@keyframes rwdcur48850 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACS0lEQVRYhe3UT2gUZxzG8c9sYy27IrLEaiXUIEXrv0K0pZKASI8WoXdBveTUU4viwRbm4E2QHnqzVD14FgvpMYnQgqfQZvGS2LjGgH8SQhLNCq6T18NMYJIadyNiPOwDP3gZZub7vM/v977RfkYr9GJQA4W4s4zDKOO4k1u+MfSESm3GF6VN2iLKbQzMkPgDP0Rxdex1/2yr8FkPfX/zbRMmdqDX5nVHwdVH53EbP/uytEkd8wmlD5hLPsbTRpsqwDWKPfThSIP3hzFssj5kst6F63iOh/pn+Xeevmnmkj9xOYqrjxsZiBAC7uE4tUZJhLhzp7QNE/gQn+KsUqHD/EIN3+MvjEVxdaGRgcLiYrvmkoji6giuSNOoZSYmfFeme2MRF/C4GfgSA3kT3Y3b0ZZ9O4WPcMhkwsgz+D2Kq3PNwMm1YFEJxnCC2q0V2hHizgLasQfHpKdiDpUorv7WLJxlCSxkBrbhEsWvV0gii7eGDYqFHx0snZKekKnVwJcYCHiRVYJP8CvFr1ZuxwZMWxfRsZ50GFetQh6e5Ey8wFZcpHjg1SaeY8Zs8osb03cwnT1blSKEegasZ5Vf16VH9Ay1f3Izkc3BVunOP8d4FFf738jAsxx0ObyebWsc56hVmrsxm1aB/0efr0VT7fiJ4t7mbszVGcgPXx68PJEyTlPc/ZZNhCnCA8I44T9CP2FfygwrVQejb83AQ8J9wt0M3sW89L5/JwoTGXyAcOAdwyFUCYNrBIdwcw3hrDHcrnSa1wbeUksttdTS+6CXl+fy1C/nxiAAAAAASUVORK5CYII=) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSklEQVRYhe3VO2gUURTG8d+sJupCQJeIT3SF4APiE3ygUaxsxMZSKwsrK8HOZhAs0liI2Fhoo6K9nURFLQSJSlDBB44maPCFaFwlbvZazARWE3c3EozFfnA5w3Dv+f5zz7l3otU87eMgrquhEBfbkcMaHMheL9GW6/KlcgEPcBy9uJTFu1GcDNXKm+ujYxtXsLPWRJRRwXat0T7sQkFHHoo4ZNmM6VqiTVidrfleJ6ccnCffAMRQBnDHcNiNw2h1b+gTrmJQoYUfgXQ3eqM4KdcDiBACXmI/pdvsVqMcIS7msBcFvMYe9GMp9mUftTaKkyf1zGWTyVY3shNRnFSk9b0lLUsnjmIlTuMkBhsx/wWgGmJr/XJ8zGKnOdO32j93prZpXVm+7ihOPv8VACzGOfJbakBEcfIJz1Axr4WO2ayYBR/Q0aj5GIAKRrAQZ8hv/gNEiIuwHIusb0OZR19H8w3/FUBI0yhnEAtwivzG8SEKaMdjF9+W3PxAKTzBDA0cvTEAo+YjVRBlzMcJ8hvGQpSy+Ayv9XwewGXpYZo4wMg45qNjHrrJr6uCiOLkO+5Lm7EgvSPeSY/lwEQAIoRvmdmPqlg9hvEKRyn1Vd0TIS624ixuogdJFCcT6oEIYajK7HeA4arYj2OUHta5rCaiHL823+jzeEAFHCG/qrF/R8MK7wlvCK8Izwk9hM7UM/xpLObppAEMEvoJLzLz9XzFjskyqAswkJlfI2z4x+YQEsL1KTKHcGMKzZlicyvSbp4a86aaaqqppv4H/QRfy+i/KpLdmAAAAABJRU5ErkJggg==) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur48850 2.6666666666667s linear infinite forwards;
}
