@keyframes rwdcur215336 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0klEQVRYhe2XTWxUVRTHf+8xjg86TMikMaiIRjEaFwSMX4m4YeGCsGGjCUos7QyKAdG2A6kmEBK0kOnQtJaIKRQXEtlIogRXstC4ITHgSjSopBUsmFJqmXZuZ9686+KeO+92ACHRyIaTnMy7H+fznvO/d+AO3WbynO8E4AsDRMLhv7Txj3oTMukDSWBKxo/IbwgoYFq+Ld/MoOV5QAAMy9qDQEl0WkfqQplDM7v1N9UvNWD5ReA54AngYeA+oBlIieKkcCBzzbLH1aG/rR7Th2Z22/ESIGOD9xwHmoHRj9VOHpuzjAVeMz4+NWosT6xojNJGUpHxVXfxdPgdc0gQUWNCj3Gm9gMbgx12+WngPDAGhAkaaLI6zKmoxFw/w8agC4CvKp+htKJECaUVG4L8MHC/lRlUBQIvIEWKu72A5YkVm4F7P1Ld75ajcWrhZbv1dcnYNeRLWp4B9J6J9Ro4XpzK677ydpu6AtAOrAVWSCrvEV4ic2uB9r7ydl2cymtHl+VWsZERm7MqswJMAmvkXFZ1NBW+rtQuUCi1AnRiisqeu5W3OpJAslBqK1ZqF+hoKgCz2mwHMC42KjgFaCkBLBQPWwpTbdbrzwHdM/WOG8kqYJlEvkS+VzXsOezoKAAtonshcffVvQfTXiVMcYygNYVSG8BvwAedTb30qS6OzgwCHAcWAYuBxUdnBk/3qa7jnU29Vtd7hVLbWiJtx2eBEdFdwmll1wEw/TkBjOVTQ2ijYFj4tS1B97pz0UmOzOwDOAY8fmRm34lz0Um2BN0A64F1wHkdafLzhzYDOeAPMT4hNurkIqGleZiWbMYUS5L4zJJAZq/KHn7AexKAEX2KjuCAlX0Fc84VYnCryNyY8PTNHEhgQCUlziSI+z2FSfsXfaodgC3BXivXBfyISXVJ5pKYdE/L3Kz0W2ONZOHXfvuOUGSVV6O/7P7vMXVi1yYdBxIyr4SvgfHGGrgVOlEsZ4lCTRRqeqbbnrrBvku3oux6DiQQbD+odo0CF4C08K+9KksURmxND7E1PYSuaXpV9iXRlZJ9lw6qXTiy9u64JuPXcyAJpAdU7nfFFTv3EHC2WM4SViPy84cAeoD9+flDhNWIYjnbLYYWAiiuMKByAD9j0DLNDWC4MfoMsLRf5SyIbAK0M24B3gDedFg7e15tGGtgNbAU5xa8EaUAvT8W3DmgcnogHr8NbMBg/mpgpfBqa7Rhv6trJeZKT7kG3SOw7Wd7s6df5bZX0WwKBgH6AQt1E5grdUT4vFWyKRikiqbfpN+lxcRviXoWXBxIAYsGVO5MiKYGdYAplFrB8/A88DyPjrkHAB5F2q1Yzo5qrdESaz51EIC9Kiu3lcdbJog1wE/icMl1wAcWAJcLU23oMCISHPc8j20LDn2KOVtLLwAXMT0PpsDO2sU9E+vRWuN5Hh7gJfy6U8CzwC+Sxch9EVULV1uJqhHbMp/0Y6rZFyMXgVEMlP4pPE4MWAGmwOz7oBn4sO7QeAv+Xb7tnucxwDUGhLMccCLMY2A4JMbxcWI4tWwhOkkM35YzxPfJ+7LvZTFef5K5DqSdKNLEd8CksIXTCjGs2keFTwxg9pEaEAOYvRMmnexNug74jpBbpf/Vs9zVZ5/lCqcGrOD//sfkDt12+hvuaQrgenHH7QAAAABJRU5ErkJggg==) 14 