@keyframes rwdcur156722 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECklEQVRYheVXz2sbRxT+3u5Y9kqqrAiTlASsdSil9FAs+9BLSkL/gJKixFCaU3xIr4XIhdBjCcQx5NBTDjo1pmBV+F7akIKvdUwvJZCQdSAmpGt1K2TL3l+vh/2h1WrXlmp86gdiZ7+dmfe9N29mnoi5WQSgAiihHy0AGlHVwGmCuTkLgJN+zM3pUzUOQMKg54GwzwG0T1uAOML4k1HCbxirRUXJqADQ7ZpasfjlcGOZm5+iP+xX/bwYCYeHjXAp/fZQkGJiRvY8nEjqLWW0PYyA1kmNnwQSAI25WT6JccNYLRJBDd6JoBrG6lDLSInsCkfPhhYADbcpVdz+/qPpbPbGdowrZ7M3Xh0nYHAXeMY/AvBbhL2MFf4jTYRpUtu21xYlbNcBwEV5sdOxhtrCSdtQ9Y0vAtAi7xUAW8NMOgqkBC7IYA236bEvIsoPQFEyqud9DUANErbrwZnwXwS0wqe3HIUY3wfDWC3KMs/FeVnmuWESMUmABqAMoAMvF9YBXEYvEn1QlIxKrNWz+RqKJaBYArL5Goi1oaOQjBWexQozVviqH4kBGMZq0bYbNwGwruvsOA47jsPtdpsBsG2v3TwuCkkRiCN1CypKRhXiel3XdUxNTYV8LpeDrusQYuHYKBwloAMv9J2kj97aY2Dt4zguFxJvQx8mvO1XjpKRAgau/aLuWEBhcqpv4O7uLmbUs3AsAKzV83kVltXQvPFsOg7etFp/71y4cGv/KAFt33g7Zlglqq4DgGMtex3/AQqTQOEdGXv7QC7rcaGXYqEenXh+fubxxsa9WwCeJx/FPYMFABkA+ahh5uZ35sGzb4W4AwCQx+B5G0E/twymizVm3iTiD4VY+N401z7JZBY20gqSIoArRNV15ubXRNUHPh9USXPBxB6WII8lzbQcabutvT1rM5fLAACIKAOkJ2Eh8Jao+oC5WWVuVgA8AdAyD57dB+6ExgM41vJAJILvvXPBcf3eLpCehG3mZsW2nbO/75zDy7d/bV08d+2tHwW/y92Il0thPgCeCHlsKfLdgyzznOtKzxUl88Z1JT01AkRVg6i6JYT888fT+i+TonvQ6fzwrmU1rrj2i6dCCAghQu96Xi+FT0/QUh9PrNWJXEnXH83v7eEVkFYPpODwsDErpJdPRxkTh+3OVMbHr4e36lHbcADdrqkpykwlqPmIaE6Ia/dt+6caM2+mcQFcF61u19Si3EgC/FI7VG9ZDb/FmuPYO8yyLQTn41xw6CTNOcxdkApmNr0WvT8x8cWfly5985AoqBt6XKl05vxJ7KSi2117b35+5ld4N99XANiy1j6LcwcHP36QNsdISRjH69cPs6XSmfNEjmCWbWbTZGZXksYnopxpUnvof0r/O/wLztr+IO1mLOQAAAAASUVORK5CYII=) 1 1, auto;}
}
div.testarea{
animation:rwdcur156722 0.66666666666667s linear infinite forwards;
}
