@keyframes rwdcur216632 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACx0lEQVRYhe2WT2hcVRTGfyfKaJMU3LjqrhRBRdqF1ZpFDRZTg1qsg2Ww1QjdiRvBhRuLCxFFQQTblUL9M1CUYqqjadKiNUgI0oUIUhXp0pWKkKL2+c73uZiZNNHMRDMT3eSDx7v3Ps45v3fPefc82NCG/mfFSosXphZ22FQw52+6d7PWE+DqDuvXAZ8CP3794aWzEtM4Zm55YOiHfgOsuAPfnF6o2PxkM4wCCZSBxVeZzDhjyorPbz24qVgXAIALUwunbPYtAgicrXEZKOPXLDnnjDfvOHztu2sF6JQCgGlg3zLaWLxfBD4YCE4qmFtr8NUATv91wQZgNoI9Ow9tKnsJ3NZApwc3jm++CHzfnkc7W47dEm+fr//W0bYvAM1gzNitNzfzdrNobGoW9fnjvUOsAhBTrdF3EnfaNFppwKaGoz73+u89QXQ1tjknUdhMbq8OFeGoSjSsAINFTaI+e+zymiG6Gt58//AlHHPheB9gx4HBQqKKaUiBDVbUUtQ/ebVY5mvySDkw+Uwe6AkAwOINifn2fOfBwSLTLQiwAEXNon7m5T+u+HOMyEz0DmDe2V4dWra267HBIpOqFY0UrXRETUn94+cXIfZbjL73dFa6+e94Ev4TzR67XMkyTiq5L8ugLMEZJ8qSR7KMb5Vstbj7oRevOtvJR08VvPvxawolVWU0WqlAomZxBrPVBin2dvPR83e858lKYVGVmjXRvGK0XR8293Sz7ykFS/XRc2Ulk8+U7FIGmc0OqgSbLQ+/MrBiK+/WC1bV1AsFdtzmjP0SD0rcoFb3dPtuSDEGHO8rwPRLBSgOpTiMGZGooGhueysVXDnGxzsB9CUFp54thy1GlTGeyZgytnmxHkDiZxzXP/pa/O33rm81sFQnntI2i7Ey2Yu5y4phm9snjsYX/wnAUr31hCs2I8AvE0fjy/WOt6EN/Wv9CUzUitedy968AAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,24.9% {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,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhe2VP4hUVxTGf2cQHVexEJFAxMpOkUWCCWnEREYFhRH8w4Bhm0CKJUWSJk3AtIFAEKystgmBWQgG19VhUSwsFLEQ3EISEMRgFRbXYtV7vi/F24HNxp1ZdZYQmA8u771z37vn97573nkw1FBDraAHU/PrZ6fmR9Y6z7qVJiKoYZ7MXn5+T2JaorO3ufn+oAGi1+Tslflr4WhIkAnO+DOTDhnXlNH54OzGv9Ya4GvMj1YggTPIBJVAJZQl7mahoxLTpXDn4JcbypsC1HrSBVf9+jgR1CLYBewEttNjO3vm6HfDg6n5xyh2LHXAGc+yxBknM/vHNr7xWy9VTwcWCTvLYzZbAr4wr/NnwAA4pmVwNZ7h6J43rVr71sWFf1l/6VypXzpXVrUlfQFsZjAlHABnMJPuAommRPvmhRfLkzVsPhoIwO7jm+ds7trMBcxY0QrHpFRB4GhKtK//9A+IE5jDqwFYXeUqpiV+Hz25qQDcnlhoWSBx0qogMml3fnh16sVCIHFMikfAd/2W7l8DgETH5tfu9Ydj9WLRsmIyBRZY0SxJ2+YTzDbMvva3uW0gACjuhOPK0tDHn9eLkhZLIFA0gfZi46phDg0EYPT0iEZPjywsjx8Y31CUtJwVhKqxJRfrQ4qjAwHopXwVZHIRxZwqF6D6QpBo/PyVej7/Vu3zxvmXdYsjmZxwcsxi62JCuk7YAeY9m73Ain/Rt3Ig4KXNUyv+KMlDK0pJQNEtyOpY9YsjfdZ6d/32fdmq5JAyDmehkRk7LCgJmOufna99uqYAy/XLN9qTSUPiqBX7bd4fuxDP1yJXX02Me2Ri3PX/JPlQQ/0v9DfCHm0uElBO5QAAAABJRU5ErkJggg==) 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:rwdcur216632 0.4s linear infinite forwards;
}
