@keyframes rwdcur144705 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4klEQVRYhe2WrZejMBTFf7NnBbIyEolEIvkTRiIrkZGVI0dGIpHIypHIyEokMrIyLito+OgMX7tdxz2H05bzcu7Nve8lhQMHDhw4cGA73ON5Kd62kpdhAMC5tXvWvQxOZ4F34OUurJLbPHC56ETYfCLkn8X83lJUfXWf8QmCwmJVSts2AETKOKaRjEWtRrUmwOksID5BdA+Q14680g231hCH4sf6srYAFIZncbvRW58LXCOFKzPhZIIrM/EcQV/noxr1zSx+rSlQl5SytshMEIYRt9YAkHzbPJS15Zx2jsmr7Z1YwlIErpGiF+GRP5gjZWDGXnnthABQ28Uo5hxwAGEYPVi/CGSNfxeGETKZ1ucCzmmXv3rvXIhPDEJmMOuA3z3AJQ0os+G3nwBG+Y7J5XWwfk3AXIe6MhMkYuTClHiCSBlkAp9xR67eB1J5tRRmnmtpRByAF+JRaNP3wbO4Qhs+44DbfWjIpFo+urfM6GSMfDRj8mcRSoPOAhq9fnesjuFj8RuAvRffyNu2mUSjdLcmqeymi2uLgB6N1n78ALhUNeHHB4U2P5X3wl8BJ5PuJAScVWn/3T+NFM6qdPcFtcsB3+1t2+A37c+DQpvZKVnCHovcmNBnvfD+v2HO5r/6f/AHE+L4G2dyOJoAAAAASUVORK5CYII=) 7 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1UlEQVRYhe2WIZOcQBCFP5IVI1eOiFgRsXLlSsTJiJVIJBKZn3ASGRGBRJ6MRI5ciUQiIk6OSNVEDM1BLrsw3EpeFUVDTfV73T09PbBhw4YNGx4D1z/B+PQIclvENLkWIUHYrSUVoydejdAMOMDZTGESBcDhcKRtG0y3TsDnEHKbKb593fH8y3I67Nj9/sPxiwXg6WcHEIUKuFeCST0zDddXOO39d1lb8sSnf230cFuxs0UMQNs2Q5qLyjOlseK0h/zFco41abUu+rsCZHMJudj5cz0skgwci8cLmIgQcoEIAp/+UQb+bcNZUXMLBofjkgj6yAdkelqeH908x1wbRuJgTCzkJvHtmGkwiaK4KMracn2F4uL/M3M4LT0HomPRURkvQnZ9WVtOe94Riw3IeXFTRMhBFKVVN9TcZj7i/MVOFgmxQNr2ptMAAdBH0qd2Uu9bSGPFubJruP4vINM4mylnM+UyjTPJ27s8TG0WTMngDJjE1ziN/SwQuzFg7JudtsuiDhHgpM2EbIyzUly1/1eY5b6Dx3FZD/09jGLZmM1F+w75yHCYwbimzhaxa3I91Do/+4eAi0loBu6lNSrMQLy4tGtvRAB8r+p3Ij7ibw1WX0YFfwHhQOF84I0XmwAAAABJRU5ErkJggg==) 7 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 7 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 13, auto;}
}
div.testarea{
animation:rwdcur144705 0.66666666666667s linear infinite forwards;
}
