pjDsrF8Y6gAAAABJRU5ErkJggg==) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77642 0.26666666666667s linear infinite forwards;
}
