@keyframes rwdcur202482 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTUlEQVRYhe2WsWsTYRjGn/e9dCsOVo80QjchaIWCW7aC/gXF0KZjaZF06lLq0KmD4t4QEjo2lUL+gu6ZRASjFKSCghqqAYcbHHLP6xATcskl+SIBlzzbffd8z/u7u+/e7wNmmlD+FX3/iv608mSc4dYHJqHImXBNKRmotm+QoFpNTKsgKj/vaWPqAHeK3P/90A71hs6P8oVgICZHzbS+nA7AE9PkI555qlkuAK37bmEkz5vvdANZoSuAxg0mH/PUU80CgDYBCRzDVLM3H/DUtXgswGLZDjzR9d4x7zNgCOtmtkdilcSqme0Zwnr/fE91/falHbgCRD7BUpHJUOwjNPrNzWz3244W4gIWLplXkeNuYAB4nxjMNeXul6fjF2bkDbQ85CYpDgDNtBZgtisBkHgPzL0B9JfOtzzkxhUfABDaWqQ4w/qo4h39SGsh8Tqsa3N4lhMAgEwEQPTEJWSINxNrHAbgl+l3m0znpshbV4ABr2o70xXgf6kLcL2t12C0f9BsxTVowEu2M10B/qrWeyHGLVeAGG8t1jgKwFSqkVD1llMl5seFpErMi3rLo7KcABIhKiAjjVdEjlPF4RCpIvPS04gAAGSQCFFxARjYjBbLdqDA8/5xY1g30ZPOaqfZihi3+p8cAAg8+74tL/4JAACSpfCsfz9wVWh81djxNlz9sb9h40I3Q/J84uLkeeNCNyeZM/pAUuI+xA6B0QcSgAFMjr7uTOtA0qOlIpMtRU6Ma0D0SAZYzUSrCaLisvNNRX6ZvkuLnWmmmWZy1R+TfvKEYkrGwgAAAABJRU5ErkJggg==) 12 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQ0lEQVRYhe2WsUtbURTGv3NeoC04tfQRU3ArSLHgVnAT2r9AGjSOYpA4uRQ7dHJo6a6EBEdjCeQvcA+OhWYQSpdCbbB1CxTR+50ONtb78vTdSMZ8kCEn537f7+Um9x5grCEVNxjH3xiPyk+yGqaqzF8oSmJcAGTOHijOXwAgQbW2mLZANH4/0+7IAZ7U+AZi7wCd6NfsHi4BrsmBPTHZOp3Wj6MBeG2af8n9SLWY/CgNoC+SzdMvuoSiMBRA04r5V9xLC880Uy0+fM69odYkC5N124xEF5N1o+vQbEME8yTmzWzD4DrJvkh18fGRbYYCeFswVWXeiX2F/t9zADBn68drupNm8OiIFRXZ9qvsmZOnIT9M7xu4iFAaCLebwwHgdFp3YLaesJ2wCKWs8AEAoS144XSd4/LN4X39mtadwe3wvYIAAMx5FqK7ISaXzX6v0vfKBIjrjKE+j4p8Ds63RK8q4m72iZkLDcjS/UPAIr92cZa97uqRT1b1BPTPD5rNhgLw3GblDLh6/eGlZyjAP7WvvxHjSihASm87tfE2AFNpeaYazRRqrGSZFGqsiEYzt3kFAeQcGiB7HoTIdqF6M0ShyookDyKyl3NohAAMXEaTddtU4H2ybnQdE93t/zNoNivGleSTAwCBtz9X5cOdAAAgX3P7afdBiJzxU7ccLYX2p96G3QNddmRz6HCy2T3Q5WHWDD2QpIs9mGz9KI9qILmm5Eh2dVqSAKxtoq0c0fi+dreRbGjFdcZxfXRD6VhjjTXWXzhn9S8af2rMAAAAAElFTkSuQmCC) 12 