@keyframes rwdcur4885 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzklEQVRYhe3WsYsTURAG8N8GEQsrT0QsLKyN3J+wZWpRC7ERRJTr74+4/lBEC8XKwIHdllbXKq61oIJynrES1DvJWuSt2WyyyW5IYpMPln07O2/mm29mH8saa6zxnxE13ZDtbLRwA1u4HMzvsIsX0XavvzQC2c7GCTzFzQqX57gdbff+1I3ZakIAd6ckh1u40yRgUwL3a/hsLZPApQX5zE3g/YJ85ibwoIbP7jIJPDKY9Co8w+MmAec5BwjnQJZlVyCKoreG50DTkHMjxid8COuVIkYPP9NEhsNVkohxGBK/xOtVkigmf5ImsrBeCYk4JDjAMX4bzMAxvoTng6Yk6n4FMbpp4iy0Oz6miYvldY52xzdcx6tZgeucAyPJ6yD4dtVQYpYCcQjUxy9cwOfCXWldxCmDAqcqMY1AjO7ew2HlV++Ny51jUiuCfWo7qlowlnxezGrHJAVio7KfDtdXnDfeghy5rYVz+I6j8K6yHWUCsdFp30M/TVwrOlXJXfJ5kyY2S7axdhQJxIaVH4UqfoTrJM4YqFD86SwrUaxeYU9uaykpkRMYqbxONcFeNXiTqv9nKyrRqpF8f1LyaUgTm+2O/SpbcTAjZE2CLxp/AeXfsr3EqH/rAAAAAElFTkSuQmCC) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2UlEQVRYhe2WP0vDUBTFfwkiDk5WRBwcnK30I7yxs6iDuAgiSrcO/RAd3IoiOihOFgpuGZ1cFeMsqKDUWidBbaVxyIt9+duktHHpgZD3bm7uPffcm0dghBFG+GdoSV+wyhkdWAMKwKI03wEV4FwrNTtDI2CVM2PACbAe4nIGbGql5k/cmHoSAsC2K3nR93wD2EoSMCmBXdduL5BEYZgEFly7oiQR5TNgAveunT+532fABPZj+FSGSeAQe9LDcAocJQnYzzkA8hywLGsJQNO0W7rnQNKQfUMAT8CDXKcKATSBT9PAAhppkhBAQya+AK7TJKEmPzYNLLlOhYSQCepAG/jGnoE28CL39aQk4n4FAqiaBtMA2TyPpsG8d+0gm+cNWAUuewWOcw64kseB9K0SQ4leCggZqAN8AXPAs3LHs1YxgV1gpBJRBARQrR10K1/e8cvtIKgV0h7ZjrAW+JL3i17tCFJA4JZ9Ul6vwCz+FjhwbDowA7wDLfkstB1eAgL3tNeAjmmwojqFye3xuTENch6brx0qAUG38pas4kNe48AUtgrqT6dXCbV6lHccm45HCYeAq/I41Uh72OAFVf9nU5XQYyS/CkoeBdMgl81zFWZTB1MDrCTBB41flRW1vdGngeIAAAAASUVORK5CYII=) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur4885 2.6666666666667s linear infinite forwards;
}
