@keyframes rwdcur65626 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgElEQVRYhe2VTUwcZRjHf+98LGy3sEuVVg4o2lZIPxYK9GI81BiT6oGDPdD0YGPrRYmNSuyFAqUHE5vUNiaijaXGFpvQDw+NqZg0obGmTWxKKAhIa1FIoBFW2F12l53ZmXk9zGLBSgMLNR78J5Psx8z7/73/93megf/1X9T+/e/LAwfq5L/hpcz+sm/f2xKguLiEYLCUpqaDjxxiDsD0dJIjR45I0zS5dauLiopKDh/+8JFCzAEwjCSRSITOzpsUF5fg9/vZtu0FWlpOPDKIOQCnTp0W/f195OevZnJyklAoRCwWY+/eN8TFixdlY2PDsoMof//h3LnzYmBggHA4zNWr32NZFpcvX5ZVVVVi06bNNDTULyuEmO+PnTurZWXlVvLy8vB6vUgp6enppqKikt7en1AUhYaGxnmfX6geSGBGmqaRTCYJh8OEQiGuX7/GunXrsW2bLVvKqazcyrFjR5ecxrwAra1ficHBu9TW1oobN35k1arHmJiYwDAMcnNzuXPnNqWlZbS3f7skiHkBAE6e/EIAnD7dKqLRKNFolEQiwfj4OOXlFaiqyvbtLwuAgwcbMwJ5KMCMqqurpZQSwzDo7LxJIpEgHo9TVFQEQFtbm9ywYSOHDjUtGmJBAKqqous6w8NDFBY+SSQSIRQKcfZsG2fOnJGmaSKlJBgsXTTEgqt4165dcu3atWiahsfjYXh4iGCwFEVR0HUdn89Hf38fb95rwpZg2O5zmqLg0QtY0zzyj16LaqM9e16XM3VRX18vFUXB5/MRCAQYGvqNmvEPKCgFLMBOr64BmmCyx8uq5sQDfhn1cV1dnZyensa2bVauXMnExB+8O32c9eUA0jWXuAesA6r7OdylkddszfFcUA3M1u7dr0nDMEgkEsRiMbq6unju18/Ie0pCStw3F+7qkY8htccEIFBmMfmWOqdGMkpgx45Xpd8fYHBwkLLoFUqK4Nl8KFkN+T7QNNzo07tPHIWsXgv1pAYCIl0agU/cJBadAMCFC1+L0dERNoevoOdCh15Nzz3oHoWRCNgWIDRQVBCwohbMTRrOXrcy/VsswjWaJM2ZkdrbvxMbK5COA8lkktEpkBKEgGwdIlO1eIHCoo+AFN5aMDaqePocRIuClBYZJzAjrwZZGoyNjWFYMBaHX0LwTXcV4tynFEbDDA3UuDdLyHoPxOcKOOCkK2FJALoKmgIFBQUAJFLwewxGpqYYTkYZvHScmGGCAZhAir9a1E4DZHwE4JqLWVtwJMRNKPR3cDv4CslAgBcLmpHx9H0zlwqWswwAPh1MDRRFwZHurhQJSQueXnOJZx6HaNKtCVW4wLoKigZmelIu6Qje6UCkohCMnkdPr6SmG9uyIZlyjVK2u2PTdq/+bihqIfM2nK26HxAyBjlZsEIHLV0XM++DlA22k55NAgb6YMOX9+fPkgEAGq8hRBzysiHH43aGI8FIucfhSFAE3P0ZylpZ2ih+GIQahydyICcbPCo4uEk4Eu70P2gOGY7ih+nES7gTToFs1U3EnwXPty2/17LoT15Rzw+wkJKgAAAAAElFTkSuQmCC) 4 4, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur65626 0.83333333333333s linear infinite forwards;
}
