@keyframes rwdcur149685 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3klEQVRYhcWX22tjRRzHPzOZE5OcWLIxnl5IurTUEkopUnywrdJ6QUoogrAs+6BLaRGqIoL0JlbQByVQRfpQUij+Ayu+FbqiYVlU8MVlRSiLNW3XC6Q2CW0S17ZJMz4kWejaS1Ia/bwkcM6c75f5ze8yggoxTdNvGMYbdrv9cSGER0rpNU1Taq330+n0biKRiGutbwOfA7cr/a447YWmpqYX/X7/VH9/f1s8HreWl5dJJpP7WuuUUqrg9XqV2+12a61diUSikM1msyUj88C1So0cJdzW19d3c3Z2NtPb26uBdeBLYBx4ErAAD9AEdAMfAD9IKX9zOp0a+Bu4AfirFg8Gg5cnJibWh4eHy8JzgLvC5V7gEyFETAhRXn+1YvGurq7xhYWFrWAwmAOigK86+/dpAr6iuBObwOunrujs7LwciUQ2GxsbMxRjeB4sSin/ApKctBMtLS2tMzMzOx0dHTlg8ZzEARBCzBuGsQfEOO5MDA4ORkdGRg6AH89TvIxhGDcADXzzr4eBQOBKJBLJUDwwDbUwIISwlFIxIAMMHXrY09Nzc2BgQAOztRAvY7PZ5nlwF0zTbJ6ent4E7lLM61oa8DgcjhjFA9kKIJVSb8bjcQtYAbZraeDg4GDb5XL9QrFWvAwg7XZ7cGlpCeC7WoqXyWaz5e3vA5BAQzKZ3Ae+/i8MaK2vA7uUwi2VUm6tdQpYO8v3ql3gdDr/BLKUSrs0TROlVAEonFG8KhOBQCAhpVSU0l0qpbAsS1IMRzWIB34rIhgM+gzDyANxAJlKpbIej8dLKS3OaKJifD6flcvl3BTDgNza2ooDduD5Mxiomnw+P1goFByUUl5qre9sbGxAKS1qzerq6tOlv/fTvpliv655JZycnPTU1dUdroTAr8AdKWUz8G4tDWxvb3+YTqdbKVbdQ2l/BcgIIWrWDcPhsFVfX390NywRFUIcPFaDeWBubo5QKHT8PFCitRN23pcy9+w5T0Sjo6PzwMkTEUA/XHoLNt+z2TLPCTFP9cXpKPFF4PSZsMwzMP42bH1ks+VChhEVQpxpKg6Hw02hUChKNVNxmafg0lVY/xj0qzZb7AWbbU4pVdG9YGpqyjs2NvZpQ0NDjGLMT7wXHFtKg9B2ET7rgu5Hwb3udG4knc6fU5lM9Cf49p7DsRYIBHbb29vdj1y4YNXt7b30x9ra0PWVFV86nfZTbLnfA68Av1dtoMwTMGTBOxehrRksDdyDfAYSQsrCQ0rZnbmc62GtXXEoXIPsXbgFRKjgblhNM/H3wGsmdDvA4wCPDWQB8vuwm4b4DtxahS8yVdyO/3f+AarqQ5vfw4yOAAAAAElFTkSuQmCC) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur149685 0.25s linear infinite forwards;
}
