@keyframes rwdcur160474 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbklEQVRYha2XW28bRRTHf7M322s7Sd2kKWnruuqFCkKlIiHZqC8gHkBC8gtIvCL4BCDBh0D9FAipr37gAYGgbzYR4lJoU6qKljQVbZM6rq9r7+4MDzOO3SYgdeMjWfaMZvb85uz5nzkW1Xp5AW0WsADkgFXAA04BD4GXgQgIgPvANbO2BdwARsCoVmn0eU5zzHcBmDPjElCSkbzYuTN4Lx5IChfyVwzUGnAcOAv4QNuANAD5vM7HAL5xDvrUKyj1Ye5k9ozl2qAUbt75QLiCUTMsmdN+D3TREbkIbAI3kwBYQHpq/JKS6v3MC+kzmWWXzNE0TtbBW3AYPR4BbKNP6hnnkdm3aMASAYw3+sBc1IsvORkLIoU3byFjGLUlCEHYiUrevLsIFIEV4Jx5xt1apZEIwEEnUk5G8rg3514G6NwZPLXIO5TC9jxShz2iQbw7DRwFfkPnQiITAG98+Yo/eDTqFd89ggwVYSd6alH+tI9tC4KdmGAroPlHh8Jq/lP0a7gJNIFbSVRgAfzwye+95dcPMWyGe5xniz4CSBdcwk4IQGE1z71vti6jozc+fZoEpmW4BWufr7Py1hJyKLEzFrkTGebPZXEyAjttsbPeIx7GtP/qsfXjE5QC4BY6ESUJX4OYHlTrZQvwa5VG98WPVtT5j4sAWJ6FHMbbCHELuAp8YRwfMc4fJQk/TAoRALVKQwLdar1sbX67DYA37yIcAb6zOGyNbqCTzqpVGl10LTiQPQVQrZdz6KJ09MTbS6QKLodO5wBF537AsEWJSdGaiVnPOF9Ey+uSk7Xx5jwEghQe2WMpEKII9IGFar08ExBr6rc/PW97FnEQ0dka0FMBwycxKLXGpO4XTM7MDGB67lrwOMTLOwgBvc0hrfV2BHyNvnw8s9bbZ39igO7UXKH1Z5eoH6MiRbAdoiQ/ocv2KnAerftE5XdfACOj3ctm8CCgszGgey8geBggQ3UVLb0COlfSRjWzATAQXeAucLt/fwiAihWduwNUrLbQUZLmc+D3vwfAQEjgtgwnhxO2QNhiGV37xxXPqtbLswcwEM3eg+HuOL3oIixWmNSNNroJmWkS7lq1Xs65vvZlpyzyp7JjgDb69vsVHY3Zy7BaL5eAM7liRgNkLPIn02SL2TeBd9A3YNMsn20SVutlH61z/GMpADLLKbwFB3/ZA3gV3QUBREm7oP8EYNLllBzfBhRyJOk/HLFzvQNa/68BgVHMgc15ZpzDhFVFCjfv6iIUKeIgbiOEBJ7sA57Ypi8jzwDdBjZ2rneJZUjYDQl0RzwCfga+I2H3878ATBJKAl3Ht3EWwTkM/X8ClFRrwFdMCtFsAWqVxvivF0Bh7qxPtA1xB92Q6Pw4bvbMHsDYA7TWu8ISqAiEC8S7a9vAxqyc7wGoVRrUKo0m0Or83ce2HWzloqRCKbaBK8zw9HsApmzTX0qBUtgpi2ErQobql6n1B9b/2J6VIaAjceGzEpZn0d0YMHg0JLuSajgZu4+uAcF++5LYv2O3uXJzJR+RAAAAAElFTkSuQmCC) 7 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 7 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
}
div.testarea{
animation:rwdcur160474 1.3333333333333s linear infinite forwards;
}
