@keyframes rwdcur231918 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdUlEQVRYhe2WsW8SURzHP2BtmnIY/wLD4EIHddBUCkhr0iZqYgiLAzMTQ1NiRIbGSzrgOWBuZnFx6KAxJu3AILSFXp1UhrKS/gd6d01tjOfwHunFFO6OdCvf5PJeHt/7fb93vPf9HUwwwWVHKAi5YTALPAXmVxKs9fqRTeAhcAR8B7aA7XjMPrlwAw2DHLABzMml/ZUEyV4/sgM8cFG78Zh922/dsA/hcMNAAz64xAEWGgZ78ZidAVqu9VsApqO8NB3Fs74nAXgBlAAL+AUcA3/llWoYNOMxewloS/6pHDeAqo/6F4deP2L0+hEHwHQU03QUx3SU3Kh7hu6B95+YAb4iXukpMA3s57MkPUx04jE7aTrKT+AacAjci4as4/P4o/6Cx1IcKX7gJQ4Qj9kDzpQc5xAn51yMMvDENW/nsyS8xP/DjGs+P46BO3Js5bOkA4q7sR8NWWvjGLgB7OazLOl1mmMIh4F2NGQlC0U2xzHwJZ8lo9fZAxbHMNCKhqx0ocgOIi2DGchneabX6QApxJkPhGjIWioUaSJS8mgYb2rYD3qdt8BCUOEBCkX2EOZB9IlgBhAZMIDv5iLFDeC+a2lrGHfUHviMCBGAPwCqRseHeEeKDyK5C2wP44/shnqdHKIJWasFoqqGAxyo5cCZMBSe7VivowGl1QJXVY3fiFRsq2XSpQpNxAkZbNITxNsKI4JovVbl9aj6frphBViX82k5plSNZq3KoAuG5TWLyH8FqAFvvIoH+iJSNX5w1h8AdtUymVKFDmcn5hDx5B/91LwSxMDiMu+Ab4ANOMDNxWXuVl/xKJHmOqADz2tVukHqTjDB5cY/bEGsrfmJ7b4AAAAASUVORK5CYII=) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur231918 0.53333333333333s linear infinite forwards;
}
