@keyframes rwdcur1027 {
0%,11.804761904762%,100% {cursor:url(data:image/png;base64,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) 3 18, auto;}
11.904761904762%,23.709523809524% {cursor:url(data:image/png;base64,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) 3 18, auto;}
23.809523809524%,35.614285714286% {cursor:url(data:image/png;base64,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) 3 18, auto;}
35.714285714286%,47.519047619048% {cursor:url(data:image/png;base64,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) 3 18, auto;}
47.619047619048%,59.42380952381% {cursor:url(data:image/png;base64,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) 3 18, auto;}
59.52380952381%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+ElEQVRYhe2WsU4bQRCGv1vbQTYWBTmJKh0d8gOAEA8RiRpBk8o0NBFSKEAgGhqoaOABeIkoQnkB5I4GOqSjQDI2BLNLYa8Zr2+58/mQUMTfeNe3M/PNztzuwac+imaUeo4b27n73M59dr015i2/ACoN2I3WBXcu/4tT77lOWleUBpbwLSO7zoVKSsSnoR1IInZhAZVmR3y+E0sAg2Ww9RfOtM9G/rrjT/03MgrMOA6CUQ1kwPPlrvnimUFn8AXiHEgbfO4o7M8XNiL+rhaBDhMFzONzpoTSBXaDN+oRtYOQhdMO5z+K/P4eMFEYvRyJADawDC5lIcx0/4xpjwWwW5kcyGK7XIk1lEC1g5DF4w6XK4rrVaVHgYitmQvxq3XvDS7VqEdcrSm+negHoCwb1m1SBUZDkKlz3X6QAAYwECgwO5XJfyKJLxqCaom71hNTc0chjXqU7dVJggCQwSVE7TBEB69rMwNICCUKJp27kmt1kAOAhagdDu+EBVFmcGx1sR6RuQfSQvhkg0PG43McCBk8VwALYcflasDs3tf+s8vNW9rN4TtjpLsgSdJ5u2mMFqHigveg31+NeuS9LXMtgZQCUyl1x62n4ZPQKtcSuNqa727wzz+x363AO5WgWsLsL7263l9S+L6ccgdQYGzmaZR7D/gy9fXAC+9K5SYXfLEVAAAAAElFTkSuQmCC) 3 18, auto;}
71.428571428571%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe2Wv0orQRSHv50kVxKDxb0LVnZ2kgdQxIcQrMXb3Co2NiJooSg2NlrZ6AP4EiLiC0g6G+0u7C0ETfwTZyySiSeTHXezriAXf01msnPO75s5J7OBb30VjSv1Eje2c/e5nfviumvMe3kBVBqwv1oX3Ln8Lk7d5zppXVEGWML3guw6FyppIz4NnEASsQsLqDQn4sudWALoL4Otv0imfTHy0x1/67+RUWA+kiAYNkAani90wmdPDDpDLhD3QFrzqYOwN59ZibhYKgJtRgqYx5dMG0pn7Jo36hG1vZCZ4zbnf4qczgeMFIYvRyKANZbmUhbC/OzdMa1MANuV0Vj6zXIlNlAC1fZCZg/bXC0qbpaUHgair2Y+iPXmvddcqlGPuP6tmDjSD0BZNqzbpAqMhiBT57r9IAEMYCBQYLYqo09iEz80BNUSt81nxqYOQhr1KNtPJwkCQJpLiNp+iA7e1mYGkBBKFE4mdyXX6iAHAAtR2x88CQuiTP/Y6nI5InMPpIXwyZpDxuvzIxDSPFcAC2HH5WrA5M6v3rOrtX+07gbfGUO9C5Ikk7fujNHCKs68C/35atQj79sy1xJIKTCVUmfcfB68Ca1yLYGrjenOAa+exf5vBT6pBNUSZnfuLfXunML3zyl3AAXG7jyNcu8B3059PfAKCOnlJvtT8HMAAAAASUVORK5CYII=) 3 18, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 18, auto;}
}
div.testarea{
animation:rwdcur1027 1.4s linear infinite forwards;
}