@keyframes rwdcur52778 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiklEQVRYhe2WS2wbVRSGvzsPO7aTFIe4CXFBUBoECyoqpC5ArJAqkMquVEQsq6AuUWgK5GGPW0FNQBUSSITCApZskLqBBQiJBaISixIBCwSLSC0VDzd1Zvy2Zw4LP5rgGScObRFSj3Q09pw79/98/jNXhttxO/6v8VL2fSlMjsl/In4ye07saFIqqSFxHSSdtm4dyImld8WOJps5HZdKFXGLSPrVWwRhRyfEaQE4j+yWylUlXqkFMXuTIZxIUpzo9bQPjUqpgnil63nTIGaWzm0Sd6JJsR9LSKGOuKXNEG6JGwtxwk+8dS38rG8S3whxQ4ZzJrvcJd7J+IQULhq+AJ25+DfDeTK7LO2h80t7z12ynlPSCADoQLyyA4i0ZXXa3CvtL8NSL+ML4W64Lsye9YVQQQB2NCmBxVY0Xqjw0/E9PDy5ggJ0D6jrFCsxYkM2a+sjrF7eSzhSwShN8snHU7zx9tFN2/pqOJEJQSlcXaG7TfDcqIHuQvxag4sHovwxFiJUizF1cIGDlwZ49KHvKBejfLPyBIbnEg+v8/3l/VxdSzA8nGe8nOeduRkOHT3fG+Cj578WpR1nZX+MS3ebhKvClQmTr54cZN8vVRqGYvVeExAGKorah1OMfHCYe9TvaAguGiEaaHjkuAMDFxeNEfJc+OFAl57xzxur+wyWX17DNmO4ClzChMRhuJHjz/sUmtQYq9kIiooRZ+j+z0moxwlTB8DcsNco+dYnYW7+DM88193tLgD4gtcyL5JOn0bhIWgoXB+jFAVtHF3XqWkaeD5L2vICSi/41roArIylAN7jjLyetgLEAQRXhSmZdzLgDpJQdjABcPjZz3znTQt6wHB7/CSgrI1S1XZRfeAa3kAtcJ0gXPix2/stAabfmleWtUjQqR7xcsTrv8J4jsju3wLl52fPBsL1BAA4trSgUqesHisUob8GSThBNinMaHHnAACaeIFdMKRMY1cZN1L1rQvCU0c+7XmebQlwbGleLWYWfWshrwCRIsUH/S3we+/7BgC4Emn43ndVGA8dMbsHNm1ltrP19gCsjKUsK9VlhaLR3EJ1eyTS+y3qCwCaVqSsxeap0gpDypji+FggPH3k/Jbt7wsAYPrNBWWdtjrf88Ze6tog1fE8aNLW5ttteL8jAGieuO0mmFIGAa1qgtfW7O+/R98A09k5dao1D4ICBbWx9U49ld7e8LXjb/pCFrWkXTuVAAAAAElFTkSuQmCC) 8 8, auto;}
}
div.testarea{
animation:rwdcur52778 1.3333333333333s linear infinite forwards;
}
