@keyframes rwdcur168182 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHB0lEQVRYhe1XTW8b1xU9977H4QxnSNEKJTmWZLhBYrgGUgRIC9hZGSjQvX9Md1561R/iLLLwH0iAIBunm8QGBNdIAlW1W5qSKYpf8/3evV2QVG1Zdit00U0v8QCSw+E797xz7z1DuGA8SL/m1z9/lX8rAPCwd/+ifwUAoH/3A1XFl9k3vG16FgBKrXmm2en1XCu0KZJn7rkDgO+rp3IRMO8EoKp4XP9iS62ZQa2Z5kGqeRigEVaorVcBADj4ItXCASjmkmWGTDWV1P2nQM4FoKr4rnwSRNRsTSXtJNzajCn8yMLsOPgNAC0AXKsrBDIpte4PZPR8Ktkg1Xw0ktn0ROfFgXspD3v35UIAVBV/rv4SAOgIZOcStW8a4s8tzPUG2SsManmVQCAMQAAUqRajiaYHc8mf9OV4byiT/bHMh2OZzf/hh+59IN4AsNq8VteNKLgRU3QrouB2g+zHMUU3G2TZgsFY6FAgcBDU6uRITvpzyftDmTweyOjRoT/5YSiT/kTT6aEfvROEOUu7JdNpkv11h+PfxxzeucTtOwlH2wFZEii8eqxeAgERoUmWOhx3Eo62PLRtQJ0KdV3DTWr4IqbQbf/xt/rsT9/pWQB29eZx/YuNqNly8Dsxxbcian4RU3inSQ1bq0MJgYOHV38mA4MAFgxCTKHdNr0bXn2QaiEzzbOcKjdV3wcwvzu895Yw7WvU81yyzrbZuBlRcHuN4i+a1LAOglQL5Foi1woOHg4LEAxGkxoI0UBETSTUQpsiXLVb11It3ETT0Uimowpu3uWkGstclro5DQaAL7NvmEGthFubhvjzBtmPG2RbAsVUUgxlgr4c40hO5NCP3Cs/dq/82A1l4l76YzeQExnKBGOZQaCIKeQOx5e7nHwWU3g9ouZmqXUAgO8O773NwLbp2ZnmwSZ3P7Iw12OKbjIIY5ljJFMM5ERSzcWriECEwQIAogILwzPKkFNpGcwWhrucYNdsdMYy2+ly8ulATp7FFA5yLTOciVMNpJqHFh/sNMheaZDlFfVHMpaRTF2ptXPwwqA3aGQwrDJ7EsegIKLAJmhxkwK0qdWNqHkVwGYF11ru516/3z5Iv+ZSaw7QCB38BoNaFoxUC6RayFjmMpe8qlBXyxvfKicGI9fKMgjr3OGOxhxTCEMmsDDrDOoJNHw94TcYmGmGBlkLoOVVAgaj1Bq5lphp5lLNqwquYrADIAJ5oxcwmJvUcKkWUquzpda2TS0AYEMmFGiiKuFKc+cewbK387LDQSAQqNTqXK5VJZBCoI5BIniznBkEgdiImhDIiiUGAFVhAA1DhvFWFzhDSa2uAC0yjKh5+n2F2i36/gLA2WNgMAs0YFAAAE1qsCxTqOBE9d3jgL/Kv5VlfRcCmQAoHARNChBTyDGFYLBUcK7Uusi1ykqtX19FBVc0yFYxhYioyU0KTlv08npeq3PnAgCANkWSauFKrfupFqNanVgwYgrR4zXbpshaGBGIc/BFgboosNhYoIUFuzWKbY/XwphCtmCUWmEs82qm2VigUwatRPwmgIe9+1iaiWIgo+cTTQ+O5KQvUHxoPuANc8nums1knTtJTCEzSBjkGFRZGJdwhC2zHu6azaTHa+GWWQ8EigM3qIYymR/6k4FXPypQz7EowfM1MJcsU9JBm1pPQgTXUy4utymyvzKXrUDCiJrrAxlhLHOba1kw2MUUBl1Okm3T6/Z4rbNrNhMGYSoZBjKqBjJ6PtNsv0DdZ1Dhz/SAUwDfV0/lD+HvqlTzUV+O9wB8YrzpbJvejTZF+MRsB2sU85au27lkHQdfAZAGWbtGcRBTGPZ4rdUgi5nmeOoOshf+6OilP/6pVvezVz+s1c3POwILLAzlrekDV2o9LVDvM+gRg7pefbBrNq8lHPG26VkHSXItk1zLSlWRcGSbFLAFYzE3Muy5v2YHbjB64V/tTTT9cab5vkBGACoA50/DFQvX7IdFJW6oqj/U6oJUC0m1cB2OL++ajc6ivUZYozgA/mVIUi1w4AbVkYyLv/nB8IV/tXfoR49yLfcc/N+9+inOoR8444juDu/xtunZmKJOh1tXYop+s87t211OPlujeKdNrS4RBXbpY5b+QMYydwM5mR/JyfOX/viniaY/ZlLsFaj3vfohgGyZ/fsBrEBsmXUbUTOJKbzMoGsxhde7nHwaUfOqhVk3ZEJV4QqLOp9pNj70J4OZZvu1up9nmu8vMx8BKAC805Kd64pXTDC4VcF1ImpuAugB2FwOlgRAQ1VQweUCnS5Lre/VDx38qFY3XW7+Xmf8zueCu8N7DIC7nASl1kFMYVLBtQQaqkpoyDAA1Oocg6oC9ZxBxVLtFZZnfmFbfgYEsOiWq2WX6+xUk+WGK6EJzlH8hQGcAbIC8774r54T/x//k/gn+IWEkxpklQwAAAAASUVORK5CYII=) 8 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
}
div.testarea{
animation:rwdcur168182 0.26666666666667s linear infinite forwards;
}
