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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/0lEQVRYhcWWTWwbRRTH/7O7may9thPSJk0iR3VhGyK3ChIrFEor1UU58JlWUX1AREJw4kNVuSIO9g1ucOeAkJIgK3CI1KAeqGpFCAiqqYhChSASQsjIdRTobojteMfzONhJ82VvShrnL612pZl9/9+8NztvAQ8R0TNecw5UROS6rnvuUMzj8bhCRCSlPBwIy7I0IqJkMklSSrdYLDYdghMRATg0iA2Aw4LYArAZoll7YgdAsyF2BUCzymGaZl0ANCkTDQFw0JnYnoFEIkH1dFAQGwCJRIKklO74+PgYgCjnPAogCmBA1/VIMBg8GolE9AMBWDefmJgYA2Dm8/mUEMKWUq6vniqVil0sFj8FoDyIAdsDwBoRiVQq9Zrf7xcjLz7/WX4prf/2y0eYm/sTd/Nr6Av7YD15HI89fhVdnTEBVT3PGPt23wDRaJQvLCysTk9PvwoAFy+OTPx064o29cWNLfOEkAgENADAyMvDGLQ+Fmtr5Qs+n++bfQEA4HNzc8OxWGy+sLLy+4+33tTGJ9Pw6eqWSf+uChw9wqsBGcPY2LuInHijxDTNACAbGTSsVywWk0NDQ7NLS0sf3M3f0MYn0wCAQkGgXL4ft1Khjef+kwHk/voK9srPuuu6n3h5NBxMp9PCsqyS3+9/6dc7H24ZE0JuGHNeDRMKaujr6wEA5LLXoCjKqGmaWvVD2l1aIwAAyGQykjEWSs/msOK4KJQkhCvBuYJAQEPHIxyGX0X3MR2nT4XBalV17DtgjLUvLi5yxphAnVJ4AtSkzC84GytVVYZKheDzqYgc9+NUtAdMadnygnAdMMYQCoW44ziF/50By7IUIkLPsVYs/+MCAAIBDRfOd6JFY+juDkHKMhhVAFarKEmoqg9EBMdxNFRLvWsGPA+NTCajENG9F57rBgC0tjAMP9sFzhXI9dKSBEkXVFmr3qmCUPsgpJSOl89eTi1ZKpWuPWG9BwA48/QRqCqr+dYI2M4wveFLWF5evg6Pz9CzBPF4XBqGcYWEuHz1nTN6NvvH/ZVv1iaI3vAltLcNCqZp77e1tQnbtutCeGZgampKAijfnJ195amzn4vo6ZFNnjvPsd6+UZw4+ZaYTKVeB1C2bVvE4/GGWdiLtGAw2DEzM3OZhHCXl76n2z+8TV/PnKWb18/Rd7OjdGc+Qff+vk0kysVa03o0GAx2oNpP9usPANABdLW2tpq5XG5qezcUQtjZbPZLVFu0aRhGdzgc1vGA3bGuksmkAsAPoEvX9QiAfs75wPp/Aed8AEA/gAiArtpczz3m1Yy2S6kF1Q3D0FdXV7mu60qpVAKqu71cuwoA6p5+D0MKAB4Oh/XOzs4AgAAAv2maHA8r5c3Sf0UIUcXSPqeSAAAAAElFTkSuQmCC) 8 1, auto;}
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}
div.testarea{
animation:rwdcur217388 0.8s linear infinite forwards;
}
