@keyframes rwdcur79599 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 7 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 7 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 7 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfklEQVRYhe3WzW4TZxgF4Mc/CY7JjyeAVUKgiGaFEALEDcCCJQs23fkWegW9mWxZIrGoKlXqCrHogkpdQVtQFH41A1FiQuQ4LL53YgtZKOO1j/Tqkz/PzDlz3p9vaiYg76mjjmasdcyjFXuDuPQgYoj+6qbhpOd9D7UJ5PNBUkYrYjHWYZDujAkYxLpfVUTzG/LFICqJ2/FXN/bbQbaPHG9CkFibIeTEOHYg71nGqmQ3dIJ4Az8G+Q6KENDHvxG7IaAvuXBiNIO8FYRlvttYxw38fKrh6mDI4ZFtbOGZ9PaL+BgCSuF1Tp6GZt7DyPay0Lq4g/udOVdqc1gAa/rWis+u4088l1LxLlwZViEvHSgrvBTQlmzfaNZcqZ0OeQvHImR7Wt67V+xYx2tcwj9Qxf5xAePt1sFFdJfaWAkBnZB3iNOYIzt0tdhzU0oJo/asJIBR3ppBdRZdDSkhKxG1RIzkU43sPw+KfX+gPs0cKAunzJ+ghGWNIGzFuhTSzkWsxW9+8U1LVxFQts8gHrIbkRvGFQM0jEp0BRdCxEWyUzZwe1oBJAd2g6qPt3jqAF9i9zAEdHAZ5/GD1C8Z6Oa96i6M562PD1JLbePv4rPfvMeeNILmgmxJevtLsaaklWdCJZSKB5Ib+0FOpKHINbMjdzXwSRo7mZSSM5IjaWBvT12EceNBCCA5sYVXeFgUHtuSZt9bafSUOCt5x5Oq5IxV7uqmYd6zY3Tc5kYF+bF453r2wroDqRbOxY1HFP97trp5LL4SJh3HdaOjty25tIxb+DVbcFlHOiV+wiOKlxrT2D9RwJiQ8ntg3mjGX8Pd2PsLv0/75jPMMMMMM8wwQ4mvFGu2siNRPxkAAAAASUVORK5CYII=) 7 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 7 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 7 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 7 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 7 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur79599 2.6666666666667s linear infinite forwards;
}