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBklEQVRYhe2XTWxUVRTHf28Yx1c6bchYEQ2iQYyGRIPG6IYdO3QjC00aNNDO8GFQAu1ACglEQ2ibYWiKECEDg4lWiYksJLiChcRNEwVjVEyw8mGxgqWt9bVzO/PmXRf33JnXaYWFxo2c5CR37jv3nHPPx/+egf87OaF1FIgIAwTC/j+0cVu9UdmMADFgInTwMRFSwKSsLd/JoOW5gCvrAeARwBOd1pHKIX18qkt/UfpMA7W8FFgMPAQ0AXFRHBN2Za9JZBbLGQ3oc6VT+vhUl9W1BEjYyzshB0oAR9TbPDFnGfOcJiJEKFPmmehy6+gLcgPLRdmPAbes0AX/S+YQJaDMmB7mYvkbNrq7AV4FfgYGgWHAtykAeBAYGi9d5XzgURdJsNHtAODz4scorfDw+pVWrHPTT4VTkVOZW67jEifOvY5rHd77nurcUQhGKPsV3+aJszMoImF5HtDdY2s1oLMTad1b2KWBD4AMsBVoBpZLKOcLL5G9ZmBrb2GXzk6kdVgX8C7QIjYSYnNaZRaBceBlycsnbfWZM8XydTJey2qgHVNUNu/2vNURA2IZrzVbLF+nrT4DcMbqAn4HRsRGkVABWooCC2wUMhOtGugDPgX69k1sCRflSmCZ3HyJrFeGZHqBPtGhJXprRPcCqt1X8R5MTj1McaxAazJeazOmaK601/fs7FUdnJzKAZwGFgKLgEUnp3IXelXH6fb6HoAtwI2M19pMoAHeAS4B10S3R6h+wg6A6c8xYDgdz6ONgqvCg5vdztcuB/2cmDoEcAp48sTUobOXg342u50Aa8XIoA406Yb8m8AvwK+yPyY2KhRGQktzMf3cBHwNvEg1ZzEgsV8l+x52ngXgmj5Pm3sUYDumvUZE3oJbUfaGhSfv5EAUAypxcSZKtd/jmLAv7VVbOwE2u/sBPgS+B37AhNoT+Rgm3JNUsWMakoZxwJKFX7uOhA4FoiQoBX9Y+a/EkP02HnIgKvtKeAaM19ZALQ3Nsnc2W0h2B74m8DX7Jlufu83563fQP6sDUQy2jx5Te8CgV6PwQI9KEvgB2xrzbGvMo8uaHpV8RXTFrewxteeG6Guk+nbMiPhsDsSAxoMqhWIU4FHhS9lCEr8UkG7IA+wDDqcb8vilgGwh2SmGFgCLFKMcVCkwNTNfHJkVhmtvnwD0AZXSQBIBH/mtMYCyAXgjxGGZ1cDrwLrQmZeApwm9gpZquyAOzD+sUgMb3ByAvQWb3NxOTDXbih6n2lJz5YZ9Ifm9QOywSrVvcHPrgZ+AK8BNqkU6LQW2/QasVwdUihKaTW7uI+AB+Q4GUAYxLXdN1mPA+k1ujhKaAyq1AzMXABzBpMLOEpUohCMQBxYeVKmLPpoyWIAh47WA4+A44DgObXVHVxDq92whOaS1RkvA0/FjACf3q+Qq81o5vOXmdgPfAj+Kw569tY1EDLhYKAdoPyAINF2ja3Ach3S8UnRDwG9UgSkAaKs7+jgG7wHoHluL1npVSZVxACcaAbgfUwO2GCNAMG0iyvzZQlAK2J54nxraK8aHMTm8iYFXC1iuKLfzQRPm/TcOjawhck+EdEN+PfAd5oEbBvwZI5lQGlNYPlUcH2H6OFY7ksVrOCGO2MqfxKTtb0ey+0K3aKT6BowLWzgtUoVVO1T4sj+JKUYXkyoLYPZNGJfv1vFKEUbkkJ1uoyHF/9ZYbvXZsVwRqgF78D//Y3KX7tJfuE4fv5iA0kIAAAAASUVORK5CYII=) 14 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur215336 2.6666666666667s linear infinite forwards;
}
