@keyframes rwdcur109925 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEklEQVRYhb2XW7KqMBBFd8IrSCyHwaAcnwOS8ifjMAjySM7HufQN4Sig4q6iyk5i93LnYWAALP6L4cviAKCUGmLrAW0uBsAWRYG6rpEkCYQQyPN86NtcIQDUdQ1jDKqqgrVkgP0GBAeAOI6poa5rnM9nF2J7gDRNRxBVVaEoiq9A8OFDlmWIoog6brcbLpfL5hDDHNthJ2it0bYtDZBSIoqiYWG63/mIuN8gpUQYhhSXZYmu6/yt+nEA5vxCSCkRBMFvNWuhtUbf95tAuA4QBGMMUkpwzjeHmEwBdXCO/X5PEMYYaK1hjJmDWAXmA4ymgnM+csIYg+v1OgexapH+5cAIIggCSCnBGCMIrTWstY8g3nKA9Ayi73torQFM/siADzhASVyIMAyRZRnFXdc9g7BPnmmhJ7JeATRNg7IsKY6iCFJK+MAAcDqdRvHxeJzUfTgF7kA3cRzH2O12FLdtS0BKKXr+kgNETswBDBAsz3MCSZIEaZrSgKZpUFXVglRTV5YAuCAEIYSAEGIE8YrC+SETCDtAKKXAGMP9fh/BrNEaB1wIckMIgcPhgCRJaIC/GJ9prQM+iHWLKaWouD/Xj/SKAz4EFVtbnBK8IbumGDA9C951wE24RosPosWJlsiBXXUQrUk8O8Y/DT91wbRe8gnYo75Pv/kQyL8CzG/3IbZ49Xp0L5hAvLiA35LF79al+8EPs44CuudzHGkAAAAASUVORK5CYII=) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur109925 2.6666666666667s linear infinite forwards;
}