@keyframes rwdcur81550 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHA0lEQVRogd2aS2xcVxnHf+fcx9yxx+Pn2I6dOI4zuK5rUrdJqFolYIUqkKoUUUEDSKgCiQ1IrOgGiQVsECu6A1RVZUERhQUVCtBWjep0BVEa8rRi59HGdly/Z8aeO3Of57CwnULDijkRiG95rvT9zv+ce+73OFdwn00zIYERIBJM3jDtX5p2+G9sTKNPavQ3NBMDpp3bph1uWxdwBBj5BXcKn6V9JI+9uEyUA1wgMgUSphxt2ygwDjxk2/ZTtm2PtASB+jp9NYm88jPmLwDTwBvAByaAJgU8AXzX87xPtbS0dB04cKCtWCzi+z6O47CysqIuX75M/nZ59mX2r55j80ff4fqpRqGmXiEbOJbNZp/9av8+79CBT9L8zAkGBweh6iNti4VyWV68eJG/nT49WDob9M0RHgb+ZwQAnAXefjx2Jx5zmnMb+/fj+TV6Z94HwHmwyJ2uLgoJs58Xl9/QWv/FBNTUVygBJuv1+i9/nK5e+s1gAQAnjAANaJwoYs+Fq+qFaVW+rR+7CvzVBNjkDkTAfBzHy+VymVqthmhvxRroByG4vLpCYXoWxxfVAm7eFNR0HFheWlpaWF9fj6IoQgtBuadAubuLG7du8fbC3FRIem6D5I+mgKbjwCIwF8exStP07qDWGqUUp7z0youc/zlwzRTwvkRirTVa63vGlFK2aaZpAUpKmXiepxzHuTsohMCyLBzHCYDAJNC0AKmUsoMgkHEc3x3UWpOmKVEU2WylEuaAJp0BSClxXRfLsu55JoRQgDLJM3KINRMu0Ae4X1NXbWHb6p8FCCGQUmLbdoLBRA7MfYVGgI4ELb9A155X19ZkqVQik8kQRRGWZe2IaAKaDDEBAwK2C5a2Osq+Q9gVo3vtK9P266+9xq6ODmr1Oq3ZLHNLS8nq6ionKQx+nz3eIfLzwLJgsiG+kWzU5+j4JfwjN6h/ZpHw0K+4NdgvBJFlsZimtLkuASRhGF77Hp9Y78SdeYTc6SLZ84LJmUbYDe3A9urvXiLquEH94feoHL9JJT8OdGjNZpLQCwRhSAJ2N4WxGikeaW175bqB/54AoBcYKpH0RajBEnGuIOs8nMuTcxx0mlKwLEpANU25XY6QQAtycT/ZRaDcIL9hAW0xSs4RDPmkg0Ucube1lZGWFnJSorUmIwQxUFOK/kzIe0ubRKix37Pc9xW6G85IGxWwnEJfhbQ/RvVmCNht23zo+/hhiBSCVGsQAgE0uS6DuZA/V1cOvQTF55hqOCo3JEAwuVrhyNlp/BOXKLmjVpW3Nmym45i6UnhAna0vRQbIWhbDQtCOuXDccCR+5cUvey/3RXZERTYpxUaS4GtNna3J7yQ/IbCRplSThCxQgHtD9X9gDceBgYGB4QdGRkb16qrdKwQPNDdzOEmoRRFy+xwIQAqBSlOcOOZ9pegwMHkwICCXyy1uVqvza0pFU+A+KgRjra00sVVM2kKQArESLG6mnEs+pAaTGk43PHsMCDh+/PgN4O9t8EwPtKlKRa4oRZfjYClFXko6wgIqERR9jz8xjwPvvg7vGpi/sVzoSgCXFuHTXpJQLZXISYnaPsjPsZs3WWaKTVYxm82ZEnA2gFeuQW4FRvvA7diqvqgD5zlPCbgN12KYKcN1Q1xjAqrAqSpUq/B8umvXROfwcL6nvZ0gSdBaU1lYoDIzM+X7/kvAJUNco0X9OnDKtu3iF8cPHnv6c8eJ9u0l2RZw5swZ5tbWqr7vXwMWTEFNdyUi27Z5wmt2x5dKXH90/O6DbDarfhK3dyQ0yefNNSWMC7CDIHD/YKW0Pv4IO90rrTUiSeSRjaaxCu4IcMsY0JSjHXNdV2WzWZxM5l/GEyHU0c47b836sxdM8u5HW0XZtq2k/Mj1Tk0spVRs9VGNmfG2ShAE7sbGhgyCjxLN7baKDMPQeE1sfAc8z0uam5vJfOwVEkIopdQQMGwSaFpAr1KqX2t9169Xq5NfL9EfxuSDeBQYM8k1LWCora1tJJfL2QBuEJLd2MSOYh7q65dPHzwoC4WCNMk1KcAG+rrbO7p6enrwPA97p70oBN17BxguFm0pZQ9bt5jGoKb8TPyAvd/u6983NNTehZUkRF6GjF8DwFIKlarcrkA9tQS3gd8By42CTe1A/lv0fKkV+5hO0xyVCtZ6mcRxKLW3ElkW/soa3maVk17n6JO0ngB2mwCb2oFoiOx0FnGrdu7m0HSlijM9I693tVGv13mwHuEuLOFPz+EtJQtP0jn1NpWGVx8MZqOLRL8eI9fp+2mxcmGl+M6FmwfezNftMAzVN8OO6jj5mV7kQivZDxx4FZg3ATZ6U/8shaYfMtD1U2YHfsvKEaAZiI/SuvECA4uHaVlP0Iu7yVwRTBpps5v+1eDj5rJ1H7AzWaN3A/8X9g8I/eP2EV9BhQAAAABJRU5ErkJggg==) 24 24, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur81550 2.6666666666667s linear infinite forwards;
}
