@keyframes rwdcur17920 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhdXWT0gjVxwH8O/LTDL5Y4gJTaMmUYk1duwKdvXSgvIGLCweSik9LQpbempvBS+lB/EgoiK9FKo3PQjtSS8uitUZSoziwYJiCtWoEYmSjLIjiaSTSV4vHpalh8yIQn/nmS+f3294v3nA/7nm5uYCsiw/KMP2kJftdvtPm5ubn8uy7HxyQHd3d8zj8bz0+XyTAJ4riuJ4UoAoiqMNDQ18NBr9MJlMfssYCzwZwO/3x1paWl56PB5EIhFcXFwMAnhmZQqWALFYbLSjo4MXBAFerxfhcDggy/LXVqZgGiAIQqy1tfVlMBiEIAhwuVzo7OzE4eHhC1iYgmlAKBQaFUWR93q9cDgcEAQBoVAIwWAwsL6+bnoKvFkAIUS+vr6ubm1tde/u7joIITAMA8FgED6fr54Q0izLsipJkvEogIWFhV8ZY8cA3sM7EySE6ABuCCE159X+5FulKIqTMfbfgYQYlNKaugcAzgpgZ2fHZrPZvvH7/d/lcrkXyWSy1N7enpYk6Z/5+fmqlcyaq7m5OTA5OfmXqqqsWq2ySqXCMpkMGxsbW1QUxdIyMlXDw8ML+Xye3dzcsEQikU8kEsVyucwODg7Y+Pj4tFmE6WMoiuKXgUAAKysr54Zh7N3e3s6vrq4W4vE4eJ7/AsAzWZZr3gWmAS6XywkAxWKxBGDN7XZPq6p6znEceJ53A+gEUDPA9DG8urraNQzj076+vta9vb1PdF3/eHBwsFPTNNhstjeMMQchpObGTAPS6fSPiqKsDQwMOERR/AoAKpUKFhcX33R1dZ0DOGGM6bXmmd4DiqLwGxsbr9ra2sai0WgDAP309FRtamr62+12Jxljv0iSlH00wD3CDeA5gM8YYx8AuAPwJyFkFcAZpbTmXWAJcI/gAdTdf3MAKAG4pZSayjENIIS47Xb7+06nE+/u/OXl5XNJkkxtQtOAcDgsDw0N0f7+flSrVfh8Pui6jqWlJWxvb/8wMzPzsyRJhVrzTO8Br9c7nc1m4XK50NvbC1EU4XA4kM/n76ampj4ihPQqilLzLdk0YHZ29vdMJrN/eXmJYrGIYrGIo6MjxOPxK47jCgBOKKWlRwNQSvVyuTyaSqVQKBSgaRpSqVSJUnoMYIMxpprJs3QpnZiYeH12dravaRpyuRxCoVCW47gTQsiuJEl3jw6glOqapo1ms1mk0+lST0+Ppe4tAwBgZGTktaqq+3V1dSmO446tdP8gAKVUr6+v/76xsfE3xtiale4BCz+jtysSifxBCDlnjOWsdA8A/wIXZI6f1FBdhgAAAABJRU5ErkJggg==) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADm0lEQVRYhe2WzUsrVxjGnzOZyBgvJgYX1498mBQhsUGqC2mpwUHbhW4ul26KkRYUutD/oIuLFCnBraUL66VduOumFMGLpDOU4ZaWMFkY2lBvNJFggonGTL4kJnm7uUKhi84MWFrosxzmPO/vfc57Dgf4X/9l7e7uPl1fXx+UJMm0B2d6IcdxgiBsezyezwEMS5Jkyss0wPz8fGR0dNTX398fyefzTwA8+scAGGPc2NjYM4fDgWAwKMTj8U9gMgVTAF6vNxIKhXyCIMDpdKLT6QTz+fz7MJGCYQDGGOf1ep+5XC4IgoC+vj5MT0/zR0dHqzCRgmEAu90emZiY8A0MDMBqtUIQBHg8HmiaZioFwwAOh+Mjq9V6mUwmG4qitBRFaaVSqZbP52vHYrEPATyWZVm3LzMKIEmSA0CEMTYJgL//TkRgjGkAviOil6Io3urx4//+l7/oJplMfnt5eflocnJyul6vt7PZ7PfhcPhHImoxxmp6i5uS2+12RqPR30qlEnW7Xep0OpTNZmlzc3NflmXngxW+18rKyjfFYpGur69JUZSioij1u7s7Oj4+pq2trW2jEIaHMBAIPHU6nTg4ODhvt9uqpmlfHx4e1sbHx8Hz/BMAb0qS1PNgAL29vQIA1Ov1WwAvbDbbdqlUOrdYLOB53gYgCEA3gOEhLBQKv7Tb7XdmZ2e9qqq+3Wq13lpcXAxWKhVwHHdDRD2MMd2NGQZIp9OfyrL8YmFhoScQCHwAAJ1OB/v7+zehUOgcwCkRtfT6Gb4HZFnmY7HYx36/f9Plcj0G0Do7OysNDw//brPZXhLRl6IoXjwYwGsIG4ApAO8R0RsAGgASjLFDAJm5ubmuXi/DWzA0NPTZ3t6eNxAI8IODgzxjjNc0TUgkEmIikSjs7OzkAOjeAsMAFouFc7vdkaWlJbw+ekin00ilUt3V1dUUY+xUkqRfRVHUBWH4GM7MzHyhqmqjWCyi2Wyi2Wwil8uh2+1eTk1NeQG0GWNtvX6GATY2Ngrlcvl5JpNBvV5HrVZDPB5HOBzOEdExEV0YmQHDAKIodv1+f1RV1Ua1WkW5XEa1Wi15PJ5zxtgPADQjfqaeZGtraxfFYvH51dUVTk5OEAwGM0T0MxGdiqKoO37TAKIodu12ezSdTjcqlUphZGTEVPemAQBgeXn5goi+stvtMoCfzHQPmLyI7iXLsgPAuwBeEdErMwBmXkR/1g0RyQBuzRT/V+gPpVuciNeMRzYAAAAASUVORK5CYII=) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur17920 1.3333333333333s linear infinite forwards;
}