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTklEQVRYhe2Wv0tbURTHv+e8jKEU0j6eFtwKtmYQ28lNqH+BVDSOUpE4uUg6ODm0dFeCwdFYIv4F7Zy50FCE4lKoiG2dMhTM/Z4OqTYvLz9uJHTKd3vnnvs9n/fuffceYKQBFZYYhiWGw/KTfgkTRUYNRU6MC4DMQrU5QAKwqomepIjyt3W9GDrAo31uQWwb0HRvG9ZhsvN9Td8NB+ClafSCR4Hq4iBmjqxcfNRlHAt952inYDTPw0GLA0CguhjN83CQOQmAsZIVAtGl9rjR1Wi2CWAOwBzNNo2uloAQXRorWcEXILYEE0VGTuwrNL7m5mzjfF33OhmMF5mXQHZjQbIemDz22ZixL9AIkEsUt+7FAeB8XffMbCPuqulGgFy/4gkAoS3EitPVzte6F7+FWNO99uVo9/ICADAbAxA98DHpkjvbMbEbQFhieHvI3AyKfPIFSOSqwufE7Pgb/k/dAly+0svm8fpPNJv2NUrkkk1PX4C/qrY+iHHVF6BDbrVjYi8AUzmJmWqQHd9nvp/Jw1PmG8+DLDPdvbwAUg5lkPUYhMhuL4jMKfMQ2bU00JgCrmcA3mc95VD2AUhcRmMlKyjwpjXGDHA95WowPTBr7nYRm4ZwVRBkE66G1z8m5e2dAAAg2ndHrffB9QxgfS7kGzny/dWTYNkvu8tvePFBVxxZAZpv71ucZOXqs674Fgf6NSRFbv1+Ztt6r3dD4sC6mOz8mhxWQ9KiB18YQZEz4YIy3pJRrSqmJyDKP5/erSUbWOEZw/BseE3pSCONNNIf1fTyHt1GXPQAAAAASUVORK5CYII=) 12 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJUlEQVRYhe2WP28TQRDF38xGVKkifDoOlAKBRBGk1O5S8AkiRY5TRrEsp0qDTEFFAaKPZcVKGQcZ5RNA7RoJCyyCKBAxJyNB4zI7Q2HZ8f1xvIcMovDrdm72ze9ud+cWWCijvIZ4XkO8efnRrITVuviXjCKpbAKUB/PwgQgAbSvx2ZKg+bXM4dwBbh/JY5A+BXj5ehsZQOnZRYlfzgegpez/klPDvJXFzIq0wre8jdckrnM4LbjyUE5wL1txADDMW/4jOckyJwGQ62rVMBfsHcDevYqr2I6oHgDYALAhqgcqtpOAIC7camjVFSCyBDc/iE9GzyfX3FwA/En3e2WupRkEdamQocNIUGRglO67bMzIF1CDYnzD2WB6cQDolbmmqvtRV16+NCjOKp4AAHQzMoLt/HgwvfgYosS1+HKQRL2cAFiQj/LwsYsJACglcvOpidMAvFC8cZMZmSq9cwVgiuUyw6Vjph7Df6kxQN/n/rC9XolI112NRGO5Iujvcd8ZAACE0Y4SyK4rAGkit52aeB0AQGeREcxariuVWSbBkVSIzdpkTDnq5QRAFk1ABpMx06PDoD4dIqhLhSjZiJYsmi4AiZ9RrqtVEJ4DgPkGmC/DuIrtKPHxaLeL6jqp7MbfHAAEePJ9j178EQAArHy0pzd6XBgVzyKr8iosmW3X/NRj+PM97+CztDIXF2mFb3gny5z/9EIyob99JcuseV9KF1pooYV+AxAL57HaL0QnAAAAAElFTkSuQmCC) 12 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur202482 0.53333333333333s linear infinite forwards;
}
