@keyframes rwdcur23211 {
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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA+klEQVRYhe2UMQrCQBREH7ERu6RIlUpEPIJIDmGRQ4hgKZ7A0htIziAinsBGG0vFxiaVRXIDtTGyBIvs/pCA7GuyW2TmzyR8sFgsloZpCd93gM3neQGe4ok0iVI3eKVu8ALOJgKOcICFct4JtbQJ8/SfBnwTEUkD3/RelqyBh0BLm34hfd9UyLSBeX7wsmQL3EwHMMEvpA8lYiYNzPKDlyUn4CAZQJd2IX1UpznARDG/I98jWgIOys8HrKhg9eoMME7doKvcY6m5Lkel/mXd5qMq1u4vyn4CdfHE1Lx2e4X0gyrFyzTwNfSyZA9cqxygLB1gCgybMLf8N29C9FPYcCzNYQAAAABJRU5ErkJggg==) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAv0lEQVRYhe2UwQnCMBhGX+pFOkAnkOIIIp1COoSIWxSnKM6gIrhD8eDRXsRNrAeL/ORUafkKknfJKXnvDyQQCAQCIzPpuT8Cju16B169i34kb1qAm1oOcDUBhVqeNQYgUQecjbxUy1Nv+lQdUBr5SS1PvOkzdUBh5JVaPvWmz9UBayN/8vkBZUTAwwRslXKAlXf9sTqgMvKdWr4c+9s9GPleLZ9508+HPLzLM/oKnXMXoB4yoCsxsAEWY8gD/80bPe2uIW2fq1IAAAAASUVORK5CYII=) 0 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABBklEQVRYhe2UMUpEMRCGP57N4gE8gCziAUREPMIy2cIDWFgJliIE6zRiIbbLHmFxwuIJrGwsFStrD2Dp2vhkSpM8siD5m/x/kZlvIBloampqWrM2Cu93wP3P+QJ8FRMl6li9rNTLCnjOKdAVAlwav6wNcKRe9ky+qw3wO70LcQZ81ATYUS8Tk68z62QDXPTGhRiBt5oAW+rl1OTs6XMBznvjQnwCHmsCjNTLlclF0+cAnPTGhfgOLGoCdJjHB9wwwOpNAZiql22T56XNUwHs4gnAZ02AQ/Wyb/LtEM1TAOzimZO5dnMBxuplanLx10sF2O2NC/EBeB0S4K/aBM6Ag3U0b/rf+gZm5DZKbmj1qQAAAABJRU5ErkJggg==) 0 0, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur23211 2s linear infinite forwards;
}
