@keyframes rwdcur90711 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe2WT0wcVRzHPzO7W3aBJfwTqCJtYoKXnppoYoNo1BiPPRhNXrg1afTAwRoTTzbUk4keGk+c8E/Ek6laK9FqVRJspHS1gRqJlC4szP5n2GV2dnZ2dp6HKVAKWLpr64Xv6ZffzPd9P/Pem5mnRAZFIyCA0aMfjho8YKmAOHuibRgYedDh6wDfApw90fbyH2+JF/8PCP58V8hD48/JmTOioE+I5nsyT/VLzj0hq81WAdwGuPBNF3aaemuFaamJ9r0O4Hcl3DSrzfcAfCrQ6jWS43TbBa5ITfTczRy49qx0oiaMpWoDUBWwfdDQCq4F8V85DPwmNXFkV+dUv3w61w6fLcPFtFIzAIDdAKoPVqbASNAFTEhN9O/oTJW4NHYNvkpUHb4B4Ls1RFmBcKdXx74H6dIEXJSaOL7NOWvATL6W7E0AVd1sFAIQbABrGTLXJaZpHQDOSU2c3OJ847rC+WRNT78BYDubDUdCQ4dXaz8oGDmb/JoBMCw1MVRr4I4ARWdrU3eh+SFvQ5rTYRKpNKv5NYB3pCaGpSbU7UPVAKDeMZGuBF8LqH7QryqE7HYSyRR6Lg9wEvhCauLAfQMAWClBR7dXr002okiFZCrNwpKGlPI48KPURNN/AuDfAUBKKNVBMAwlTcGf6gKgaBVZiGnY5XIf3mvaVTOAusuK6kXofMSrjckQshQAwCpZRBeXyBuFI3gfrN6aAPz/sqX0CrR0gltSsM57X2dZUXFdFy2eIJHK9EgpL0tNPHlfAECiu4sbB5VsNoqp2zhOGYDVXI6FmNZql8u/SE28VBWAb1cAyZJ2w52NzjXq8SgA9Zeex460klmJkMlGKZg5DHONmwuxoJZIXZCaGLhngMAOAFJWSCdmnFhyUm0JPLblWmURfFf6cSpJ1oy/yGQjZLJLGAVLXTOKn0pNnNorgB+2L4GUZZYXf7dyhbkgQCDrnTf0eJSWg4epC4Ux5k0C8Rcife91PAW4t6wu4CoPj+413wMI+G4Ldyzmo5cNy443KmABHwGvAag+P9J18dcFUVQVu2geHX8zPv3M5z89vufEO6TeDlApF5j9+zuzZMctBU4Djw6M8Pr6zW7FoaCnAQg1tQHglEu9P7/aH68WwJsBFcrWqjMfnZh3ZeED4JOBESyAyKCoX9+AAGW7iJlfwd/cg952jLlgN28PiYM1ASRX818vxq5+XHFzXw6MbKznuvoAAqEwxVAPiXAvNxoPcWbolZp/xXtSZFAcO/3+WNWn3n3ta1930z/dh7ZVD4pk1AAAAABJRU5ErkJggg==) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur90711 2.9333333333333s linear infinite forwards;
}
