@keyframes rwdcur111930 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 6 2, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 6 2, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 3, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 6 4, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 6 4, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 4, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 6 3, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 6 2, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 6 2, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 6 3, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 4, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 6 5, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 6 5, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 4, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRYhdWX22tcVRTGv7Vn0rS5IBPk0Bc1bWIoXqap1o4PEV9Mk7RShpY8FYVC8KH4EBCJRSgqPqWIYi1SvET/CgMadDAJikiNthImYxj6N4iCM7N/PuwzJ9dpO+2p4Ad7Dpw5Z69vrbW/tdaR/jcwITnCVaS1rbvD52iaNKSMnJwsFRKtCTQ9ljAzjY2Nyft/5EHnXjknL5OlGIndQGfHnkBA4reV6wB4GqyvV0Ma7N4J3DIFn819qv6DByRJS0vfC3kJ04H+R9TX1yfhQqQsHTLbwfDwMADHj79AV093HIGw8DUuXXqPKNpPFO3HyUg1JSaR6cgGY8DMzAzPFp7hj7UK3odU+E2ECk8duyuFtEoBSDo5cUIW3xgYGNAPP/6kcmVNIf1OAlkgq9Lyd3fl/64ELP6rWCwKwq65XE75fF7j4+MyC0+YxUFH2tPZqWNHC7fwqT0gcxw+/CS3g/ce7z3QYGpqqindO0YrupYFrazcCGxovacZMkOAnJPMfDv2W8erbsjkNTs7KzNLSOwg453kncwy+vOvv4M004KZkcvl4hBDrVajUqkwPT29azreefftIEWXnhyRRD6fp1gsNiWGJBYXF7fUBU+D8upa6s0qIbF9TU5OJocvrIAnHns8dQKSZRLPJk6e4NdfVrZ53/xpMDIykn5ZNomMOb756mu8r9OgTlIit2gSzp9/9X6kIUsURdSoJ9428DGJGlDD06DJK2Mu3b4gCy25Wl1PYn7t2s9cuPAmy6UllktLEOICHkZHRwnvdKRDwuSQHIcODdGIvZ6b+xKZkm4YEA5kqfRtMkekQiAGUhaZGM4fAQ+5vt5EFRcvvhUIxGejUCiw0SlSQ5xbE+9/8CHlcgXLKCyJ67/fiOPggRojzz1/W0W0WTe9kGQy7d2X1aODA7p6+YquXr4iLKunjxzVzZvV2GZWL790VkIpzo4moihifn4+Ud7pM6c4feZU3AUd3d37ki6Jr9ORdanNj5LEi+MTeGosLCzQ2/vA1goZq0XOeLj/ITzw+mtvYMmBbK9V74SJvZ09DA0NoTjv2wfSDWNicPAgHqhWq/F4f49RsKTCuXhlW27Y9PiTjz8Cz+ZI/Tcwia6uHlZXyzEBl0IK2mNAFD2I93U+/2Ku5beD7fZuKvYtw8b0lIxpO+zdNwIxNnu8q61/ATOL4/FiQYwUAAAAAElFTkSuQmCC) 6 3, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 6 2, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
}
div.testarea{
animation:rwdcur111930 0.9s linear infinite forwards;
}
