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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhe2WX2hbZRjGf02TGNp0g9kNZFCCunohdvP/mIOqy5wMxpi6uDEVpTJFFLwRdAwcMigydlGHSHGF6lr/bHpdxtxsC9Vu3WZdNzuL07aG2SYzS5bm5LTJybOLk6iwJPbUgTd54OWc8/G+3/N7P77znQMVVVSRE0khpDNISSTlw0JKk9UFun553emUVfM0DgKfu6DeAiaAI8BvgHkQwlMwMA2plcAcc/wx8RZ7Ax/cHACpFXj7feAocIIMxCPwexi+ScOxBsjcCt7F4MvPeAtw2+V+9i9v/m8AefMQcBjg1/Nw+gfo7YfOLkibcNc68D8JVfeB/06oabBBPECAYfqijzG4LP6vjRYxDyKpWRIyxJFD4o1XBSSANqAJ2yoItAOzrPpaPNQvNko8JbFzWrxz/GXn5jZAdKkklBPf9oiWFwR0l63x1PXxyJdifcyG2CLx0sVZ1kYaSpW4SpiHgPooQHQSTg5Bx6efATvKAmSSzUTe/Yq7J+znWUF2iZdAzytl626QlTxjv2KmGOwVdbUJR/VdhxJ8NCM250RoSrTsugC7izZbfAXi8UYAzBn4cQSSqU5HAD+d66TxKuzMwdYUJC4FYG9u/gBeTw0AiWswOgrQ4Qjgyp8d3GPBEzl4OAtuy1cqtTiAy2WP5/LQWzaNOQJ49ukxltaD2wOuKsjlivuUBDBN27nOD482w4b1jY4A1q5phFr7PmtBNlt0+UsDTEUMsMDngwfuBcNocQTgcefzM2CkIHbVcAYw8P0YRgzcbli8CIz0i44Aqvx2ftaAyTAMDl10VM/9q0L8PCzMmJiNCc2I3p7yh1BBUnd14Ut5aUS8+ZqAkDMAgPd2Rzn7ncjEhXXNnvD8UHkIqfuZgnkqItoPCJh2bg6w4o4gX3wiTvX/DWBHAqXbiIw3IfmQmpDakBLHJFVLdv7HH4rVDwp4fGEAALcHWmk/YEOkr/wF4S0YSdojKS3JXQBMXLbNN6wT0Lpw839CPL9d9B0V46P5PaEbw4yJc4OibZ/w187bfH5/RIGGIOOT3Ty3bRmbNtrng9cD1W7IzIFhQjgMBztheCQCbAdOLLjpkqqtCQFDQBKwAOWvyfz4AnZ7RRX9z7oOy2rFMmTwOeAAAAAASUVORK5CYII=) 15 16, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYhe2WS2xMURzGfzOZVvXFArFqPKLYCCoRr1QYkRBCmgwLpcGCJoKNWAhBpEQiRCLxjKgusBCRtN4a9Riq0qpXK62mEaHDdKbT3hl1Zz6LO8XCVG+1u/mSk3vP/55zvl++5JxzIamkkrIjyYNUgxRCUrxF4/0aah97BsvYjeRzylKLpMOSiiWtkzRXkus3kI+HdxYMpHkJkg5JWiAJdYv2j+KlVzy6K948F8FPVv03hHhaWTJg5p6eRZvqxaULYvNGMTRNgJg8URzYI25dE60NQuYAQVixK18SMsSVUrFlk4AgcAyYAqThcEyJ94OcOyGqblvjJSup++Xu/gL4RkpCMXG/QmxYK6Cs1zmZGWVcKbWMeyBKz3zpj7nnV4xtLeLgvn+b92hybhkvvXEAQzTUiuuXbe6OaKjGAogIb6XIygjamn/5QpDvfhHtsNLYu6s60VDnX6uBQC4AkU6oq4dQ13lbALX15+kIgTMVwhFoap5kDyA1JR2AYAe8fQtw1hbA129nkazlzSh0d6fbA3A6rXosZvVXLmu0BbCqoJGRI4AUcDogFvu7T0KASMRyzsqE+fmweFGuLYC5s3Mhw3o3o2CaMXsAn9sMiEJaGsyYBoaxwRZAiis+/gcYXeBvN+wBPHrSiOEHlwuGZYMRLuqz+TylEs5cD4BpQOtH8Fa/6zs9QN5UDw21IuIX3/1CnaKyom/nQJNuDqmQOCJx47XYViygH7fkvl0+XjwWPwLWfpbEq+rEEJu1hItqKj4msUqioFMUnhDQ60noSPhlwng3+3ffZtxYyJsKzqyeLx00Us4TrtPMZ1JYR5gVOkB23lZ40Q74Bd/OQNc5qPcuBO7ZDgCAcWNKOHlcPHsgwl9/3XLZ5dLsI9JVr3SnTqIw3pZLuINi5ikxfamAw/+ySJzAnxBzZu1kYxHk5IA5GkqGW3eiA+gGTMCMgPEeQlXwegeYXUeB7f8PADAmx01LaxlrVo8ifwk0DINmF/hckGVCCAh8gC+noa0uABTQ79h7U0a6B6jGsowCij/D8fog/RMmldQg6icGOO9ZB3V1AgAAAABJRU5ErkJggg==) 15 16, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur249146 0.75s linear infinite forwards;
}