@keyframes rwdcur3387 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhe2XXWwUVRTHfzv7VaG0S8FAFlwXSBpSTUkaUkAUUIw1mpTQGCONAuHFpEp8MGLUVGOIHwny5IMxxkSbqA/GIA+KYqKIAtGG2jalLF9mSyl0C93u2p12P2d8OHfrsM52SzfFF//JZHfuuTPnf+8553/uwH8M523yowGLAAPI3iafALQCPwMZwFTXCWD9XDvWgEMWpyYwaiGSAurnkkCbcjQG7AGq1Pg84FNlOzyXBH5RTp60sS1VNn0uCQwqJ4Ei9riy41IDFUCj+j0JTCAZO1tMAGkgamPTlJ+bUItk6yXggLp3FU66BawG7rMZ9wBPIKu/ZDVUIFmbU9cQ8Lwi4imDSB41wGlurop91gkakq2ZzcHGyaBv2TiSJEeAnUgWa2UQ2GNxPAi8Zfc+PzD26qY2s/PZr1PvNb2SASaBCPAh0IBN7GaI3cr5Z9NNcgEfAfoPuzoyenufqbf3mXvX7UwhwhEBDgL3zoJIgyLQU2iw9gJD3W9zO12px2q3VAA8vGqj0+vy6KZpzBuIDa0D1iB5cQ1IqBeXwjUkjEeQXJiCo2BiLfAxUKe399VYDVfiw9lw7IrW1LE7CSSB34E3gV6k7ErhaeBXIGwdLOyG44hSbW2pe8S4c37NlL2qolIL+PyO1za3uYO+Zd7jA513pbLpViAI/AWMIFpvh0bgW2AxUm1FCeSQXNh6YTTsbK1vto11/dLVjkC1P7nAO/+O3kjoHuB+9dwNtYhcwSPXgWrgE6QKpmAnNl1Af9bIPVpo2Pf9u/RGzhlOTUu4NXe0o+VA4Jk12z0vHX1nZc9w6A3gceADtdqE5dE08ILdYuygAU8Bmde37J3MV4Pe3mc+cPdaEynNOKITGXWNqbG8kH0JbEK637SwOxGZSDx3OXC4HlyxngXeSuepwa50R/chRzw1fhY4BnQDw0j8TcCL7KgLSWY3cAbZ/qIopvdR4Oix8G8tA7Eh/FVLOB7uNC7HrxpACPgGuKhWuFhdfmAJsBxJ5ChQWWoHihHIAl8AzT2RkGdDoIGckcv3hPOKREjN0xBdCCLtN6bemwQulyIwnb6fB7pe/O7tJIApc5NIrBNIYuUPmRPIbuwA1gJ/KoI3yiFwFTkbePpHLqY/7z2cQFYXw154QsBXQBPwHNIBy2lggNT3BeRAqQOngGZEVn1IvK1hrATqEDXdT/ET0RRKfRfEgI2I/ruAP4CfkNguB15GwjCChCeNCFE/IjhxpEpmTSCDdL7t6n8X8CPSXHRgIdJqq4GzikBGEY8iuVL2h4gPqeUx4H1gpcVWAzyExP4gUgm3dJSbyadZFhGZUaSf9/CPzE4qct2K6DCy7cWa0r9Q2I6LwY/EfAIRoGSB3YPshoFsf3qmBP7H33VDTYiulri4AAAAAElFTkSuQmCC) 2 8, auto;}
}
div.testarea{
animation:rwdcur3387 1.3333333333333s linear infinite forwards;
}
