@keyframes rwdcur35539 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNElEQVRYhe2WsYrbQBCGvxhjTDiMCJcgAgkurpgquEwV8ggp8wgq0oWAyyvzCH4MP4JLl24CagJXhCCScARjzJJcrBS7a81KOkuKL0njHwZJo92df2d2ZgdOOOGE/4x7R8ztKdHYKfkrBPoi8rPuR5qmD4GbGrkTAj0R+QUwSzMAnhv7XA5jABKJPZEngHHyw5Fo5ZFDxvMFUb4gyk0c5caYQuJQJyI5IMBjYAQMqIaqPbzxvSFNIK7XOxLPgKeKRAX9FvbDMVcZjGN4b91N4vQz9xzHLDPAhuOR0/oQ7Gg4ExUEu9duv4ysaF0pHM4LL7HhOAeG5fWb4nL4/zSr6q4quggbgiHWm8GaxxFoh/tK7ojAOG606lMTu3O/+84EKosuh/aQLS8DI3WGtY1a49AuC+zCWVFoAkwm4bfE+0LVBk2VcACMROSrV6xmr0L7yXyvmyTz4F+apm+Ba+Az8An4Aqyx1bEV+thTfCEiuVlMK2knIuH7YurTbwq8AV4DL4ALt1bg9aYzsHNst7cNWK1Wte9q3trJ1umCO6HNZTTAptADEflYDkEZk2ROmqbvgA3W5ZmTa0WiE4GeIzECzkXkw6HBLu5b4Lsi8I0i9p09ADZuQ08CW+Mj4IwwvXyt3ygC3rih5h5om4Y3jv1GzTHY0OirVp+ZtSOxoegJKujUkFB4wpfWcn33HjCOxJZi57UNSdeWTFe1gTKuCXgSftcHu6E/bUrLDakmoIkc1Yad8E/wG3O6L74dLbZ1AAAAAElFTkSuQmCC) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur35539 0.53333333333333s linear infinite forwards;
}