@keyframes rwdcur238918 {
0%,32.158064516129%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC60lEQVRYhe1Xv0/UUBz/PK4X7r32pLkKCR5KDGhILozIQggs/AUuGJ0cDSw4uHmjgw46g6P/gQOuOojEOOjAGSAn17sLBy1VoQU5eQ61pVfu2t4V4uInadrv+/H9fPp93/faLxADmTHwzBh4HB9dcchnlwFlxH7u1I8Qh3zzDdA36jZzfRXkwgV4yX9s2W1xRLSt2Bvu8QVg/TWgrZ32tysgUgSIwDivm8RL4F/3ZsTeea0QmoREYHygXwERWFuJFnVeoIC8kuOPe65janrGtfNKjgPA3ieGlWd2+PVVkGZEU9MzCBPRMjx5Jccf/V2gJ3X77rUX2T7K1R3wukmIwHi2v7fBvntnFivv32JX07D33UKrpQjMgS/bJXzInOC2OAgAeHnwDbf0LkC5Cka7G8b6bVUtB7l2EZggeSXH5xMcy0cVFIQs5hMcL34TLIr7YKlumIdHKFd2kL3S22BPTU6irG7CPLRQrmgt3x4AEi3JL+f4zQMVG9hHQcgCAIzjCrTEJaylbX9JQUCCnCAtSa7NUkno+g6SySSKW9uB5EBIEn6VBlBIZvEcNQBAIZnFq8yx228YBmRZhmEYbhulFJRSWJYJuUcM3QWhh4a9nTKglIGKaVgHPxv6HRGuAM8YyzKhVvXAKET6GKWYBCqmoe1qMK1fZ8idCHjHcNKFFJNCfQcKIALjctrObmn2IwbnilBLRVeELMugYtqNgLarQS0VMThXRN99+3yW092ByxAaAUk6fYt3D20/aqkIAGeWxGl3xvnnN0PgOcDrJlGr4MNDImpLI5jwpYxD7hcy8ZSgtjRii6oGb8NISZjpoWCMgVLa0Le+sYXhoWvuvUGcZcE0TegBp2AkAY4IAGgmxE/uJQYQeg609/PgSSZHjAMvaRTijgS0EtMu6X+cG/55XTC+EL8u6FjAeaGjuiCo/UJ+y/3wFiZ9o/ZV+9xYH0RFR/vWXx055J2UZh0jMwb+QAe/cS/+ToglIi75Hzk/Z912X9l/AAAAAElFTkSuQmCC) 15 15, auto;}
32.258064516129%,54.738709677419% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.838709677419%,77.31935483871% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.41935483871%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur238918 0.51666666666667s linear infinite forwards;
}
