@keyframes rwdcur150892 {
0%,11.527906976744%,100% {cursor:url(data:image/png;base64,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) 27 22, auto;}
11.627906976744%,18.504651162791% {cursor:url(data:image/png;base64,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) 27 22, auto;}
18.604651162791%,27.806976744186% {cursor:url(data:image/png;base64,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) 27 22, auto;}
27.906976744186%,37.109302325581% {cursor:url(data:image/png;base64,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) 27 22, auto;}
37.209302325581%,46.411627906977% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrklEQVRYhe2WMUvDQBSAv7S1htq41EpFaCmIKIhjf4ibIO5OuttRcHN1LwU3/4KTgw4OWkG7iIMoilNtiRY9h+aO6yW1KWpEyAcHl5eX917eu/c4iImJiekhvBU5FiAazSoAS/M7UhYZKYByeUGXFYCHqAKQfyva3ToAE2NruvzXScnNzc1VVD6DAzDKEBmJP/Gq8a9LIIAZgjsmA7QJcZh9JfBmghiwTO6BiiGb9JyHwteGshR6RqTMG1SKt9MX0pWsz6gmH5qB1DAFHRkk9OZFupKl5dZ8emk7S8bO0HE7Q21+qwtabg07uUrJfgZQ+5Zbg0Q3lI1fa8NOJ1wAfSXwxrAin3d4emr1ydrdOotzW+rZfT/g1s0xfr6Cu9zb6zzebQiA6dn9wPOgMqDNActbHB1v4jh2n0zXc+x1Zeh1+VDtPbklneuBmHw5BxJWzicz9CzHXg8y7PvbQRmQiHa3bva6aDSrwnFs04FoNKuiWJrq07243pbfj9RZQSUoqJdWjpOzXYzA9CwUdd3L5h5AuNPnMew+IAy9MLpJ4GOUIJRhwt8L/+wOGfPjfAJdXJmni6yCXwAAAABJRU5ErkJggg==) 27 22, auto;}
46.511627906977%,55.713953488372% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABu0lEQVRYhe2Wu0sDQRCHv9MkHknOxgeKYAiIKIhl/hA7QawVC+21FOy0tA8BO0sbCysLLSx84aMQC1ESrWLCadC1yN2yt5eYi48T4T5Y2PvdMDs7szssRERERNQRzggdAxCnVysATIyuulpoxACy2TFVGwAewgrA3a2o1AoApOIzqv7rxNzJzc1FWGs2DkArQ2h0/MmqCv+6BAIYpPGNSQIVAhxmXwmcniCaDJ17IKdp3c7igfBdQ7cUakZczWlUktfDZxK5tM+porfMQKyVgYobJNT7RSKXpmznfXYJM03STFK1qy19fusWlO08Zuc0GfMJQM7Ldh46aoF8tJWBdqhW6wEU7+bl2ekf2vSVxBOA04YlfX0WpVLZo1VqBcZHluS3/bbFrd1D1/EU9mR93ozi3bzQg5AlUPqA4Qz29hexLNOjqXaWOSsdvUxuy7mjG4/3C54FG2XARVRqBf2qifPrDWFZptDthjO9Hq3BCMynh/BdPOmSkYrPsLM7hxKEAXByuezaxL8UgJLaAfnT6OHgaA20XSk9Yli1PbtaBwh2/B1avQeEZhfEthN4bycI6Zjg9fuzN2TEj/MBQueh4bmgNrUAAAAASUVORK5CYII=) 27 22, auto;}
55.813953488372%,65.016279069767% {cursor:url(data:image/png;base64,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) 27 22, auto;}
65.116279069767%,71.993023255814% {cursor:url(data:image/png;base64,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) 27 22, auto;}
72.093023255814%,78.96976744186% {cursor:url(data:image/png;base64,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) 27 22, auto;}
79.06976744186%,85.946511627907% {cursor:url(data:image/png;base64,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) 27 22, auto;}
86.046511627907%,92.923255813953% {cursor:url(data:image/png;base64,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) 27 22, auto;}
93.023255813953%,99.9% {cursor:url(data:image/png;base64,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) 27 22, auto;}
}
div.testarea{
animation:rwdcur150892 1.4333333333333s linear infinite forwards;
}
