@keyframes rwdcur3386 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADm0lEQVRYhc3XTWhcVRgG4GcmdVqGGEKQWiRIUHGglNJV0S5EQRhBcSEuXSq4E8SFSMFFFREXIijiQlyIuvMHXThWN0FUiuJfTJxqYzVV05imtZ02ISa5Lr5zm+tkpplUE/zgcC9zzj3nPd/7fj/D/9DKaWy5jeAVvIXrMLDVQO5DlsZJPIph7NgqAFdhvgAiw9e4J81t22wAVeH+DKfwV3pfxrvYb5NpKYvbZpivZ80MP1v1xjk8K/RR3SwgQ5hCVs+aF4fwSA5kCg9iFyr/NYAKnksH/V4EkYCcLwD5FHck0Jetj3Y3LuFVrGBn++J61qzix7TuJqGNF7DbZeqj1OG3ARwWohurZ809nT5slGonRJjCGTyPlzCLhV4BdEJ8AW+k9+EO86CeNYfrWTM/fBAH8RHuFd7rSR+dPADX4jv0p0PWtUaptlg49EMcwjdoCco6WjfOZvFB2niyFwD1rFnBcaGf29HA0yJs+7ud1c0DZdyFd7CYNu/ZGqXatAhTmMEzeB1z2vTRDQARXl9gpBsNjVItf23hLGbqWXNfYb4lbk/Q8Tg+FrpZWg9ABU/h4bTxmrAsAOhkOaiy1VqygveEPo6idSkAZewVXlDPmms4TABm02Zl4bWdIirWA3cnxi6VwVYwic9woFGqjdez5u7C4TnP02nND4LfAVwt+otdhTFoVYgLuBHT66XQPCccwDVtc9X0/AUTOCK4raYxIPgfTGMI14vcMpcuWF4PwBLexJPWujUX1wlBw29pY+Km20QzU01r82eesmcw00vuPoP3oVGqHS/8XhauzMV2Id1qJQFfSN9Oi/oxlgAcxVfpebYXAAuiQLGWhlYBxGLbXL53EdRtos7stcFSPoRjUp+An0RJnsAjohoWL/Mi7k7fVdr2OYjTeEyk/J6sIrJZ3rCeTO+Hcb9QfA4gz6Kn0iEjVhvbHbhBNDR/4LW+HgFkgssHcCWuQB9G8a3guFVYO4NxPJFuPSEa3nmhlWnR0Ny8EQDncatwW5/gdFRUzUn/1MCSEOCXeAjb8X0CsJBAnMbnvQIghLRdZDBC+UeEB6ZE91xcmx8yil/T+lysy2n+3EZaqCW8bbWaLYhOOQ8/Ivb703NJUDGWxsUCVADZ2mgPNyeajUXBYzH+4RbhkX2C+xWrSapjq7YRCnLU4/hEcHpMpOKW1EmLYnRI8P+n4H25APJfW7/ocvYIQRb/O1ZE2L0s/tTsF57oan8DjDpABGb3pkEAAAAASUVORK5CYII=) 3 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur3386 1.3333333333333s linear infinite forwards;
}
