@keyframes rwdcur142529 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHElEQVRYha2WS2xUVRjHf+fcO3PvTDt3htKWiiCltTBT34iCGhWNG3ybGDa40agLHwur0YXGjYkmPhe685mY4kIXmoABEyI+qS9EorWD0JZWKPQ9j87ce+fec1wghCKY6Qz/1Tnf953v/O49Oef7YIHq6qaxPe18tvHhuH5zAH3PEzG9fHVyzULznJC5kODOTGO30vKj9ff6l954vwuA1aiHR7O5PbUCGNUGdqQTtyLktlsecVes3+SdtO/bHk2pciw1M+ntqAVAVhO0YrXziOWIbfc8X0pdcas/z7exp0TTcqVq2RyqOIKOjPPKkk711MYnSrS0/3efw3+YTI8aCzrKagHMlZlEb9c1waaNPSWs2JmD3KIAGDqnAKszzoW+1r1r7wyuvvnh8v8msOLajzrB3nMGsDKdvKWC7r3xIb913d3ePF8OCIBFwCSQAiYPGdFyTtrnBKA9nXjAjPHuup4yy66toIChAQiBVBpagaPAYaA4BE3tcOxviSWlWzfAykzihcUX2M+d1zNNY6fBODAFiC6wjOPjCtD2L0AhD6M+hHE9Hoa5n+sC6Mw4H7Zd1XDfbT3teAkfD4NRvQ+HViJGDI3G1yXG8AiRRPAoXTbLjI4x6zIbhtVd5zPJWJF2vmm7q3L7xS+7FJIzqMAmGiYQyTJxmSIio8iIJBG20Sia0YZDSrTSyPmYbgv978wtVp65d3rC+6MmgA1P8d7STS5GEFDxXHL+DC7TeJEpcmKCopygHDuGLMcoRMcoJA8xlTyCa8yh4y5Lly9lcOfMwZkJb2ctAObUgNwzsiuxpilTmW65KGxaflMFTQFZgFBCgEKUQJEFH4wpEAa4aooi4E15aPRcLZsDmN9+UL5ydbfTMTtitg3vsL4b+6Gy316sol5OtsdbFE1dgatCYQtTs6gzxLTASmoAFHDYmEUT+7FWAHHqpHllQ+uiqAz+yhaml61y1toGzSLCdODrVYaUl1iLFIll6unLHiwjJIS+oDwp6XspPh5vDt8s5+V46BEd/DP/Vk0A1agj4zxmWPiWo1rLk8aj654ptS1rVSQsTRgIdr1nMzEsX/byEqX1b0aEA7pCk6fE+Gg2t6ezq7E5r2DiYHGyJoBT1Z5O3nznM6WdmRsqJ23lvMAvw7FBAx0KhNTu0b9MOz8haUipwfyEDA70RVZVgvB6W8ojNVex49LrVTjfEnM0MQeSS4ITJnvVtQFKgZR0APTvijCyz/xsLCua6gIQQjQkFlfXCshTnqruDRW6N1SaPLfKhuSsAPDrttca8Eq1rf/m/djCesLTZYjc9o4rYwNWnPRC1rlz8PmrDez/UW6pC8A0URFbpxay5uhByY43Ghgf5sVDA4Vn6wIo+41ri9OqLQhAKxASzH8zag3itDu2f7fJ9jcamCuGD41ki+/AAtvy02VKadupCpOjEIQgBUQsjl9uDaYFkchxmOzXUb58255USm8eyRa/OJmjHgBtqVKqLfSDgCiA0uCd0sGdGO/51Gbgq8jPodKbR7KF/fM+oh4AfLGm4ono2dyBD7t744z+Zn4Sy+U394/hnx5T3x/QYkU0rs/oyx2V9G2JMzUiXx8ayD95thx1AThLdNDSEfzHfqTfpG9LHG+Ox4cG/r8w1fUQ5Y8Jc3dvfJ7twPdRvno7np8r6DuqqYp1AQz2559MNKvBE/O9W21++tj+HR1eN5ItbK0mR11H0JlOXu6X/A6toG9LnEO/mFtVJb95+AD5anP8A2fVIGekSVFcAAAAAElFTkSuQmCC) 16 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur142529 0.8s linear infinite forwards;
}
