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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 1 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhe2VS2gTURiFz70zk5aUTh6msYiK1haiUiooRVyJu4oLoSjFhdiV1I26FMGFoIKrBqEBQd25sa60LYjtoov6LFgDMUgtlEQb01jTpK3pZDK/i5mkk5jHVNuuPDCLzP1zzzfnvw+G9ckOoB4AN73TAGQArKxzLgAAs1hnA+BsG0z4mcd5ki+oMv+eBQBQLjuRXYg8mb7R8RhAEoCy0QD2vQNT56WO9ntUx0QA4LEshMhqcRVp0XRwpDcS6JnAOtIQaozb9g5MXRAPtwcgsbXYNYD/UIsrGZPrvG2n63d3vEq9H4wCyFkB4DXGndL+g34IxUFRJjO28uV1t5qKXwdpUTNEY3vXIwBOK+ZA9RbY2wYTD7BnW0+heElNJF887IrfvvgZeq9tAOy+/pif1zWczdcp8zNXp2903IeFVlRLoF5YlFr5VwVslcBWSf18XGqP3774AUAK+spPAUiErzRfNichuXedgb5baqoaAOcKPyJ8UyB+XAbezd41vqik+VABrKjpRCD/ggnSsRpzmwCYPMclb2ctOCU6PYnKW0xV5mfCVgzLmlBOuVMGQjP/sDW1+KD3vJxEY/zvALTczxNlIDTKZScKDo2ePugnoVhqDsBujAPQD6fSD6gKUAEik12IPClUMr7T1x/zA/AAkA0YGYDH1x/zg/Gd+VLjfxkrAAxMniNtsblAJLjGmGC7pmXjbwF4DwwsTponB2lRNZ0IKPMzYVtTi09s9PSVjocuOQ4DiK8rgQpJJNPBkV4QpcxJiLL3ln3f0aei7L1VbE6pdHCkF/qdYEllt4oJ4lAk0DORDg53F5145URaNB0c7jbuAssX0h8tKKJba8cHAM7Wm1PnJPeuM8Y+133/8TYEmDxHFZRZzRLjzlHTwrQDcENfiPnHbbz/S1UBICJKJtOlEBusGgBERLFYfBMhLAAQEc3ORohx5+hG25eealhezqChQb/IuOAa22jDP2VKYGnpFwHy8rPnL4mI9NjFplNbApA355K3kzFHsBA7cwQ3HcBsDgCMu4bGx98YKbiGNjUFfWGtmQMAl7ydYI5PREShUJgYc0xtGkBlMNdQKBTWU2DOyS0HEKTmHWCOT4y7H3Fp+6EtB/iv/9oq/QZtv/YA3SN/agAAAABJRU5ErkJggg==) 1 8, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 8, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 1 8, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhe2WTUgbQRiG35lsosa6+WlMpSgUK1YE0SLY4qXQQ8HSU60gvXkpKJS2x148COKhh+qlob0IPZSieGpVKFWoB0sLQiUQQyu2koBigsb8aH42+/Wwm2RNollFPflBDjvzzbzPvPPNTBiOF2YA5QC4pk0GEAewd8y5AABMZ54JgLVhaPmx0V7Xk75p7aQyZSiLpsMUDM38eeR4BiAEIHnaAOa6/o+dVS1d42C8FgCkGxUg0XBwogRJqWX3078Dre9xDDd4iX6TIn5/KiMOACySLkikMiYI7S2ua6++P4TimK4QSvRblZUzMack+2kjOCHvJHa53XGLXb50j8qYAAA8IMFc2TwC4AuALT0AR22BuWFo+Ympuv51pkFOxCa8z2ueQbE4CWWl5sbZ/W88yhp5MAUASAbWXqwOtr6Djq04agvKjfa6nuwXyX5VPAggDKXywwCCv7sq7vBAwp9JVceVlxIvBcCZwdiZ+ZDCW2+hrEjKy5MA7EmRoCvToI4rVV8qABM3uNHZUQouGfznweFHTEoG1rx6BIuKUDo5UgRC1n6YquubcHh1C2r/yQDk9M7dIhAypVOLWYUqRz+UmzD/5AgAzGo/AEAdJ0NHZG0uAhFPbfsms5mM1zaNbo4BcAAQVRgRgKNpdHNMe0+o4+J6ABiYuEHybk2WyGCbZwbTSzm19ROAs/nN7pJ2cpDslyJBVzKw5jVV1zcJVY7+/H7PgKUdOu+BgkrNcyIUcc/2gSisdUIQncPm67enBNE5fFCcwhH3bB+UN0FXFD0qGog2n6t3MeKe6QbJ/mK5OXHZH3HPdPtcvYs4xoNUsAUH6HLb8Qua11B7P1A6tZja9k2uDrZ+wAleQ4CJG3RIxBMpYtw6pylMMwA7lELM/Oxq+wnjCAAiolAokg9xylECgIhoc3PrDCF0ABARra/7iHHr3GnLF/wfiMXiqKxUHjJusM2ftmBhaByIRvcJEGOfPn8lIlJsF6ofnAtARpwbnR2MWdxZ25nFfeYAWnEAYNw2vbDwQ3XBNn2mLiiFlRMHAG50doBZVoiIPB4vMWZZPjOAw8Fs0x6PV3GBWZfOHcBgrLkKZllh3D7OjVfazh3gIi7ivOI/2QXmpe0sRk0AAAAASUVORK5CYII=) 1 8, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 1 8, auto;}
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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 1 8, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
}
div.testarea{
animation:rwdcur97623 0.9s linear infinite forwards;
}