@keyframes rwdcur134779 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8ElEQVRYheWXMUwTYRTHfx9xkIk7SEyPwaROtS7tMV0nOeKgOLUOSjUaS1x0UhYNI50kDsa4AC6KMUQ7UScog0k7GK4MljpZTYx3LtCpMhg+h4OzxYpfFdLBl3y5l/fu/d//3vfefXeCX0U26aKN/0Clp43t0JP+SeSea1eSdyVpV5LvJu5a8uYm7BqJ/1v+aeZvxyLBtj1Ye/9XWB0HXQQ5GIsAMLX2vsX3GrhwmC+yiyAXQDZAfrFi8kOlEqzGjr3Rg2yuzIEnX2hK/sWKBetDpSIbPQTrZY/aVLU7C9pKCr+2AtCmRwN7s567Nhzo5xRxj6gSyAHJPbat2Xk8gNkxAIzwT99rRVzlhtE0TZ6t10nuBG1dH25J6tbg6JOV4P5iLKI0GUoEXtw4I9++/cxczeVsvU5KIWYgO4IQgtP3lvbNobQFyUyCY8ffMDftcj5jM3BCEE4+AqCWu9WiA+RfuUzZCYQQwNK+2EpNWCoUsewEAI7jYt3Jk0z3kkz3YtmJQN8lsiu5ueIfsZUIuDUYT0yRCRuYpoFXq+2QmSQ3V8RxJgEIhcNYdgLTNCgVilya2b/80EETpkGG4icZTRl4H/0wIwyWnaBUKLKOTZRCQHhsdlkJW3kM50Gky1WZrLkIIchNmFh2Ak8bw7LBYotxa5mQGcU0DVVY9RcR+OV6fGEI8ButVCgSqj8HYPLmK/K6zmjKYGxWnUBHMmFG5WWQK9kRqeu61HVdTpjR4LqSHZGm+VHCZeWzoMOT66qEu1whQmjoFKZpYIT9PXccF2+1wvrQJ1ZXJ4GnB9sDvnwHtnkXr/FuG+7PfAOyO76HxOO9CNnZJ6ZyD2iaJtPM77Fm6etbbHv/hBlVYtHRWZAJtzaXV66y2NcHwPiJQR9Q+JCes84zBXzlCpyv1wO93Zh55epvfQdCYFHT+FquIoSgXPb4Wq6S1zSEEP7Cf3rHcQHI67oSbkdToOt6y75ubm4G8f39/S2+jY2Nrv/kKskPGXAVz0GUVNwAAAAASUVORK5CYII=) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIklEQVRYhe2WsW/aQBTGf4ZKVaf6tjAmW8LEsUQoQ9VmcrespQMyW8ckS4MyVNn6L7Rb0g06NVPLaLLgVJUIY9miTKZTgqr0OoDBCRCeEdRLP+nk8/Pze9+9++7ZFuMwkbk14flCkZpgW3rSWTD3rokkTyRpIsnDxIklj4owMRL/MTf281mzn8/++63b0xvmxuLO2NMbyyeym1s3VRhLHo7PqSUKeTe3bqppzPUDBHqp+CTEfb86OKYOYFnQLegxH9XwAajksrxvtkSxJ32MxvAKjJMGJw2kp/t1C3kAjn60kIpTRGAH4HY0Jq3+DolbSdQ+HkmcwrKbFPzanJ48isJ5S+QnqkAI608cbxlEBE7nCHzjbs/x1gT0zg7Np/ILU5ty9KLjaitvrrbyppfC9M4ORSKcqYFG3WPHLVDxL3HOL4DpIrQA22tSc7f7whVg5hY8e/vVatQ9AMqDNdmeP+Znez6216Q80MnjzXeL/rcsGaWUKT7QCV+D0bpjoCTuhqJjGMIJAgyw8tTmZbc7LHNtcJ1nybGO4Qkl2rozvK8Brm0D0NYdLiLPpIhRgd/D2drad9qA71egCyccEMrS969jERBVQCkl3lOtnxAluxACIxyIvIociyOKt6DIMSvapz7oi89x+KkuAQgCgKOh/aNSoXEmxMJVShl3NYPWGQDeVEe9wF3t27TOcPrhG1+UIggCUexYBO7bgiCwptmlcRPHX0nY5QHIIaOEAAAAAElFTkSuQmCC) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur134779 1.3333333333333s linear infinite forwards;
}
