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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRYhe2XT08bVxTFfx4PthmMMca4EBkrQIjUOgpRFaFAJLJokkW33qXtB4jYtwsWrLzIvkj5AGmVLlDUXaSoUiSUpiGVCP+qFIGDnACuZcAxtrHH43EX8wzGzBgTRcomR3qS/fR0z3n3Xr1zBz7jMz4xbGc5vMCkBMiAA6j+rkIDdEAFtGGi+kcTsMBklVQB3GIpgEuI0IACkAeyYuUBdZio9sECFphEELsBX9eN/rG2IX+kxeO8LLnkHpssOSqarpZz6q6aysfeLyae7i8l5oEEkAR2hRh1mOjZBIh0uwBv52joaudIcEr2tn7dSDBAcSsTTz5Ze3iwsfcSiAkxaaBgVhZ7g5u3Ar7eSPiHzpG+nyXF0XcaOYDc7uzwhAOjFbXcXtjM7GOUpwiU7jJeus/s8fMWcRyAtzcS/r49/EUUm01qhrwKW4td6r499G2lrCvpvzdnxLYuxKi1Z08EFg3n7hwNXW3/MjB1VvKjyDa6b10Yd/a2fwN8BfQAbhHfWgDG7X2dI8Ep7JLrg8gFbA5Z6r554TYwDAwAPhHfXIBoPKXrRv9YMw3XDJQBn+IKdowJAQFAETwnBWD0hLttyB9pJnizr5gnHLgIDCLKQE3v1TehDLhbPM7LjQKup9LMvIqzEssSHnATuRJi0O+1PO8KdihACPDXCFCtBCiSS+5pRP7T9PLh/7ntDHPPlrk3cclShKNLASP9PowX9JDXrAQumyw5sMDMqzgAE3fO88vkKBN3zh/bN4PktAN4gDaOnm9TAQByRdNVk31swEosC8BYfy/fRZ8z2m8kayWWtewJvVhGkMr1nGYCtHJO3TULVAHCA24A/nyzzYPJazx/kwCxX7EQoO7kwXiEqo55iPoe0ICCmsrHZG/rObNgkSsh5p4tM/3rBtNsHNu3wkE8DZABchiueeiQ9RnQgPz7xcRTq2CDfi/3Ji4xct1DW6/EyHVPwwYEyCwm4Mgd87UCzDKQ3V9KzPuu9cWd5zym1xr0e/nxphcbWKa9itxqiuJ/2RQQB1IY9twwA1kgkXyy9rBSKjecak4jrxQ1ko9XAV4D6xjWbC1A+HUeSB5s7L1M/bH+GP00GgvoFbYfrVDaO1gDFjFmgySQr50LzOxYxahVbO/F298rZV3pvjU0bnPYm3bFSlFj+9EK2X9TW8BfwIIQsEudHZ8YSO4zq99lvIzw78LW/l5ufafk8LaGWnytLaeR51ZTbP62SOFdZg2YBV4AS8BbID1MtFR73mogUTHGqA2A4va++u7B/JYr2DHmCQcuuoIdiqNLQXLa0Ytl1J08B/E0mcVEteFeY6R9AfhHxEnX3x6anAkxXGxArEEMYwlgPK/VqTiDUeM4RsPFaGImPNNULEh7MFzNh/G2VwXkMGqc4mNMxXVCPs13gYmQ6tdQ7apCq13Nfhn9D1C1jbAwo4RPAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur183468 2.3333333333333s linear infinite forwards;
}
