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20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 14, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIEElEQVRYhc1XW2wU1xn+5+zM7OxtvLter82yXhtjbMc3jAFjgYCEJgHSVpXaPrSqBE8VVJGiViiN+tiHVhGXPqZCVKRpokDpS6WGtBUEiOU4DgHfMLYxvuD1srve3Zm9zGXneqYPYGdtr4FIldpfOtrZmV//953v/Oc//wH4HxvxLXwRAEBVZKsXKIJFQDiBQAgsjDGAQmCjoAlCIZfJGACA/5sEkM+3maZ8jgiBUCsBRD2iKZ8rWM06gwFGzQuGtLRU0CWRsyxIWRiPSLIwIyWT2osQeR4BVFlbF7TR9iMk4+ioO3SgofF7323yN20L2Ox2Gp6ogk1N07jJqdTo+x+Mp4dG4xbgSWyY1xUuFRMEwXgWALnRB284zJC0vaWqre0XDUcPN9UdPNjqrAqwAACUy8Us+2FdN+QMl4n2f5EqptP0y2ffPaLksr2Prn+2b2lo+G90LtvHxePyRmrYyr30RSJO2s7sCba1He859cv94b17XzLkYnHhxs3ZxN278YpIhKWcDruSz8uJ23dmvzp9bjJ641ahsvUlV8PR1zdXtbXVV7W3BfSiEs7Pzgu005NQhLwGANZzCbiqq2nG4eoKtLX/tPfXp77ja2qKPB74cnb04p+npy5f4bjJKQnZkIQNQ13s658f/P27C2IiqQMAIcQe60ujYynK4VADra2bg12dNdzUA7qYzhQIZI9pRcFcS2ItAeQLVIddNTXHe3/z9ivBzo7G+x99PDJ68f1FfmJKB8sCU1Utfnpajt/+OrPY1583VXVVQIXjcWrsnmCoSiHc21tXvbOrKtbXbxG6Erd0La3rurkRAcR4vTQb2nxs16/eOhzq6Wmf++e/Jm+fPhfVRWkViKlqllYoYMson1+molrp0XuykuGyW9842uJvaWLjd+6qWDceFgt5sVQFVErAxXrDwZ1de6ra2xvEZIKfu3YtXhbhBe3hP67yS8OjUf+2xlD9a6/uQYhshCeJv4KLSn4RSVE9wY72oKPSzy7dHY4tfT2krA1ad+gg2/KTH/sRueEGWmULt27FAAiyprs7xAQCvbBm5638cfj9DEEQzYHmlpBWEOTYwEAO6/q6gL3vvN0NCCHGXzk+dv5PKWya63xKLTUyKguxRd4T2hT0NTZ0cJPjjCzLK0VqmQByuD0hC4CtbGkOSel0JvHlV3K5gGMXP5iyMXayesf2mqMX/liPTRPnF6L8/UuXo/nZ+XVJkZud06R0ht/UvaORrYuwjM9fL8vyODwtYitLYCNsLGEjGdLlpGWOlw1VK1s4on19GZplsc3OaKZpikAQst3rRRVbtjDl/C0TQ5HjNERRpN1bQRKI9ENJDnyTEAQwTEUFjWw2pEvShuWz/fixcPX2zpAuF+Xc/HyuyPPKyHvnkxv5AwDokoyBIMBG0SQBiFlL4IlhwKaqYkAE2OwUKhcIACDY2RGiPR6GcrsZZ6DSK6fShcXm5kI+GlWMYrF8uaVpIBBCloUxECs5gwAArxDApilqgqAZRdVwVgYYm50GU9XWBRs8c3aIrQ2TAACFhUVj895e96E/nN41eObcyOKtvsJafwIhcAQqaazrhpYvYEPHfOn3FQKmovA2Oy0LsRhPe9xuf0szkx69t24bhnp2B7Yefr2BZln68cBgTEjEMxupBQDgrAmSDr+fVbI5WYjHFaNYTC3PeUUGAABZyBYsy0pwU1NJxutjw/v3seUCLtz8PJmdf5Sk3W6a8fsYU9NAk0RNzefK5k2go51ma2sDYjLJZ6dnomIuk4OSk3FZAaxpmoE1bSx9f+K12gP7m4Id7TWeulpeWFhcFTg3PWMMn78wB5aFsKaRi339OTGeGOcfPFynFgBATdf2IOVy0tyD6YwYjw8DwKqOqfQsIIpCnidUvdXXuNW7aefOLYgipcdfDK5bV4Xj8aPrNzJSPCnyD6bV3MyshnVj3VEbfnm/c+fJE7tz84/it8+cHZB5/hNFFDgA0AHALCVALA8SkRpBkXWBluZAoLU1bGhqlpuYKoK1Jr5lgZxOPymVxPrGKvLqK+7ukyc6CERYEx9fGk7cvvNpUSxMGKoqPVXBKiVgrRCgKEF6HLeRLoc/2NYWCnZ2BOkKVuHG78vYWD1LO8uSve+cqvc1brWlRsdksCwgbDbY9oPvezuPH2txhzb5Jv96ZWjio0ufa5J8Q+S55dnjtQRWzFAVEyEyk52eceqSSId6dkdquneE/M1NVGEhKhQznAEAENrX6z74u992hvb01Hu3bPFaYBUyE1PFXW+9GWk/9rM20sEwM1c/HR9578KgWsj/XeQzCcuyVABY1ayu1Q4BAA0ADOPx+D3+qjeqd3Uf7Drx8y7/tkb/zCdX5xb7+lPNP/phOHJgf5O9gl0pv0o2K1vYAhtNo/z8fPLeXz4cn/v3tREpGf9QlmUeAOSn4KuSulxXTD4dDEVR7oqa8MuOgH835XKGFT4H3W+ebGg4criBZj2MjaJJbBrYUBRNF0RZE0Xx0Wc3Y5OXr4wV+cywKgoDAselAEApAcdrwdatwvKkdF0HgU/fMHR1hqSoJhtFNy+NjJCqJBUclZU07XGTpqIYRY43sg+mc4m7Q3NScumeqevTqpCLFiVJfBb4RgqUkkMAwAAAzTidTtrhYm007QWCCBIEwRIEclqAFQtbBcuyMtg0Cqos8aooLsu9PHA58OcRgKcEEHyzLKWj9MBaBjDKjGfejl70bohgNZnSVq6UQCmR5ffPtG9zOS0FLHdc4w2e/7/tPx2K/cIgAB7JAAAAAElFTkSuQmCC) 15 14, auto;}
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66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 14, auto;}
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83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur142042 2.4s linear infinite forwards;
}
