@keyframes rwdcur42323 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKUlEQVRYhe3Wv0tVYRgH8I9XEX/cRERuRmoh5nBxKmgIKoSm9qC5uRbhzv0Bl8amWloawq1okWiohrDJ3FIL+qnZxVQs7HJteM4lkbBzDigEfuFwznnO+37fL8/3fZ73tMiIKgWMoxcNrGGzwnxWLoIsK3qSqzm/B+1V2g5KQBt+7uJooH5QArbwJRHRSO4fKnlWly9tGzuEFFCrxHMuZMrADp83KixjRE7vm2hJuXAXzmICC3iMMdzGHdwVe6CYCKpjLY0tadUP4LQov0sNzi9ztUbxBzdLTA2FDU2+dlEda/8iTmvBGmo42cW5Btc6KBawSOkeT2co75rTnoY4lYAKK3i0wuJXGkUKRXzENr5Tfs+TWW7smJaqLFvTDIJpJlu5PkzLL5HvEzgjWuIQbX1cfIZTPMf6dJTpnki1CeECS2VKixhjpZP+CeHNDKvb9L7BCz7VOJ6WN3UZrnKrhY0G949yZVP4sooSD94y9TAWr6blJEMGmqjSj5FXvOwRRpejPOeSvZIJeVpxAYOdoiXORmzOnw6ZCZm6WJLbUdT6MIjhiPULNzIjawbakqtwBJ3ojngHSvsuoBKWL6O+JI7Ehfi0Jdp1ZuQ5SOaxNY9FcRaPR/xALGhm4XJZ7LpvEX6XpwJyCUhwbEDU3ki89+w1eD8EvN4U/iUrj1ZzcuUVMLUgDqP1eK9XUvT9vyHX30yFejcbYxS72RSN6MAxic/J/RCHOMT/i99WQooqsVO1xwAAAABJRU5ErkJggg==) 15 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGElEQVRYhe3VTUuUURjG8Z+jTWIGKiO9gbuiRGtTrlq4KFctojatola1cTkfodXzVWpXELQoCjIKInpHemMsMxptHHXU8aUW57EUAmfOSG28YHieM3POdf/nPufcd5NIJbQilw6LeRZifFpiAdCzbn0r3sWYZGIWJWRthM8mkX8mCiBP1caUV/Isx3g1xSxKwqMDg+nzISYEiEq+Dq/YM5DDOQyjjHbcRhs+Y2rLAZJg3pYG7MXBHH1ZjFNAUchALuFentUtAUgP3EkcEgKNL5Kd5uqRdM5OLnz8k5FlNQavCQD7008GPRVOl7nUQfsc3qOZ1R1kV8LW3N/qM1BGBR1lzi8w2E1mCZ8whiqZaapfmBrhbR3xNW824Q7zQ3x/xWWcbaOpip/CPSzgeXhvnuBMiSU8qBWg5mvYzdch9u7BEsUucqN4gZe8vkjvGO4yjgO1+m6agTVVWJnk6Cw3+hkucGVe2PRT9F1n95twVhI8qtU3thAdL/GkHU8xQGeeUoxX3aU4rYK9/ZjFJGKD1w2QhPldaKngMDpjI8cACJUwg2erOIoTAWzwXwGsqXALN4Uyib4k0qveRb9b8AfhCu0Kw8e11v6GANKeX8LCrNB/i+GnakzwugHWQVT24RtGw9d1ld+GAFINDQj7PxfGUelvBKD4Q+hQaR2I3oJGNCP0pJlGTGruBX/RIo7hGkYagdjWtrb1X/ULmmiMnh76TZMAAAAASUVORK5CYII=) 15 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQUlEQVRYhe3WS0hUURgH8F/ja4jR0MqkwARLCMReiyKiVVDraNemRYugnTEL20YQDBRtWrepVa0KohcEgfSAFkUiaFGmNj7SGh9Z2mNxrqJtunecXPmHy+Uczv2+//0e/++QALnwpJJ88y+sSeA8jUy0nEMhy6/lEoj1N9FfZxZtlWPtcp3PGyr2XDnkqEFrtJfHaJZCXAKxUpALrw3RMoPpaD2NwziCPvSgE6PIx0lRrAhkA4mZyFkKm7FVqIVdaENLdLxXOFuDLyUhkKMOB7AbH7HzOKcK2ISn6AkOm4TaSMW1Hbel5sP9HfVzvLjGj7sYwb7ALoNjQkRmhOiUjMBoZPB5nr47ZGepbBDC0YsJC22yPiIbqxCT6EDlLU5WcWUH6W3Yi7cYxBhzFdys52w2bMVCWdyDD+iY5dIhypuECtyCbnzCK1IDtHYyNcLjuHaTyOqZISHM35jJ4z4+oJf3n9GMWk4nsBk/AviJtm6uH+T8G058xRj2c7Wa30+oeslFoTFiIXYNLEaOC+OcqxbKPcONiMvlLO+S2Eo82XIhCw0VggYsCuEk+pPaS0wgGxzdmhJ0N+q1Ah4JE/P/EojwcBy1QtPjKDoEiV4RAukKDFsid3XiT9cFJP4gQmsBlYICpunCbeG9IgRamrFdECIh/F3F3JCKTUFjg1CEQ2E9mI05fEpFoGzCkntZY5F2kqcgupy+HkaVMPYkGD5/o1gl3DPAswnK7zHZT3WxBIrGOto3hkHYvuLOV7GKVZQSfwDshYu/to90yQAAAABJRU5ErkJggg==) 15 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 7, auto;}
}
div.testarea{
animation:rwdcur42323 2.6666666666667s linear infinite forwards;
}
