@keyframes rwdcur137473 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBElEQVRYhcWWMVLDMBBFv2JJZqBkqFLkAFQ5AVeg4yQMBXWY4TRQ0VOQe6TIDDOhokMKLIVZs5YlW05M+I1jabNvd7WypABA6YIAQCmFL79VOKAmDCciKKVAV6DCGjpYBEoXpHRBhTV0cDgATIz+PzgABQB0BdIPBp/OJ9dfl7YV3PbDqdz5zgAKa6gP7hfud+C8ephLi+2HU7q05B9d63883xtAlxhubi0AIASZSxsdAwC/cjCz7iBaE1zKOrOFqzPO1rz5ykFI3zw3keBWqYFh8HkbHsqvXM0CAN2YFHBeVy5ny5Es+w/UzBK21VLUTfq8cbg4q2wbSxA2U1cT6dKSXwnbjrVm2+Vx9X5x1tEXXJ7Ytgrt6BUkn332Mb86NMzZu1KyCl0a6rdTMuvcCiR97RNIbvajaszsgYEVkJ3PXb3clTxUYea6tPTyvl/2wMAKLI+rj0hfoMAfdD1nm8pejt++5VcmK0pdWgoz508p63nj8BQU53460nGcmuOgQvBoAcQyl0qBGc4adB/IgeeAb9auMZY8qNKu8sAy0xC8wEn1Yw3oKSgWRPL4zA1KAltg6XPq61tR4zIbg/c1V0oxcOi7NRaDjwnWUw8A2K5N4z0aADAs6xRYQhjM42Ef7HQcp9Y4BgUAnN5BH11Hd0L0Wh5rrD6wvHbHlNqGe++CfQ+db6ArVjdjSpoKAAAAAElFTkSuQmCC) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAUlEQVRYhcVWsU7DMBB9bhynKiPq1IFvgB/owDdVHZhBQvAxTDB3gP9gqIRUJiZwCscQrr04tuOQUJ5UVTk7fu+d72IrAFA6IwBQSuGr3CocECMmJyIopUC3oMzkdDAFSmekdEaZyeng5AAwyvX/kTNSyHVhyP11GQ9BAUBmcvq0ZbD4dGGovLP7wGn1l58YbD+s0oWh8tk23uPxFCFB6MIQPWDnil5Q+4ViujD0+IbWTDTU8Qs7Z3d25zgVT5P683y6zxSvzWMjSdxINdCJ/GnSJHex2ljIGtFyUJLzvuYnxruQ3HMmnU/9c1cbi/l0vxXLtcX1rJpb2wK3mGJFpAtDq81+Lqc5Nvf+Z/r1LFKcqW0kiyyl2ILt607s2jYyCzH0bkcJ6To1A8G1+ghJdT8ohnQPeD5EbeTSdVJVDwXXuS4MXbz2cw90rIF7W31E2oQCf1D17DbkXsbxetTtOE4R4DrnTyljuba4xFH9vVnZmolWATEnLMolHkyAz7lEiJjJGTERwSKMkacQb9e5iIGCB1VwpURi6dQlxvFVFXsH9HjhFRE8PlNF1Qgd4tqa48XuViSFNDIgUx9LtRceYnftRsxHPiSxHi8AANv3m9ozo3Ej8qa0I7EkYWKOu3Xwu+M4sMc+0gpn0ONzbzt6r+XBLESI5bXbh1Ab9u+CnofON4E9ZHg/RhVKAAAAAElFTkSuQmCC) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDklEQVRYhcWWO3LbMBCGf4h4tG7Ue8ZFjuBL+AhyxRvY57Art6mkC3gmRW6RE7iyx40K1xDlbAoKyBJcEGCkyDvDoQCs9vt38SAUACjdEAAopfC72yuc0RYBTkRQSgGXRI01dDYFSjekdNNDzw0HgIXRXwcH0M/3JVHzbvG567Lzr50didv7naodnxTQWEMl+IP3sf3t8L5xDnu/U9pZ+sHGkYwXBUxZgN87BwBIQTfOiX0AsPUey4KI0UAoZcjswfuYca1dJ+0lq1SIHcYWHJyWGsAs+LUAT23rfWQBgOaDHB7mNZQzNV72AF1mfA9TERdpt3qB2VyNHbWz9BMUH2llc98PUHxqfKl9JWpfJ31jeSadWFD+LvlLcXXqWLN3uW2F7SfZ3LiTxrOurUA21jFCarM/qZ0ye6DiJEzhPOuL9g0AYDZXp53jHJxnrp0tb6mauHOcL9o3dHgpCgX+w6oP2eay5/3UPlVXpkqldpa61TDz9Cjtx58Tn7tiJYpTEDKRzu6/op5H8FqbVidkPrQ81Gzu4u9Z94E6eBncrR4HfTkRM0/CMZhnmoLx/Vffh1sYtyZJhKxqxt4eABPwQKhbx1vR4DIrwYeLa4YJ4DT2qE+Gnw5s3BoA0PnbQVsU0NsMeAbMIQEc+tN18G+f48wcS9DDH2CcFXeCeC0XF1YBzK/dkuW24dG74NiPzh+CQ1x1ObMIuAAAAABJRU5ErkJggg==) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAElEQVRYhcWWPVrDMAyGPze2s7Jwgp6BU7CwsbRTb5CVO3Ri7dQcoN16C07AxtYTOCmIIVXq+CdxSJ7yLTy1hF5JlmMLABAyIwAQQuCnvgjcUQuGExGEEDiBKNOK7paBkBkJmVGmFd0dDgALJf8PDkAAwAlEz1rju6qj+y9z7SV3MZVItfcmkGlFQ/CzMe3vh80XAECVS1xMJWSuqV59ev/H9sEE+sTwxzwHALggVS6Da43vFqosepPwDNxKruxsTFtxuo5OQkUbj2OzbWGD3VYDGAk/enBX9WrbsgBA2kYbzvvK7fQD2W1voKosolBVFu2Q1mYNle8BOFvgDlPfEDW+W8s3vtet7+6j8c338bng9oSOletHm3ey/w75h+JK1zHl7Nqyu9CnsXF7ZVed2oForCmJpFY/q+asHkj4ErrwTtUpUz2X3MplromwmVQ9MKIDMtdUm7W37lYf+txOll1trHp7nYDkziRlGaqeP6Wsxr5zfPQ813HMdktqF7RPTiC27zeFwQxnjXoPpMGHwbWpOmvRiyoaKRFsV+qC8XpdQwV10BRKInp9pqbUATrgTqIH3b6KOsc2BB8arqgCYDe2txaGzwdWh+tMvFSd3yz/RRRq6UiwDWEwr7tz8LfrOLLHISgA4AlQb+GTEHyWR7vQA7af3SHFjuHkUzD10vkF/F5VMhaUQOwAAAAASUVORK5CYII=) 1 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur137473 2.6666666666667s linear infinite forwards;
}