@keyframes rwdcur55153 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
1.5625%,9.275% {cursor:url(data:image/png;base64,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) 9 9, auto;}
9.375%,17.0875% {cursor:url(data:image/png;base64,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) 9 9, auto;}
17.1875%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 9 9, auto;}
26.5625%,34.275% {cursor:url(data:image/png;base64,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) 9 9, auto;}
34.375%,42.0875% {cursor:url(data:image/png;base64,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) 9 9, auto;}
42.1875%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 9 9, auto;}
51.5625%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiklEQVRYhe2WwWoTURSGvzMMCZ2WkLgKoS2tZGEXLlKKC7NpH8BdQWwYFz6BL+AjiNuuRBDpUrDFuPUFRChNoZQiGatFQgmhJDbEOS7uTXuNoXVGcZUfLnMn59xz/5z/3HNHuAKqmgFmgDwQAAOgY0dXROKr1v8J/GvsM8AtYBlYBPrAHvAR+ASc/S2BC6iqr6qBqubs01fVsqo+npqa+jE9Pa1LS0sahmGkqg9VdfZf7CsOgQDIR1FUmpubywAecBO4JyLrI2RfAHWggZGjDZylkcSVwI+iqFStVl82m813QAkoAuUx61atvQHsAh+AI0smHWza76rqM0DdoarHqvrejmPXVqvVvqrqI1WdT7Ov58z79r00xu8QeGXHoWvY2toqAreBXBoCvnPUbmA0LyYJEMcxdk1eVTMi0k9EgMujdgeoMl7zMlBz5uOQt7FOkxLIA8tBEDzt9XoegKp+4TLVZREp4Ujj2GNgkM1m18/Pz7dtrMQEAmDR8zy3Hoaag/nno3UxtPcxDWoVyNhYieBh2mt/fj5VEQ+AXqFQaFsyg6QBfMzZ3VtZWfm8v78/7G7XaV4G7mNacadSqRxhUp+4D4iqzgALmH6/BqyKyILrNFoTmJpwHZ4Ab4EDEUl0P/hAF3OxdIDvGL0XRvzcmniAWxNh2AJOgJaNlQieiMQiciYiTUxrbYzxizEad3HTvLYGm5tvgAOgneYu8EbeO8DuxsbGiYi4vw8w1T57QSAMW+zsPCcIXlsCqa7mX3ZR1RymGy5j2msRIJvNrgMUCoV2pVI5qtfr25i0H9jREpHEJ2AcAY/LL6CcfQ7nGYwMpxi9v2Gu4W7azX8jMIr/8Uk2wQQTTDDBBD8BWpwGrxH9EqUAAAAASUVORK5CYII=) 9 9, auto;}
59.375%,67.0875% {cursor:url(data:image/png;base64,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) 9 9, auto;}
67.1875%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 9 9, auto;}
76.5625%,84.275% {cursor:url(data:image/png;base64,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) 9 9, auto;}
84.375%,92.0875% {cursor:url(data:image/png;base64,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) 9 9, auto;}
92.1875%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur55153 1.0666666666667s linear infinite forwards;
}
