@keyframes rwdcur106283 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 19 3, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 19 3, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 19 3, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 19 3, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 19 3, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhe2Vy28bVRjFz71zPTP2jCdOGj/iOEPiJm0SoHFbK4ogiKoPEA8hoAtUqZWQKoGQKlDpkh0C8QewgL8GsUEsCgglgGiLqhIVmsRJPPZ4ZuyZ+2DBhiohrd2qq5z1vef8dD7d7wIHeowquK7d7x3tcYWfv3ix7FYmno6SuAjDaHR9XzwZAMfB8qnTppHJfHbt6sdXpmaOnPCb3re3b92LgPiBEPRR81nEcsXDM598dOXD52oLtfkzyy/UoJtf1s8tTz7M/UdqgFqW8/p77y8URguXL7z1xmJaTyGlG/ax47Wx1dWVe43tVjNqe1v7egwazkybVabnnHYsvvjg3Uv1lMYghUTGNFAeLdhavnJt6uTiacaYuZ/P4A0oPXf4zEufvvPqK7VJ1x3N2xlwwaGgoKQkT5VL1uqNm5lWN+Jc8F95FMm9bAZrQNPY8bfPT1uGfmRkujrpDmfBpYAEwKVC2jThFotUH80vuQv1l/WM7fyv1SD55WdqjPfCz89cunz6+VJeH8lmQABIoaCUAKUEvbiLbhCm1ja3rNa99SCm5GcRdHa9ioEaEEny5sypc+UMITYlBIxScCEhwQEJJJwja1mojhWgWdnSeO3ka8UJN7eXV98AdqnijFQmGLNGlkZsA8VcFlwoEKlAOIGQCpAKAJBzbFgMGSufnw2aW/NGpcIeGaDXCexsoXx1eMimhFDwJAG4goCAVAoKAkpJEELh2A7ibhe6bjhubelC4dDYrlXdN0D56NETUiRdGIbZ63RgZQxwcEgAgghIoSAEAEi0fR/16SqorjvDlelFv7WzK68vALNUYWHTcw5NTNU0SjGatdGLExAFKJ5ACYAQBSgFzgXGi0Vs7jRBqcZAknCoUDwGxu4bQ18A3Nsyh92JcwnnsZQKXhhC0xikklDQQKSEFBIKCgQEfhjAMk3wMICVz1cpWD1Xqty3D/oCyJZdPdzZuZW2HYekDAwZOjabTUhIKJlAQEApAc4TJAlH2jCx7XmQSoLpZqYwO0ejVlMfGMD760897Qy9KJWUid/BL+vb0CgBhILkElxwSPHvCEAIvKaHXtIDBQWl1JRCLvR8MfgITMfRRdxbEUHAJFVAFMpWsxX7vs85FzyJYplwIZutVhwFAQ86ftfUUuj6PnpRRMNm43q+OnbfVtz1LvdT1GhsqerR6vadP9qKSLkd+FuTJOIqSVY67c4Rd2ryt8bGerlQLNIbv98M21GH/vDd96FWcpdb63f/7rZ3nm3cvvX1fz1JPwCpdJoqLXV2fGauHra8qdxQ9ivejdbnpiZza2trHigpjI+V1zY2N/TZ2Xn+04/XWSuRhR3Pm88N5eKE82+8u3faAPb8mB5aNG3ZYEwHY/qDTwPI5YBUf20f6EAHOtAT0z/GztEwN9BNtgAAAABJRU5ErkJggg==) 19 3, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 19 3, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 19 3, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 19 3, auto;}
}
div.testarea{
animation:rwdcur106283 1.05s linear infinite forwards;
}