@keyframes rwdcur431 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExElEQVRYhe2Wa2xURRTHfzO7d7tdtnT7pIVSC5QWsFAQaqAFUSDVgAoYoiaiiIEPGj6YEGJMSAyJxKAJCWqMURGDGtQgIAVKpFIKpDxsS3m1TaULgvKsbbdLd7d3797xw27dFvsiMeGD/SeTM7mPmXPO/z/nDAxhCP93iPv8XgLWiAUwI0Pe88yI2AFhuZ/NpRAZyQlxxcFQKNs0lQ5oAtJsmnVOSnL8lA5fQAeCgAJCEfufYeQrS+duPfzdRu+X773eOik7o0QKsaFgWs7+0t3ve46XbO7In5i1A5gBpAKOwSxqHeTmViBz/qzJxTljRjnHjExhzqN5T5+ou7zw2SVPyOuXrhIrJeNGpz5+tv7KT0A7YQp0wnT0Cdnfy26wAU7dMOwdHX4qzzUSmzCcRXOnS/eZOurrmnA67IRCyg4kAi7CGbANtPBgHLABqRYpC4VFDnfGDaO4uJDq6nq2frOPYDDErGkTMAwDu11zSiEKgJERJ5wDOdGfCCWQIIWYmTcxa92WzW+ueG7pfEf7nVY+/fxHvt5zxLe3rOpW09UbVqfDro3NTOexggnyoVEpOQ3u6+ntXl870Eb0NBj0Isq+HLAKIcYnJsS9sWH9a+s/2ry2KE6KmNMVVbjiHHzxfZlx7Nf6Q76AftB99XbrvFkP50zKzpRn69wUPpKrvbioaKzdphVc+O1avB40WoAOokezx/HsVYRSiNTVK5955621y5c5hLDu3VFKaXkV82blkTsuA0BXKDdwQ6GkZrEElFLO3YdOk5wQR/Hsqax5+am0xQtmrNq8bV/m3rKqjSrqQA9R9qYBqxAkpicOnxrrD1hrKs9Qe7GJg8dqTZ9fRynVVb0CQDsIL0KglOLWXx6+2lVhXm3x0hnjIGt0mkxPSZyEIJmoKHsE3WsGQqa6+/Ph0xdGDHfkLCjKl9MnZ7OgcIqUUqCiLOpdQ4CplGJ6/ng+3PK2zBiRwPlTtWwrOWqWVZ5zK4VBz2rZvwNAe2VN45bauivNT87OX7J86dy0gik5OOwaN5s9CClsQoixKPWnRYpcpbAjYPWqZQQ9Hj7eUcIPB060nKm7XKkHjf1AC73wD72L0CTcI/xBI9TY4L5+qfzkBXtLqyctPTVBS012UTQtR6YkxY/zeH35H7y7ZuZLKxbHBr3tHD1SxaZPdga27zla4752a1fINI8AvwOtgIewGDu7b9ZXM7IC3YtKhhBi8Zb1K18tnjPV5vN3MiIpnpikJGLjhlF7ooYUl5N1m7Ybe3+pPqCUqgD+AG5Hom+L2AD3iLAvCgzAF5nrgK6UOqVpluf1YNDWqmyk2u14b9/hWmMTpmFgj7FhmiqglGoAbgLNEdsG3I2s9y8K+usFZuRHPTJv1iyWgMsVR7xVY09JBZU1DeYLC4tkXm4moVAIKYVOONUtEQe6otf72mQw7fifthoTo40N+DuzPvu2tHPrzvLaqvNNx8tPXgz4/QGX19cZ2ldefaq51XsYuB5xoI1w2vvEYC8kVsAlBNkxmjZTN0JW0zRvEqbKYZFyjE2z4u/UzxLmvoVo9P12w/u5ETkINxcXYYHaiJ7tLm4DhLluJ8r7gJENFl2pNOl5LeuOrlLrY4DUd+GB3wmHMIQHjr8BqhzkIKNSlqoAAAAASUVORK5CYII=) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur431 0.8s linear infinite forwards;
}
