@keyframes rwdcur128775 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 13 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 13 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhc2WL3DCMBTGv3AI5CYrmUcUs7s6KmvZFBaHrcTsbrJyddjJ4oas3KboHdxhkUhw4DKRvY6mTRr+rOWn+trXl35fXpIyGOK6La57HscHZlrrmMY5L10T5Vf3ei3Ojp5OJoG20HDoZ2JTR5QOsLMMPZ3cMKRcVjzwLW2h92CTicmRMidyDlSlPB2PLmTlZYrLmIaOqDNoA1A7kTpQtXKiaZp4b9lGedtNAgDY7yMRb/X5te8DTdrhaO6dxxcxH5wDjKH7/G1U6OPtIRM7feHAbLYGAHhemwNAkmR7Qe1ARU1R2gPzyAE4R/fpq/C5rPxUzHrgH90wXgXzSKzrJMl2+W8I22yR5Kh/Fcg3ksUCAGB3OkCjIVbDEaRchro+HPcB/O2EqnzlB+Tg2v+Qi2nKO1U6t8tl4QuyIssSp+A0pDubwjwVtfcAs22xE7ruHQBgNBpfdYAwfAUAxPEOwCk7YUWkTUjK6YsvdYLquId7AECMXWFe7Q6k80G9EEXiVCQFRJkjcj4pH3+K01Cee+J2HCDICTrHVysXItb/2nieUHyYirhMOXF7DhDkBBEEbW0h319n4jLlxO06ICM7ImOqWKZ2B34A82qgb9d7mhMAAAAASUVORK5CYII=) 13 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 13 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 13 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 13 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 13 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 13 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 13 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 13 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 13 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 13 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
}
div.testarea{
animation:rwdcur128775 2.4s linear infinite forwards;
}
