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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGKElEQVRYhc2WbUxTWRrH/9zbWNMQKWIvOJNWKmQ/kCIERkyEYosWZdQYDYkLCaFG2aRZ1LV8MoaCJEbHNRLx5cOSjRiiuBsL2YbaRadsKySI2qqENcZp6naUZlpeIkigTl+e+bDLDZdWYXadyf6/Pf+e8zy/85yecw/w/6qurq7s3NzcEpPJ9NXr16+ZX62w2+1mTpw40ZmTkxMFQBzHUU1NzYDFYsn4VQAMBsNvJRIJtbW10cjICPX09BDHcVRdXf3YbDb/8p3Ys2dPV3FxMYVCIVpQX18fASCTyWT83PXiVhSLxURisRgikYj3ysrKcPjwYQwPDx8fGxv7ZbtQVVVlZFmWfD4fLZbT6SQAdO7cuQOfs55oqbFz585vBwcH8fTpUygUCt4vLCxEfn4+Hj16VHP8+HHvq1evvklKStoai8V+XLt2be/evXtPVlVV+Y1G4w4iyo9EIj+mpaV929zc/OJTAElLjXfv3uHIkSP/FIlEOZ2dnYKtuHr1Km7fvh15//79rFQqlVZWVmJubg6XLl1CSUnJS4lEMtXR0bF1YXxeXh5ycnJ+39XVde1ntaWhoeEYAHK73YJtePLkCQEgiURCXq+X9+/fv08ACAB1d3eT3+8nn89Hp06dIpVKFb1z507+sWPHKrOzs393+vTprZ+uDuDGjRsStVo92dzcLACYnp4msVhMWq2WwuEw709OTlJycjLl5eVRNBrlfa/XSwBIrVZPMwxDAEipVFJtbe0floU4dOhQ+5o1a2h8fFwAodfraf/+/QIvEonQ9u3bqb6+XuB/+PCBUlNTSSwWk91uJ7/fTydPnqSysrJ5q9WaDCQ4hgsqLS1tT0tLw8DAgMDfvHkzxGKxwGNZFnK5HBs2bBD4q1atwu7du6HX66HVarF+/XrodDoMDg6uDoVC2ct2QafTuWpraykWi/GrCgQC5PF4aKl8Ph8Fg8E43+Vy0YsXL/h4aGiIANDly5dLgATH0O12J/f29n49OTn5xdTU1ITFYsHExARkMhkAgOM4cBwXB7v4yC5WQUFBXLcAYGZmBnEAra2tv2lqauq7e/duZjQa5X2Px8MD/K9ayJuamgpg0X9gZmYG9+7d+0sgEMh88OAB3r59i+7ubrAsi9HR0c9SHABCoRAYhoFCoQgJfmhqalLI5XKyWCyCPTSbzeR0OuP2tr+/n549e8bHvb299PjxYz52OBw0MDAQN89ms5FcLqeampp1gg7Mzs6uGh8fR0pKigDswIEDKC0tjVtJZ2cnHj58yMe3bt2Cy+XiY4fDgb6+vrh5wWAQHMeFjh49OicA0Ol0s0qlMjYxMbGiVjIMg3A4LIhXojdv3iAjI2OqqKhICLBr164f5HL598PDwytKxLIsYrEYHyclxX1W4hSJRGC320FEbh588QClUnm3o6MDPp9v2WQMwwgAVtKB0dFROJ1OKBSKvyUE2LZt2x8VCsXs+fPnMT8//8lkLMsiEonw8XIdiEajuH79OjQazdTBgwf/mhCgurr6X/v27Wuw2WxobW0VFEgEQESCePHdsVQ9PT1oa2vDli1bvtFqtTMJAQCgsbHxTzt27Gi8ePEi2tvbBW1eCrC04MfGjoyMoK6uDnq9/u9nz549L8iTaILdbh/0+/1fXrhwoSArKwsqlSquxSzLIisri7+CGYbBxo0bIZfLeZjs7GzIZDIYDAZkZGR8X1dXt+vmzZtzCSmX6syZM4zRaLwvEomoo6ODIpFI3KWyElmtVpLL5WQymb5eUeHFCgQCqysqKv7MMAxduXJF8AhZqmg0Si6Xi54/fy74era0tJBGo3n9s4svyGq1wmg0tqekpFB/f/9HAWw2GwEglmVpaGiI9+vr60mtVjv/awAA8Pl8Io1GM33t2rWExb1eL6lUKqqsrBwqLy//rry8nH8bGAwG0mg0HwVY/vr6j4qKisZlMtm64uLif09MSgIRIRwOw2q1guO4mYqKisJgMLjOYrH8QyqVri4oKIDdbodUKv3B4XCsT5Q37kHyMeXm5jo8Ho/KbDZjfn4eoVAIIpEI6enp2LRpk7+wsLDBYDB4AHhaWloqXr582Tg2NvZFZmZmMD09/ZHD4UiY9ydtmiQU+qU+QQAAAABJRU5ErkJggg==) 5 2, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 2, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 2, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur108269 1.5s linear infinite forwards;
}
