@keyframes rwdcur119465 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 17 7, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 17 7, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERUlEQVRYhc2WW2xUVRSGvz231tI5naaXqdApZUrHXiCkMESgBSJGEGMs2pJgfFCJtfFBE2NIjAZNvIT4YiRRoAIGHiSQgH2oRtMmRqE6KrUC0g6FdmLpjdKWttMJbc/VB5iTmdYY084k/m9rrX3O+s5ef87e8L+Tt7YQ7+4D/tPF4w9/jeF+Eg0IAnuT0c4SGzxeUv2MpC3p8PX73rSm97oA8qqxYKUEOA4YyQPw1vq6x0rOFPQWpznkNPRZDwApbirQEG63+8X7KxMKYQKsClV0pY5INhAATNfsBRy6sFguAAwPD5/ITs91AmDLa0kUgDAB+NAAsANKzAJdyPqR/U2HtrzX/mqims4DEN7a3PJQxTDAOy98y1cDj9LbbWf7nizOHbjDE+W9lGe2ohig6YazPhCMxL6kYWPpJCDVB4LiH3r8q2wA+7fKqTNpXaSLNqa74WqrA4DHUo5zjqcJTeZQJBmIewObImbnGjaWLsoTFoDXqgdGy11tLM+An252snKzyoZdMzSeauPTLy+SbpfpHLmJoZtNS+o8GHUe05B3F/L1JkD2rt/vAkQUBcOAyo3jPLUzxNQ0jI5Y2bL0G2RV4dJgT/S5YK7zQUpzi2jrD1IfCC5Z1A5ElW63IwRcO9VE9+dDAIydvoqiG6iajKrLtPUHASjIcBG83UPGAzmPLLT5PACA9xv8TqvoYSDcRuXyMqKDtwjOH+1DAJE/Bm8A4M8vfb04K7t10QCXDx/0SytXAzAV0cuEsKDqBjOa6a/rDTfZCnC0D+eRXlXcn/nZ+kBQXQyAaZyTVWUGwG/j12U5rDp8OV6klBQAFmqw/yJbHI1Ar1ynOtZ4AUIYgKKlQCBZ7ed4IGv57OBqL7hWlOH0PETmilJs1llufJLvSirAyaoyCeDWrYLvPH4/Up6TzHwXUp4EwOxEf2FSAZ5v7QwDZC8declqt5pFVdEQwKXC45eSBWB6wN/Q+DFDv8ygHXormhu6chlhcVOxfoMLmEgGgOmBquq3B64ETg1E4zt/jWHIChcLPqKlpWU4Gc3jAO7qtBctnfweIDISITzUjeT/jJqaGhRFcSQdYDZ09odjzdUWgDvdHaQWvqFKVc/phpHwW1ic5v1gmuox3Pnb+DF159zSjn379jUnjSSr6qgLIHrMhsPh9GNV5XvmHLsJlzmCsda6OJdLkhTpGRv1WYR1/jYtUJcPH9w2N2ebm1iV50MIoO86M8r0tbXLfPcKfcFEMITmJuI+rvXdNY0dzfKu++G6+kCwPXrl0nV92Su/dg0mgiJWcWfBdES/EBOeia2l2CxrE918HsCgvOl8TCjF1pRNNeuTARA3gi92by5QB8d6Dd00/SiQbS4WNL/8c3BHIgHidkAfGJEcAj0mlR1bNwy2n6gsjR1T4gD+/KCMCVnrVDW9+Pb07BLQPVaL4ZE1zS6gSGC4J2UlU8V4NpEAfwNdgpAqN14XbgAAAABJRU5ErkJggg==) 17 7, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 17 7, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 17 7, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 17 7, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 17 7, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 17 7, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 17 7, auto;}
}
div.testarea{
animation:rwdcur119465 0.9s linear infinite forwards;
}