@keyframes rwdcur230416 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbklEQVRYhb2XTWgUZxjHf5N68OCx20NlG2ygaEDE2EPq6mGTFrIKSqHY1KS7hRZDMR9SdEtJLETiweihMSKJloSmbj7aXuwlKXRnAu5qBF2QHNZLDNPES8dDU3JJD/P0MDOvM/uR3aTFB17ej3nm/f+f//u+87wDZcy2bSkYkirKlq2mHPhKTY1HQgBZTelI3kJEgiVvsZrSC0lu32zbFhNUsW1bJG9JVZa3ZDWlb1+RQvBtkSgmsjVw27alXLuIRCVSeas6Ev7IPVAZGQkQCJBwI5xyxzclUolEKdllZCRQFy5Hd6RFRERWU7oqprNRA2SmQJVyJDSPxEqNcyDCtu08uHULOXMGAP+zc0ePqZeHMrM8nzQA2N2wH4A/9oV4LaVzr62Jw67ffeATH96mSmy2B/7UB2Wmr0PVnhKSt+Th+SHVnypQraICrolt2ypav4VtG+3vEQCs3Dqhhl2qPXBRJxKtJWuYjirf/8jz3CL32pqK5imlQqEkRSTCto2m/ab6lrFIKLq/qG8Zixj6ElnDZCgzy7TmTF1pGfzhiuQt7n7QofZB2LZ5MX8N1pYdj7VlDH2pZD/UsItoU50z/vQFrSIcTencL9IhaEG9974OwLmjx5Tshr6ElVuHtWWs3DpZwyzd91nPF5/ScyTG4M3BiiT8BDRNe6nOz99+CUDWMKmPJbFy6060oEj5+/46Eq1V8+w+HSXU3lv2FBTuOO3D9G2iO8OByL4ZzVEfS6qN9u7bbzJwUefs1VEmH81x9uqoUgNQSxGJ1sLTF5vEX7AHAFmYmGClfmcgoq8SB3m8AT2fv6ecJx/NcWHDIQeo0wAQathFJFrLqbYB0pe/4/07l0tGD7DDBWZhYgKAxngcgJm+DhURwDSQbD7CUPMRAC5sQCvwVuIg5u0WB/D8AeUfbapD2xeivbHRH2D5JWiMx13wTjWBF9Gz8UskzXQR+2lfO9pUF9iUnnp3Fha43tXlBViUqmsALUbClagTJy5HRk+BZf0fnqUzAfCkmeajsX7Gjr+j/P2b0Xt3pq+D7uFhGuNxRcRPZkeMhBznMwCZJQJEAOcrdz07R3ekhb2xZnafjvJs/FKAxPwvd3iyVseJPYf46doTsobJiT2H+NV4rHxOnT/AxwMAaN3DIhAPyhgjIQ8Q6WVcoFMg49YOQy/1qiyXt2RqisDFQ/KWkwfylvze3iuAdEdaBFB5w5lPzU2MhCgCNzBEDbgOPpOlsX654pLJZBDTRKXck777gAeuSqcTiPx10x0TgYwUYb4EL2uS8bKb6ZQr7thJF2xprF/ETBdmPaWCX4FexuUBIjESUgMwyw/l87RrkbzlNGqd0uqOHy73gmMawBtNSbc9DdzQcszzmPlKkMXRB65e7vpnfAosjfWXyvsl1fVUrxg5DnhJW3HrLPB18FE181blKBkgXMFpxSVxH7i7RQIl/4z8FpHKt2qPYFd7b7W4WzLnKPn/A3y19x34T39E1RLJQPCc/w8/p1si8CpAXrn9Cw8xQx+N/Ro4AAAAAElFTkSuQmCC) 6 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjklEQVRYhcWXT2gUVxzHP5N68JBjt4fKNthAUUHE2EPqJodNWsgqKIViraa7pS2GYv5I0UBZbYnEQ9RDoyJRS0JTY7TtxV5iwZ0JuBtTMAuSw3rZhGnipZNDU3Kxh/n18GaeM7vZbIwt/cGP92fevN/3+32/N+8NVDDXdaWkS9bhL2w1lYIv1NT4IASQxTETKTiISNgLDotjZinIjZvrumKDdtd1RQqOrMsKjiyOmRtXpDT4hkCUA3mx4K7rSqV6GYhqoArO+kAEmftBZWgoBCAEwmM47vWvCaQaiNVkl6GhUFm6HN2xNhERWRwztdsqUUNgxkF7JRCGD2KhRm2IqOuqB9evI8eOARB8dqJ5n355MDvB01sWAFsadgLw+/YIr4yZPDjawl5v3BTwUSDemkqslQN/mOflzukOXfpKSMGR304O6vZ4iWpVFfBMXNfVbIMWdV2Mv4YAcPIrRBpqdb3/jEksXkfOspUq3/3A0/wsD462lM2zmgqlkpSBiLouhvGrbjvWLJH4zrK2Y81imUVyls1gdoLbhpq62jIE6YoUHO6+16HzIOq6LE1ehOV5NWJ5HsssrtqONNQSb6lX/U+WOCxC85jJVJkOYQvrve1VAE4079OyW2YRJ78Cy/M4+RVylr16O2A9n39MT1OC81fPVwURBGAYxnN1fvr6CwByls2ORC9OfkWxBQ0q2A6WsXidnmfLkTiR9nTFXVCaccb7mRvEN0dDzL66lmdHolcn2ttvvk7/GZPjF65x69E9jl+4ptUA9FLE4nXwZGkN/iU5AMj06CgLOzaHGH2Z2s3MM+j57B09+Naje5x6psABejcARBpqicXrOHS0n8y5b3n35rlV2QNs8gIzPToKQGMyCcCd0x2aEcBtoLe1icHWJgBOPYPDwBup3dg32lTAk7v0+HhLPcb2CO2NjUGClZegMZn0gnfqCXxGcyNn6bUzZehvB+rxlvpQUvrq3Zye5lJXl0+w7KiuAYwEKU+iThQvJaOvwLz5N3OZbCh4r53hg+E+hve/pccHk9F/987pDrovX6YxmdRAgmA2JUjJfj4BkAliQAxQX7lLuXt0x9rYlmhly5E4cyNnQyAmf77J4+V6Dmzdw48XH5OzbA5s3cMv1owec+jkLj7sB8DoviwCybCMCVLyEJE0IwKdAlmvVAj9o1efcgVHxscJXTyk4KhzoODI/fa0ANIdaxNAnxtqPj03CVKiAVzBEt3hDQiYiJ2RAQ9MNovYNvrIPRi4D9xvT0txuE+Kw30qYKciIn9e9QCIQFbKYj4PXmYidkYAyfqnm618wOs76LmvWHG4T8TOPAfhqRBUIM2IPEQkQUpqACb4frU9KsXhPp18sYKjeuuUH/YG7QW62tMc9Nr1n35TlrCvtfQCGGrfXDHyTDLDZAXOAQC+++xDVy9v/bMoNQbC26vq/4KveuUbSgCIXeHBglfmvHIKuKuq65kXqPBjEgyeXeNh1PPYeqNtAAAxqX6rjnplV3v6JaBUNrWVgv8BgdL/DrzUH9GLAAm6/9H5rwNXBDTwPwXWAP6N4P8AtIpej40VEbgAAAAASUVORK5CYII=) 6 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur230416 0.93333333333333s linear infinite forwards;
}
