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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhe2WT2ibZRzHP2/S/KkxaaqZ/bN03RTrHwrLjEhlngY7CRu4W6G6HbcxEMesJ2GHHcqY6EVQ0IOHUg/idtihIIUiAxUCGZ42p12TUGvbrf+W9n2fN3l/HtKmJnmbPOkyL/qFHJ43T57PJ9/3fZ4E/s9/PUb1hXgyLdXXcqlEzbxWxaMzKZ5My5aY1vxmotWAW1rVitsiB+LJ9KzuArlUYj8w10qBmhaujg8AcGn4biOZMPDosQWAp+LJdL5aYDuNRLZkvICzV4FdW6iORitHgHTTAs1INCFT87y0VEBX5p87qOFWehyJssz0XfjCXaDhwZJLJfqbJlbD60TnZMtULKixA3ThugLkUomQNtUNXll/oGkBYKNi8QYt1IHvA1STAhIDOZFLHT6rNjpxiv49wQHiyfRi9fw6u0AiHS/Y328ueY/1v5XH8HuhUGT2xxDh7jz+9gzXJp7Xhl8dHyg3p7ENJfbMi9bi/iHF8bG/CPdY5Xfyi35++KiLmakgoejvXPv2oBa8LFkl4XoLYoPq9iun1nnnm0wFHIHQsxYnv8xw5PQKRTkEhqENdxu7CMgb1pqn9+iHy6WhAxQElAOWA5aAEobOLaPyHt7/7k9tOMDSvFlfIBB1Rl4785D2qCqBbYfl38KszjwNaktEOQT8JsmRBxS+jjQFH/sgu1RXoOOgfcwf8YItpZcS7HUPn758iPnbnYgSxBJECf6Qh2A4WAN3y9K8yfhnc4DE6h7FKu/J+XwK7NI3xRYisUf0vimkJ57bacFyaDMsbKuoDc/OFmr+ytUIrP7hu5m9FSzVXxBEOQT8m5y8MsvPnwdYz4TAFFCQ/aWdoqo4o8qA7ae9Hhxct6FEfSFZfu/6fXoHV3ZuRVG4M9WPudrG4bfvsXAvzFfDA+wbuIPHqyrgsP0ratDX790V7toAGCviyIUb57tZy/p2BCzhpaH7bCy0sToT5PpoH4ZHRufSrxq5VMKoBpTGUhe+SwOlBCKFyxh8PPTuIoPHF/D5vBTyNr9OdvHTRBeG4Xxirvku7vb5FkUS0T5zsqPHFMPrSEeXKZ3xzWmQ158w+N/L3wV/m8n60RkpAAAAAElFTkSuQmCC) 4 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur193017 2s linear infinite forwards;
}
