@keyframes rwdcur217196 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVRYhdWXTWgcZRiAn5lMZn+q6TaujdqmUoJYbPGqFG9KUS9SPHrQlrpgbFNKCu0lSMkliKtSY4x1j/YsSq0xVkrjD0pjNm3MxmZ1Q7L5mexmd5Pd7E9mZ77PQ6i0BHF2tq74why+4Z3ne3jfeb9h4P8ccmxBlyMxvR6GWpeBqnZVKpWuuhhuQ8ZWgvKGkct88UPu23Ak6JbjvgJSnENVA1WzGkjncr0NFZA3jX0IQihgWTalcvnYu6HTTzRMACHDCKEhFISwMatVrVguhxsiIKOLzyHEi9g27ApSLFeQUmJWq8/3vXry0L8qIMeWVIQIs2FCJsPSN1eZMxbI5fOUKmXWS+vhD18/UxNTq0m3ah6luP7kcjpFtpAX6+sFdT61TGzuD5HJr6l7Hmg74Nc8x4ALTpGObeW1+H3l5VTv+G+TxuRM/ESlVB7wNXuxLZur49cHv/rl+zenkgkjm1/r/ejImZZ7LpBPpUJj05PvJRaTHc+eDfW3bW81H21tY5vHy0IuVQEGgA4VNYyQIadcxy2YTxv9z5x+zby93ukPoHk8+DXPXzkjU9HSyFT07c+O9zk+nh1XYH/ny+ada03TQWmmSW5FHO4/a265Wa/AlhCblyphV8tO1xj3ApaEqgBLsM3n+ef8v4naxvDOqEoQEkVI14j6BCxAChQbqMPBfQvsTQlVKLQHGvAOyBvm3aOl6IBGQPfzVPu+u3PPXXE8hs5bMJk8Lj/9HUx7QDn6eAVFh/Ygj8RbObh7PwClnkteFbUzkVlUgXfurUBuLYLui6Nq3TIy3YulaOg6D3t3sLFjtz576mJopbDWk8gt6bdWko85xSqOBQDZdy2Er+VjdB80NQke2q4yPkEya4i51bQ6uniLS/Gf3rgyEx10yqxpCrKr2Yi/UDjh9QcO4Ltf5cE9mOUKE0sz6oXoZT6f/jFGDV9CqLECAMmui4e8mv510NsCzV5GZ2/SOfQB141pgBeAoVp4NY9h+/lXhgul4tD8apq51Cxfxn++vflwrZu7EgCQtuzOl4rWTNYgMjoEm8dStxuWK4GOT47EqpYVWS7kmN9YAYgAvzZMAAApewpmKQ/kgbfcYprcPjg4cbl0eO9BUbQq3yXyxrBbTl3/hm2+wPsv7X36fD2M/zz+BAnZeEnLpsnyAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur217196 0.4s linear infinite forwards;
}
