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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhcWVX2gcRRzHP7msyd5RwnkuQfokpfpQRApKqi99KJXaSBOsGEtoNaikEtNIFQUpfbX60EI1FNqH/lVQSUVtJIXmFP8gofRBDik+1RLCUcKynttzb7s395s+3O5lL0n7stfcwI/Zmd3Z72dmvvMbaHexx8m2Uz8FDNnjjLcTAIHji+PsbQuALIGcufUOA2sPoCEMQzRfF8fY1i4AAFM038+/TV9bAMJYJ5qZG6M8ueYAShrPOSVc+ftNNqwZQCSupPH8qGjyhRHWP1CAmGBDPBaPKc2Va69hPXCAeIgGFYWwSQkzvw/TszYAGoKVUM8o4dLsEGbrAXRMdPVtiGKrEi5Ov4zRUoCgBkGtLhLVUazo1/Qr4cLUYD2Ft6IYKszFYSJanhMafoiZdI9oXGB/KwDuuwJKVvUDShg938+nrQAwglpzh2gIF+WQaH4SzUYlPB7WT4R1VjQfnn6Bf9+4zCdJAJpMGCzN+LP+KT6+UeLazf+YX7jNP8UylxY99g1P87BoHhHNcwILp3aQSwLQ8d1LjAIno9kDU16VVx2fMeAw0Nug7YCeLq5mTd4d+Ja5JMKNf0YeCPf/V1/xuuPzJfB5XLyrE3Im5NL0Zbv5rTDCUEsAYsa6LppBu8J7wJ7YNwXTYDLbzVkrjW2lwUpj5NKcK44lvzGjY1hMdbDTrmAAH8Xevz+R51jUuLqPnpzJxcxDbA9qmOWAI8CuJAApJbii2bn3R+aB3UAGwEjxTVwcoO8Cbk83r3hVSo4PdoX+H3YnM2FK4KuRGQph++nQaORMzq02oHeS0qLHtO2BXSFV8nkqCYDx1uWlhmmQyRiQNcHsxL7XoEUP26uCG0BQY10SgKacbqUpWum623szbL7XIKfCZsevnxxgoWUAOZO8lQErDVaGD27uXzm7ye1sK1fZGuYMG/grCUDT1Zo1mc12c72rk01elY1uwC+zQxxwA/649T8ZJQyL5mgM/MREHpUEoGN5R3GMZ907/OwGmCW/vs/uHQJPYYhuWrECsGUij58EYMW9vv4Ec47PoF3BcXxwfChX6VomPgc8n1QcVlmBqHzxIr3lKgeDGgPABiAA/gTOAOcn8tGlmazcBYuj/Wr0ReDKAAAAAElFTkSuQmCC) 1 3, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 3, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 1 3, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 3, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 1 3, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 3, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 1 3, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur214001 0.6s linear infinite forwards;
}