@keyframes rwdcur162239 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 4 19, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGMElEQVRYhe2Xa2xT5xnH/+fic3KO7djxnMSXuOAkNIAKI7BcykKSBlZKUhdUVDpoF7WiE0LbpFaVdte6TdqmjqpbkTrUqUilqJ3QJigdDes6QkAhIgRCgJK2pA0YnIuT2E6c2D7n+Jz33Qe6Fncmccr2aft/O8/zPs/ze+/vAf6v/3Uxd5qg+d4HLGao62CkiMHboge73u2cTzx/J8W3Vq3a5nSGWtZuHNvmK+PRfogPydqygwnO8fyh7hPDd5J7VpU2PYPWdXVbXnnurtjox4VUiYmUplg6OWSj3X8rpD9uvadnRcMTllxycV8GoNKd71i7ur/nmzuieU5XHDxvAKDQ0wAhBP7yGU+wbaLkwkj0rblysV8GwG+OP/vVWg0FTiXDzjAAKIUgUiy+V6p/tKqmeq5c81oDVWu+JZio4pTT5x4ym1QYhgCO0xAeksHzHIaDDDie4pM+HQ4ptFDTfNWw1w1isnPidjmz7oLaNVt42+TAluODUxn25cXCMq84+cPCWAKrqhiUbpdR5L45i5d6NPjKTOg9mULoeBrW6xS/jRJsDTiuv9EmBbTExxdzAthatWqTXdIe2fy14W3C0ochFXnnM0gZil/pw6Fzndh7hH+fGNyZmxX5N9REsD0rwI7mlk1e9tK+lsqZ/DyrB+fCXlBzAeySglwUSUgZ36lwEI0tDeg4+CqKbQIqN7Ti1LvvRPef4gPvne3tAm5ZAyuWN7B+8fz+9fdMWFS44VlUg2VFDExOLziGgOfIrMXTBocymjmg0wNJDHx4DUPjBEpKR8lEHBub6xw9odMH3jsLXwZAXzCKDT4FLpuOU0ETyoQ8yBKFYBbBMQDHzg6gExaEZtpIHo/ro0kMz2iQeA6KqkMuWQKp8AYL9CIDAACuThAMhE3QlGlEBvtxJshBlyIAgHzRgMDfHiKu8NCMzBFQRkO4r6UR7PBJuGxA6QIn0vFYRpsMAL+TRf0uFa89JaHYU4IHXTpMBa5Zez6blBsx9ITCGI4Z+PnhFA64T6OgZjm0yUgWgKlL5Ea89CdA9KWxvEV4cd8RLddClBIeIFkPNXNZvU4p+O2rebSfPks6unv10HjhD/4dAMCfe40OABhJCZN/OLPIraZSs0/8p5KYqadbMfp83dN5GL9iIHJUhZUHTiocOnrD3+AnuV+YOA4JxnpWobYfgZU/69y/ACgAqIkgRNl73+/2vnMcQOpTX8bEirKnCVRruNVWJ/KrzSBIjKdRME1QLANxnYKhAJkJB1TCdaiUS6smx68R78voVLaTkGaz2yoeyLNM9P512xOPL3a5F5bse7MUVl85wACm6CiYC3vgqe+CaZwBc5XFoEIwLqTx/V2/QWNjIyilpDnwyO4PbhjPYur8ZxA5A0iS8/Dex1IPFeVTXCvdhbajPgzNlEOwOQAA01cHwAo8TFYreFGCrirY2TqChjU+DJ5vB9EN2MqryZrGwDNqMrz7i1MwpxjR8qeJhN68vGSGH4n24/7AV3Ds6ADeP/H5jW4qlEHSBPHr1wAAlb9fia5/vI7N1QSGquKPnSdZ0MzFmg0g6wWVpLa/dA0mX671cw5+8gSs/hq4PDw6ydtJgyRuDunIzbYsK7N2NiB3n+7DWPAjCPfXAgwHQmIEDJexu+b1JpTs/qbdG8ePNVVoODS0CR8ototvtl1am0omohntzFY7iV3ZD1C8+NMd69YvCAqeRUvgXPvS35Ocdz2m+uZT9nMJ5oUlD690Hb/wnExfe9JMRbmoda6YPPuCX+3bbqFDL1ioWSo4+kV/bi8i20qhwufb83X/zOErEbKUgMXdxQa+22C1oKB+1lCSpgd0wkDVOTAmUYCtUrjVn9ObUGSNnQ8unvrZ95qo2yHrZoOyaL9sICWrLTyPy6HhSP/tYh+tcW5mabLl4jALgVH8gSXUd27UfczQIlpOAIKlvOjJjfov/UvSd4UoBewUMYFCKmaxuELH5Y/0pddCqT23i2+sYI/U+nVz3Yat8NIP4c7XVpgFzt4XnGoDctqGNL+vX707PCGOZfNOa95vA5FsLgDAKAU8G0SUVF6Eq5qFQRl0v6Bswgl8B/gP/BnNJVEuegVUt2cYGT6qJsd2/rdr56R/AtmIdr3um81vAAAAAElFTkSuQmCC) 4 19, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
}
div.testarea{
animation:rwdcur162239 2s linear infinite forwards;
}
