@keyframes rwdcur144565 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACH0lEQVRYhe2WIZSjMBRFb/esQFZGRiIjkUgkEhmJRI6sHFlZObISiYxEfomMjETiGMGBU3Z3tpTpnDHzDCEkeZef/CTwox89KG2y8Znj/XrEVJtsTI16KsTvLeapUTim57N1F2CW0RFOAkZHANgqXqLwdu4OXwrQ9z3iB9LUY8t8RrppUY97QZYO87x6aQ635flbUQ6o+Lh0NCpeDSShQ+ruYYglArdmc/lWKj6uTCV0KxCjYsjBwvgIxN0s0CYbq3NEmVxJ9GmpNyrGqHgB2atNaZhErzjvp/INxCwJ3QJiy3y1QD8NoKoCYzSntkXEI+KJeruYrqYAGLBbvYENWTB0AhSTidFLfdv+vRD36G4E+mYKrSsKnPek1yvJ6eXD9s6VzwUAEPEAnNoWVxS0p1feGr1q07iW0PWELjyUincBvDSHoqwWiOT0gogn00Lj2sUYWO0TTwO4hShRXPIpxNdLtDJV8fFzG9FHyvN8FD8AUNcXAMQP/Lkz7tXdCIgfSI0iNYoZJDWK0AUAQtfv/vtNAF6ag5OAk0B1jhA/YF8U9AnnagLaaw4bDyOYjl/nNEU5kKUJthBSo3AyRcLoiLqu95+G/5Ot4tHkMedqmo5ZTsLy7iTwr0PsnjZfSIDlj42OOB6PqwjsMYeNaQjTYnMSuF7OiB9wEuj7/lPmD8lW8ahNNlprx8ulGdu2G599Q94M8S3ms7TJvs/8R1+hdwv6LKqA+EmQAAAAAElFTkSuQmCC) 7 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 7 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
}
div.testarea{
animation:rwdcur144565 4s linear infinite forwards;
}
