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3.448275862069%,6.7965517241379% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.8965517241379%,10.244827586207% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10.344827586207%,13.693103448276% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD80lEQVRYhe3Wb0wbdRgH8O9dr5QCKS20pWUOWmDtrnRQ988ulEniIPyZilGy6DISfcMS02jcNLqIE81ClugLY8hAEyWGknRLZqKbJnPEZHN1wHAGGCiEwSh2VdoCR0sPrnfni4UXBpKR9FLe+Ly6S57c88n3d/f7HVpbP/zV6/22DdtUpN1eiv37HR/09l46sy0AACgqMsHpPHDO47n4/rYAAMBsLsShQwc/7unxvrstgHWE03mgvbvbkzIECQCiKILjEpifDyEajYKUke2nT5+xpAJACQIPn6+fZRiG3b3bovZ4vC/cutV/zee7vpIKgEyft0OhSEvv9Pv9dx2OsoZg8J8nuro++yIVwwGAWL/o6OhSUZT8lFKZPtjc/MqVVAG2XJ0XXq9tanKppX4u+fiWR2U0qN+orLA1Sg2gttpIF+lrTfnqwwC6pQRsKQGapvOzszNhLtRnvNx0uEpKgGwrTZ9/cry3vNxskVMUzCadY+p+5Ob0g+C8FIDHJuBuqTtqLy1wkQQBgiRgNuU5rBZDqxTDtwSoqrTWFZnz1KIgAKKIbJUS7pM1VSkDGAy5e2WUDCAAggRAkMjTqw3PNjgdkgNomqZOVtlt6/dn33vJZbHkO0VBALcmYObeLEauD0CtyUKFs+RqXfVelaQAAKo9+fK+5w7uyqJpOstozDmbmanE7Pc/o6fta5x72wttaTFEAjh+zJVPyamkU/gPYHx8PKJSUNrKAkWN1aozVNc8eWR08E/0/TCEN/tisFXbYTTmQOB56LQqnHLXPp8sYMNGFF4W7lS8euJ8874SbXZmAuNfXUbHsAwnaAWaGvdB4HkABBJcAv650F3JAYsFOy+VP2X+VJ4GBHzD4BkGjZVaNLdUQ52bhXgsDp4XwTBRhMNLUckBY38EZoduDGIHz0Ljn8ARswolTz+DpdgqYpN+ZGYokBBFhMLLc76ByWvJAjZ8hkS2BaaxCcwP3sOPERtEjofIsrDYTAgtxhHnEliOsqHxiUDDxcsDSf+0bEigQvXwxeWFOAoy5CiS/Y4HGTroCvRQqZTQ8DzuT8+P/fVwscX9zjfDyQ7fFOB6rd7F/B0CG4uBUCqQu2sncvSaR28+eERu+EbdX975RYrhmwIIAmvlrjLwHAeSBORpcog8D2YxhujIGIq16fXVe8yGn0amg1IANpyGOTmameLC3GPpCoogQICNryISZhC4OYSVqRlkUEhbicX6+6YWxqQAbEig/bz3u3rF0m+8QeuYWliLEgLP+gKxCx/ZZW2eMDtD8jJTkFmVZP03BbxVZT2qE1fKhm6PdioJWBbia7d1ayQ7qdcmFllujuHIuQVOiEgF+L/+BZgbcPzvZxjEAAAAAElFTkSuQmCC) 0 0, auto;}
13.793103448276%,17.141379310345% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6klEQVRYhe3WbUxbVRgH8P+9t72Fpi2w0gKlg0LfuINiS1LWqZm6jWQOzaK4zMgStMa5JYuJgtFsYrYYw0dfFjei0WB42ZwRNeoizGliXEfHnM6yQhCCY8CgrIUWCrftffGD4YODRJPW9ovPp5OTk/P/5Tk5JwetrScun/2k9wQyVGRV1RbUOh2v9/R8ejQjAAAoKzPA5XK+2d197rWMAP5ClGLbtto3urrOvpoRwBrC5apt6+joThuCBABRFJFIcJifv4NoNAqKIttaWo5a0gGQCAIPj8fLRiIRtqLCmtvZeeYxj+dKv8fz3Uo6AJRWq5PJZFntk5O3fnE4qusDgYC+vf2d99MRDgDE2uDkydMqmpY1S6X0oNt94Ot0Af51NTfv22U2myUZCTebzSq/772Fxqceqk713uQ/LwEoitqyuUCZe/jZHR9nBPDMAaeelkqgL1bb7fdUqtIKYBiGrLEb2iACRQW5OH6s/su0Au7fqj9oqyw1gQAIkoCtsqT21LvPH0kbYG+9vUmhzIIoCoAI6IvVcqfDsC9tgCKdukZKUQBBgiAJEASJfHXOdoZhFP8JgGEY+dr41Ftud1lZIS2IInhexNTELK7/cA3qfCUa9zsupgJA3RVuedmZ/c1oPPcjjUYj37Pb9nZ1ZYl+rM+D/s4LOH/GC+ejW6HbnA+jQVvAJfivrlwdm00G8LcODA8Pj8ppSU2jldxhtWoKnU6La3joJr7/3IMXvo2ANBpgrtCDT/DIVysl9upSUzLhALDuaZ1eSIztOvR023N2Q3mOQoTvw89w+rqIvUUCDrrvBQQBIgAuwYHn+WTz1wNmtbovbM7yFilNYebSILiFRTz+QBGebNoOdVEeVldZ8JyAYDCMG/6prJQDQtNB768D16CLLSP35gjqylWoeng3FpeimJqYhkQmhcCLmA9GRm7PhXqTBay7BaoyF8z+cUxf9qEvbAPJi+DCEViYUgTCLGKxBJai7J2R32f3n+v1Jv1pWdcBU3yogV2MwSSnYBavYlKuQX6JBjkqOVSxBGbnEpNz85HDh17s+C3Z8A0BO480PHFraBSyQABkoRabGAPyNHkQOB4akUOo76eBpg8Gz6cifEPA6kos5Kir1fKJOEAAMhkNCALC4SiWfH4Y1Vl76mzGwgu+8aTu/1pRd0/oizUz5nJtA01LQIAAy8YRCoYx/ePPWB2fgJwCvRJd9l4cX/CnArCuA63HO3vu4wLHlFajJRCMLmfnKdiBGzNdrxjiLT2h2B+EijPcjrApOf8NAS89aH1ER7Imb/+ldgVFWgJRdkDOS6Kj2Zu4BZabCsupqSDLh1IF+L/+BB15dMD5LLmtAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur104101 0.96666666666667s linear infinite forwards;
}
