@keyframes rwdcur20604 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhcWXXWgdRRTHfwlriJ1wJys1pBcMQWsMVxQsPhQFvx58KFpCKFr8qFI/HoqCYJCqD4JQK4iUEkFFir5o8QP0oRgfakUwaglFq6YfoWKstqS25tyr3TZtbzs+zFkz2e69d6uIB4bdPXM+/nvmzJwz8D9T24UqCFwCDAJlYBFwGpgFpoDp+L8AIHAt8ACwQp03ollgO7AV2BZD/V8BEFgObARuCdhzwB7gIHAciIBeoAL0BHK/qu5rMZy7IADiQzsKrFXWH8A24DPgOwVR11GN4TfVuxwYAh5hPlI/APfGXq81CfQL7BdwAqcENgiUBMaUlx2TOTYQGBL4MbBzTxHnAwJHUsMSrLfAZoGdArsEdgvsDUAsa2CvU+CNQG5dM+c9Ar+o4KcCXS3AlgTOqPyWFrJPBCBW5QmgTp3AVwKdzQyqzqOBUWmlIzCisonAQHbyYZ08Ij6jW5IuhwvW+cECOltV9vOQuUjgaMPw5BuqqHwtAD9RQK878LUyZT6mjJ1FnKvOy6rzqiaaNEvGjO5Cf5rRTmC4oPMo+IvrlbepSDKqbKdGzgkMEoSyoyCAIdX5PuAtVd5Jge4CNrao/PpIeTtiX1SK0EP6/PtvYzggsAO4rQOedtbuAkr4E3SqrVb7NmNjDH/K3ppG4JkingV6Bc7q/l8czlVhVQLutDE1Z+3kWWMOOWsnnbVvO2vvc9ZGgZ1+9XsoZU4X/Ps1QDvwUQzHwglrTHsd5mpQmqzXK4eThIuhfKUxlUoU9eDrxwcqflCf5TQCdxSMQFojVoR8Z23ZWTtaM8a9B+4qcOhYD+4bY5yzdtRZWw5sJQKuXb9bJqDADfgTbAb4JDPdByz9GXgf2B9MvAjsThKO1+sVlUupA3w4odjplybfWzn1PQI6/1QAWToKJL7ER/oz3fp+IgVwTTPP4pVX62feXj8GHC4B9+dMLgG6/LqneVPR51QK4KZmAIC78CC+iOFAdrKtVtsHTPTD9DBwezD3PHC1MTMmisZVDuY7rK8j/F6tCAzGsI98Om/v59DHXVF06c3GDC+BwXVJQidwmTHTlSh6h4V5c7c+xwgahtE8q8Epl+hSNCRnbZ+zds05YzafMubMnDGubsyIs7YvsLc8KOEdYWU7KQuzNFXYWPScD4B01eDdqtd7PWMv7Ts2gDal4tvo1fgwjQPVYLyJP/VujOHLoiB0247r53PACeA6fG9YBa6IYTYF0IvfvqUG9uoxXFTUeQDid/xFJksvxPAs6L6MYUb8xeNDFdiOb7W78eCKFqosbQLuxO+clfg+c4rMsoSInwr6vBGZP6j+MQks0wKW9ptNEzkLIh0/CfQJLNYRNdEfEBgPmpZ0TEjOEje6GQ3hk69lc1GQXgGezOs5Gt4Nxd9+X6L1jaaOrw0R5y/ZHuDx2DcrufQXRkEBK61UiRsAAAAASUVORK5CYII=) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur20604 2.5s linear infinite forwards;
}
