@keyframes rwdcur192862 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVRYhe3WT0+cVRQG8B/zB3BkSKEtVRS1VBMXakxK/Bc3akzM7PUDuJ8P4MKVK5dKTFy4bPwCTUNiujDauDBqqtVKgFQUShQHSuk4DMMw4+JckCJaBuxKzua998577nnOc85z5uXIjuzI/u/WtftgnAwK4tksU7ubALJ4E58+Q+04I2d5Eo+jgUyJfIn6BO27ASCHldfof5n31miuk8syleGdDLOYRxMrME63YKb1XwDoGsfnbDwXYJzCYkSrLHE1z4VRzmEZwwm0BGoZ9TL1gwLITuAHCo/w4hCOi9TaFE7xcJ1Xr/B6gcpNNoqsYQT3oxc9JdoTcX4gBgoLDF5i7g3ch3tESg38hvWUdot6Lprz4zwXEgPzoiy/JrdaJ+XJljhZpD3F82cYyWNUyGAYQ6im9Tq5AbIZnq4xmQsVNXFCNHQP+kpUJ/YJIrO1eIi3Z7EamepOTJwWkqin25vYiPVmOn4p3Lel250A7cu2AZxlcpZKE3MitTyWcCvdXkgAktNjeFZUrYBjeDD93LtfANkSxa3NDeq9vLIpav47bqYbe0RPDEh6jCwfTTinBRut9NrKRODePwMwxrkbYuIs4Jd046IYCG1B/70RdRj96MMZsR9M2Jf3y0Bm17p3k0+qYv7ewo/4GX/QWhSt3iU6TlSkKurem54zncyFDCopXgu1B3h3MQXYEBKs0WyRqfNdi2+qgmchwb60rSQw1f0Gh0w5nOtCANUi89f5viaKW40IuSL6eQpDbVZa4TeDz0TfVhKg3F6B/o0Bbh+vrdN88K3gdFO0dz4A6I1Oh6/wNa6LlmmKCnUEYK+XqyNcnmV1g/6TCURLlKUf9aj1ZcHAVh9slbLRCYAtBnZOrSZWB/jomhhGAyJil6gT3sdPQv8L6biafDv6ftgCsLNrG/AE5+dEE67SzAu6mn+9N7vDpybGQ6XcSXRJTRO0S8FCTsh9E8eWGO7iRJHZOsUNcg2mcEXMqWlcxUKZtYN8tPzTJ1kOg5sMZXlLTLyxbjSC6g9xHl+UbyOlc8vsPijTStJczoYQZjBWsD18VoTsrh02+J4AdgBpCF1P41KN2lrI7OKdfDuxO2l2EZP4UmReE38RK6L7D21/64HdNh4gR/GCGLsLuFjeVuTh7E9dfRXP/9gRLAAAAABJRU5ErkJggg==) 0 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur192862 1.3333333333333s linear infinite forwards;
}
