@keyframes rwdcur255645 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 8, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 3 8, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 3 8, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 8, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 8, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 8, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 8, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 3 8, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 3 8, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 8, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 3 8, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFK0lEQVRYhc2Xf0yUdRzHXyAwpZWsGvccmfgczEz8o51tKEOG09qurVrocSzcFSvgD0pNYYdWRJ0pTo45rE1oykbg8Apm4mS5pm6w0C30H5cCnnSXP47WH6d/YD1sffvjeB7v+XG4/tD13p7d3ed5f359P9/v5/u5FLdTFqHb9wG4FI2mOCVJAOTlLOK7S1MpPGKkAoz1lzF2pQOnJImxKx2M9Zc9ar8a0gDKPxwChhi70kH5q9sfm3MdnJIkFEURagkeF1Ifp7P/ZQDaLu8pKBIAg6EbHP8rqtv91RWNWlm+6WtJMcqMsOKoMiPSVOfll8+Tvn8/9A1BCKEGUV3RKLw1VRQWy6qOAPh0f6NmJByaJjfPlmhXAHzd/QUAF0emAESyIOgpKBLC7xeehZL2qTofPjsuFEURkXBMqL8j4ZhQFCXpEwnHxPDZcVFd0ahx1d9G36kQX/beviH6Pq6jt29IR1Az8/ta8NZUkZtnQ7JnqlnpoMokeya5eTa8NVX4fS06O0nhWSgJ9VGzN2auZthz+ITlKkTCMdFz+IROZlwJ4ypop2AyC769F2EyyzpANYPg0dOUuEqR7JkmjmTPpMRVSvDoaZNeMjz0GPp9LcgOWXMYiUzr3luVIpEj2TORHbJWiv8cAMC6jaVAPPsttR5d9uGJqzquZM9kS61HtwqqvmUAbqcs3E5Z5OUsIv3eEHk5i3A7ZRGbOK6Rki1j8OhpKrMX6JxZIVHfW1Ol6w+pAMFDLoJnDrJ6VS3BMwcJHnKZskrExZEpWpu7qMxeAEBl9gJam7ssy2HUNyaTBrB60wAwwKVoNGX1qlptHojemdGRI5FpwqFpCovleGM69aP2rr65SgtO5RoRvTNjSiYtceioL9usOyLtH70PGfk6xeGfzlMcmzAZT58LZviX25aONXvA4gRfaUbygR074bm5s3grRs1XP+je73o5x+TA6v0+i0CMthvaAvoAWge+TwHEgR074Y8/YTyeaTg0jWSXWbrURsXb1Rp/MgvGRs8BUPHiep2z1w8e1r6HQ3PlGP4ZXlgO2c/S0BZQ/ZlRX7ZZiJFRIQYGdV1QHVrebdkuFEURYuqq9ujkA4PCKUkaX+2GYmBQiJFRkVhqyz5wNyOfhrYAtPeyWLmuyXc0x7N68qXF1Ec+M+kZ5RciEQC6O7vidtp7aWgLcDcjX+MkbUR7+44B8PSKV+ju7ALQjl1KvkLuM5JJJ1GuBlvnbUJ2yLz5wZc6uypMmxDiw4PskMWuDQVs8Xrw+1qI3pnh+ZNh0k920tr5eZwYC+n0WpfOyU92Ugn87npwjHPzbLChgNbmLt1wYhkAwNSNKSh4AkDr5bGJ4wQ/aSf9VsjE18neyKV8z1ayfDeRHbKufU/d0Deree+CWZ8PyZ7Juo2lyA6ZrOUeyvdshcvX4VbMWuny9bjz5R5kh6y7B2Z9vvncmbF3d4dpwgFQ7w+3UxZiX0B7VBk8mKYS54a9uztME1HSEoB5uVSo3TPgtYng/VOafM2qGXZ2Tyf9O2dlb94A5jaLSBxAA16blsWSZSsplJ+i/9wF3P5xRo+8RcAbH0ivKXpbdd4my8n4ofPAiowubQPJDplrShW2og6WLFupcTatX8M/Z98BwFbUwTWlCtkhm+xYYd4AAl6bcPvHqfM2UVj8YEOVuEqZzdnGzd9+5djka/Sfu8DI31XM5myjxBXnrNtYqg2wdd4m3P5x3eqpmLcEiTBezSWuUkZvr2Ttex5Gj/Sxds6x8bo16hnxL/5Z3/hXz3U4AAAAAElFTkSuQmCC) 3 8, auto;}
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76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 3 8, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 8, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 3 8, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur255645 2.1s linear infinite forwards;
}
