@keyframes rwdcur172814 {
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39.583333333333%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH70lEQVRYhZ2XbWwcRxnHf7s7uzc+n6/X8/lycRPHTdM0SV9TQRJBCRWkpargI6Fq0hYJUSAICZDgA1I/0U8IWhASX0GivKiCosKHtimFVrRpQGmrpmmdxG78bp/t8/l8vtvb252d4cOe82q7VUd6pJ3Z2Xl+88z/mdmx+IhyhzHiPMg2pA3ITnMAyrcQgbEs9YgxdgyZUci8MzU+HWzZdisq8PH9Blo3uL4vWG98+6MAzoIMIG+q83NMjY8DO1HBAK1W3hBJgAzYO0DuhelCPg/oAq1WDr+VphWIjcbfEKDHGC+EHLAda7WrPoDv30YQbKEdZqQxog5kQWyFvd3pHoijHEE7QxB4hO0Nfaz78hZjRAMyQJGVpX87AFrD22/9lHa4l3Y4SBTlA5DDYI+DqILXhq8Qxx5KeajII4o+GcAkCANZlqtvWQa2WpAyGuIY4vgAWt+KMQNAbhjkmyBOgVi4MPwPtPZQyiZSoOJPBtACAeQwGkdr7s4V2NrXB5YFZ8/uw3Huwrb3AIM16B+C0vvl6TeasYIoyqNUhlh5aL2Rf9YVSEfxebQhZRn2AC0vxYjjgOvB8PCD7N/X6PQt+5D1lYIwgna4lXa7QaQk7ob+1wbwjBEhpEkESMYY+oAbRQpn0ybi6emk49DZw9yxN8vU+AMGIJuFuTnwmzsJgiXieArH9jYCWHMJomT2OWqVvwLk8kW6SBr7HAc2b07MdeHC8APoGHI5aLUS81t7iKJtKJUj1pILw+tG+hqAvDHCJOovADgW3ADEQDUO6bZtpG3z/dffwC4WcQu9iOvzEIYdgADee28nUVRC6yyQxrY+GuCHxti3GyNWVte+tvgK2pCPNSXgjolxfut4jPSV6LEsnn7oYX7wr1e5Pta4UQTtdmJRmGSK1iUsK48rMqTkJQBjbIwRq2YDPG6MeAdkFTI2lCwYII5xYoWnFFUdUV5Y4LJBAPj5Vw9z9Pg/ifJ90FcApZKlsGwQooTn9SFlhi6ZwRgPYzIkuiokprI2wCmwR0FG1YWlHJQk9AulsNohSz09nGs2afhNbl4oUwKC/hsusvziaw9x7JnfJ7Pu3wyOAFdAKlVEyn5kVxEpcyTLmgOKDJ+dhahIs5kAjIJdhvRKFOHo6D8pKOpWizgIaLXbzEQRP9mzm7CvRBmoXyWdpx8+wnf/9Cw4DqQ86ErD5GQaKQfxvEGEGAD6qS9NUl0YouVDbblEbTlnA9SBNnjBpv7PLfg+K9CjB296xuy45QNTqRBVF3nyzBDj6ykJ+OXRRzj2l7/BjYMgU5CS8OGH9+A4t6LULmA7vg/ZniNs2XqEpVqGlRXPBtCgTceizHVoWALKwAVcF9sR2M76O6plWdi2za8efYxjzz3fSdNSkqZnzhyl3f40QWMP3WmoLKapLmpqNR/fD2wAAxoIAb9TrwJzFpRt10W6Lo7jbAhwEeKRRzl24iQIAb29iTaa/j6qS3eyUHmSyoJHbdmn1aoRRXW7M4LqOK8D+4FK59kXQpAtlXDs9QEuh7Asi6eOHOU7J04mL6IITp3ayYk3H2JxsUBtWeH7VZSqALXLN4gAqJHsDR5T488bx8FYFsIYDGZDgK8/8QSVO28HY9BxjJGpJC2lhMoiBC2oZjJoE+LYdaSsIkTjcoDVKEhAE8fJBIBFpVCRusLhyaEhDuzefbH+mYMH+dahzydKGh1LNqXlZWg0YWUFin1l6nWN44RIGWBZIZ/ary4pK1mGsBOJkDBMBslmaUYhKo4udn3l9Gm+N3KOP7z22sW2x++7j3tefDn5adE6+bbVgpkZ6M1DvV6n2awQtKsY4+O6IVx9FljWJTHevOubBAEEAbRD4k4EXjl9mh8vL3Hqyw9yvDyLMQZjDJYJOdj0E+eFQvLd9Aw0GlCrQaMxQTucBqoI4eN5GsC6ZjGNkUAJ1F1o/SXePf1tenv5zZkP2LF5M/fftnsV9pKtltWZrzSgsgDvvQ+jo5DtmSfWzyHly+Ryb1MqznDvoTUicFELpo7RMyh1jiiCIOD1l47zo/m5JKxB0Dl4okRoq2GP46TeDpJTsTudnBGxHgPGcd0ZumRt1fnaAIkWGhjmieMLhCEEAX987Cjv9ubh/DA0ffATkH0vHcePDEFs0VDwsxdeTpz7TfB9iKIGMIIrJpCyQlf6ijvC2tubZYdADWMm2LXrG+Tzv2N2FqamodmE4eFE2Y0m/9u/n1///XmiKOK/75/hRHUxiZDf0Y/WY1jWGK5bRqYadKevSKeNLg0Bxsyj9XmUEmzfHhCFdzF07gDGQLkMxSJs28ZT/Zt49dk/8+bOm6nd/0WYX4CWD+0QYj2BY08iuyp0pRt89uDHBlAku+EEoDCmQaxn2X7jCHG8A8cZoFrtZ2yMOc/jhUNfABV3cr8BUzMg7AqWVcb15pGpGml5zRVtfQAnpWguBwhRRYgQV9SJVRmtR9B6AK1voFDYgisGEO7dNP3kb6jRgIlJyHSD35xBODNIWUNKn3sPqavdbHhvo/u6RJBzMwE6bgBVLGsC276AMQUsqwjcRKxGUPFhggAmJpIM8dwKtj1CKjWJlFXS6TUvqBsDrJZN/QnI1HiAcGtEYZVYT2FMFphCx9NoXUGpY+Ry53GcEL81hm2/i5QTdMkaXV3XzP7jA6yWLdsUiTYCJkbr6LhGrOuEYZ1I1YBZLKsPIUJS3iyWPUKXHCOTqZNOrwnwfwQy/+Fk5EriAAAAAElFTkSuQmCC) 9 4, auto;}
58.333333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 9 4, auto;}
79.166666666667%,99.9% {cursor:url(data:image/png;base64,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) 9 4, auto;}
}
div.testarea{
animation:rwdcur172814 0.8s linear infinite forwards;
}
