@keyframes rwdcur164981 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 13 12, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC40lEQVRYhe2WW0iTYRjH/9+3ffOZzW2apy0rNI94yLYOJqZ10QFLQsTKEosySCxDii4CrzOoKCHMKEyygi6k7ioYgXSwUiuVpLnN8FTzMOds7ms6v268ECHc5qwu9ly9vPD83t/7vEfAi9Bdy3bcKpbc8CZ3YbC+gPgF/AJ+Ab+AX+C/ECCiKCISE1HkXxUgIhDRaQCdALoBnCMitbv54qUKALgL4PhcWwngPIAxANXuJC+5AkoOmvSVAoo1wvzuPCKSuJPvcQWISCYw0RDU67KJHsllHKwX8hQQpVYiJr4B7/Q2PG+30BzbuRjP4woUFhY+CEgroVE2Ih1AysAU8sVJO7pS4oOhcJrQZbDYAJQB4N3hiTwV0Ov1SUEPn+T0tLTMdvBTJ2dmZvhx++CEEzEFnNQIbY7cpWu21/M8P+gOz5tN2D9/tfM2hmReKdXUhSrbMC5ZBatZGbhTM1Ju5gOr3rdPDSwG82oT8nBBAhZEJN+iYqrMQ3bZODuE7n4rTG9foWI7c6z4QHhn6RFF1rIITGAawWDZ6wWzbfu3Bu/p6/0KJphg6HNiLDoMFkcckhRqpUolPbosAi5wiBOHYmyMiTUaTXBFyzHLAGazs3l0eGKY4WwQMStg1Ft8fwoAIJlVIIQJgKFVgvpPgc+0GQpMWKdhs7vkier14g3aBEz/GO5resFW+VSAiCSVosgilUgGg8uGbz9/1TiCuKciEdMBlnFuTohI14ZyIdFrw/DGMPWY53mLNxP8Y8SQNK1Glig0BqUJ+0hWv0Auloh2VedJBh9XrPlwcFNAlE8HB4CyosM3Pzc0CrraOiE/P/+QL5geLYGNZS41mXo6vo8YsFfeWu/ufe/zqMgOqDXeyZpsOJt4/58IAEBJplTz+mrG5O2LmaeWwvH4LQCAy2e0uanJq08MdLZN5m5LKB8xDNg6zK4Wb1hefUjsvV0s5xA0uo8MOO7ll/BwZjcR3eN53uop6zfrd/CkwPygPAAAAABJRU5ErkJggg==) 13 12, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur164981 1s linear infinite forwards;
}
