@keyframes rwdcur204646 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoElEQVRYhe2WwUoDMRCGvylLkbWUWnrzDXwIC76CB++9efF1+jbS+iYevFawspRl2fGQZLvNVsisBVH6Q1iYySZ/JjP/BM4445chhrmD1qj9iH31Ed9JMABybQEYATkwiuy5n5+EzEBgCICsAVDVrYhcq+pbsKFz/LySE0dhCMz04Kirw+8+ArOGbAJSI1ADlYjcA2PgQlWXyBp0jog8AjvgA6gwnN5CoASecXc/jvwvfvNPjOG3ENi1Fo//KzyBAmMVpBIIJEIkysgXbJVhPcBQLq35GV3iwWZdzxSBAS75trFDVV8BROQSd1XJV2BRwgwnOu9N3R+wmCMiV7hENF9FCr7Xgp4aAPYkrETkAZiq6jI4vA5sMGpAHwIlsAKmkW/lCZgl2Epgh0/GyFf4YUpAsJdNjQtznGTBZm5AFgJBA4Z0Ey3YemlB6ub50QroVoLpPZCKDJg0G/pNgacjtgm23EpCRwOABXADLH6iBalKmOHa8B0uxDWuBde4cN/6b4Fr2clqmEoglF5Itop9zYfnWsa+KyaX4595FZ/xf/EFaSAgjTt8BskAAAAASUVORK5CYII=) 15 15, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur204646 4.8s linear infinite forwards;
}