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9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhe2Vy28bVRSHv+sZjyd2/IgTO477yKMlddu0tKlURFE3ICRWLLpCrFjwLyHWSF2wAjZlAxJlUSFKWwlo82hp40Sx48fY48d4xvY8LosiFAQ4g1SJTX7Sla50j37nu+cc3QsgD61XLhl465POI4f2YlLg1t0vZHv/6Z+QUnolGciSDOSKlF7pcKx5sDe49+VtCSD/kuLvUsMkB5hWdJrPNig/uS+XLl4XQqhb/xS3s/FIbt69QzyqvTSW/pEARyYHCLodNF2n+uQBWz/ckbYzQqo6uqYhAMfpkdCibN/7lvlshr5h/HG1yZ1VJ54e0qBVIbF4lmRujt3nT0lOJ2m1TaKaCoFPLKZTsx2KxTx+38IfOqF8JzfoMGmuQNcb0ur0iKeyjFzJmTPLpOM6xWIBw7RIpOZodvu4QmFucQUAT0RfDUC0eIJxRGe1dIm+NUAJbIZmi3G/g90xSGgBvV6Xs6ULRDNZMufXxgBRIR5NvFhYABF4zEzF+PHeXW5/9TUXVot8dOtDhp5H/tQin336CajTIFzOLq+Ca2thfEMDPLx/n6WTRRYW8rx14zIpRUUZNTmVi+P1W7xx5RyG5ZPPFzCbFWrNGgBS+utCKP9ahdAAmWQaz+nTMeq8/fpl0vEY5cc/kSqcp/biATevvUNvZLNf3kZVNJRMHoBJyeE/zMBS6QKeOyKRzOAFIGJJitff57vvf2HlvY9xNRU3iGDZQ3wpWVq9GITxDV2B2HS2rCrK0ly+QHx+gX7LwBn2UOayjNsm/njEbG6BcbdH02iyevWmEsY3dAUieiI7t3KJwdjH7o9IZE/iSoXThTzNukE0Pkt5+zE9u8fi2jUAAilPS9+fOIyhAYZmMzVwbNSYjmW22Nv6FRmMWLt6BYHH7uYGIhJl5Dg0K7svzYXYQ4i1Sb6hW1Df38HqNtCjMTRNp1V9gev51LQp8H30mEr9wEZRolR2N3n4zefy2rsfiACGrwRgJqljVrvYrk9E+kQUkPaQar3BwnyOeq1B3xqQL5wgmUqjRl4WNxDok3xDt6BW2UcRCprwGZgGe883cew2wncYWyYR6VKvNdBVn6lEmr3ftgFQgsl/XWiAdrdNo1YlokQZuSNWzrzGTDpNRLqY7QbZzDTrV87hAxERwbE6AIgj/trQAKWLl7Edm52dMhWjS61l0R0MGQ4dNC3GQaNNzxljdiwatQNm5ouUtx7Kox6D0AASwfqbNxD4VA6a/Px4g/1KFc/zcDwX03LYrTYxOh0KxQW0KZ2O0YBg7E3yDT2EbiAQUrC4vEw2k0LRdASSys4z9FiM2XyORGaWqSkdy+rhOA5qPAfI0DmOdaxjHetY/4t+B8B0vqcSivnbAAAAAElFTkSuQmCC) 0 0, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur137585 1.1s linear infinite forwards;
}
