@keyframes rwdcur221976 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQ0lEQVRYhe2XfWwTZRzHP71eb9fbde262XZ0Wxh7kSGgIQshBhNCEAlOwh8ICeoiBtEYgsYYjUgifxgNCcEYIzEO4luiJmJAQ/CFxSgGJHO8SGIlC69jdF27Ht2t7W7t9c4/FoKSbY5R5j9+//w9T57v5/nePb+7B/7XfyzHzYXoWlpMi5Ce54e5X5O70wDCzYUqxWHVVHjafRJvHVtJYNoBCM/toaI2G670vhCQad+9CGV6ASpqDYINGpIi1Ae9q5ZV8cue+1m6dR7i9ACYuTTBpgglKjglGqvKF6wIs7dS5sln7x5jfrEBHC8fhroWDcV3HYiw3zNz82za53hpf6oB9Y4CADCsX8FTCYLAtaEMyCou1cvmZtpaa9j74hya7iyAKEVxyeCUOJmEy1f7LlDqtxyyR1xVw5rWGr7cNp/lxQBwjlXc/vC8WjLaY2Q1TlxKcjTOGjWfUkLBYKNgF8Q6rxiskc1H7pLpb/YS+S1JobgADzU6cDqfRo+L1mCc09fYkzD4IKrp8WaPuRBRUiokS27w2EsTBtX1Hk51DjA0FYCxH4FvRgpBNBAEmrwQchPY0kn6nM7uzy/YG5J6pheXTLjUUba5mU0rwny4sZHqqQCMncDiimEU76Ok+qpEy6Tzarbj0FVOHu7D/uoy3QGZ793kmwMyYYcDsU6l3i2yuKmM6L1+Lh5PYN1WAo4t+y3cZQM4BFB8zFDw71tyY/ylLiKHenmio4/3syaIAiyrYuH6WXzc4GHTmwsm37TGbyxmTkeUoETBsmm8MPTPRbedIrriMM9/dI51RoGYs/oeakupbKvn3fnlvHNgKdLtAUAPLhkcAv4S/CH36IKxdRBdS+i7B2nqWM7C2V70I/0cQ1ZxzX4AT4lTWFnNc/f5+TaympZ/Axg/KlHKIo5uQnZSqeVQgGyw1LUIy3xPdto+0YEiCqiiA4mLXVwHtuwCITdL0nk+vbSGZ2bu48itA2RT5xFECxBUEUkSEO0tQRW57HUy2oJyySA/nGFgBFMbwYwbhVTOyqTiw/QaBbpVF/GQm99DbqJTS0DxDaDHTWxL8kmUyU5kJKUNy1yGZfJzT+bsGY0fezL8mTaJGgW6Z6nEchapN85gTmQ6OYD+c1EgjZnzB9wEHp/Fa5T620j2iCeuDKZ/irFBcdKliJg7/5is3a0A1LVo9J2NUzD9JeXBSjyBjaSiJAcSxsFeXtl+muNTt72h8U/BSDaHU8pimaMvl6FDLmt19PGZKvJJMcxhogQGYzqFXAzbAmu0sR29NBjtTLBjV4R0sQDGT0AQLIb10b9i2yIRvWIc7OXVXRG6i2UOEyVw/rhJ3tAwczAYMw70sLPMxRfFNJ8YQOs1GUmnUHz8GrePmDZvbz05+eN1+wAjaSsxNJLVkv36gMEOfwlasc1hjJvR39XVyno9T9Yo8M3Kjsl/YoumyGpmTLvpdOsv7euVa1oL5R8AAAAASUVORK5CYII=) 5 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEV0lEQVRYhe3Wb2wTdRzH8Xevv17bW3vrtlI21i0TO8ANkBj+GOWPmYoJEcIDlUScDxBjNBiTSZRnYKKBR0TCI00IhgwSAQ0xzgcYJoFEszCUDTYHDNKN0ZVau63cbrfr9c6HBFzJgA6f+H34u1/u88r3d/fND/6v/7hc9y6YzdRqFtFsjs6645gzDZDuXfCEa8Jlsae/q/Sz8/f1lD92AGokw6y5wtuwZntUYX/rKkKPFxB7zqCi1kIJybMWr3pzQw1nD62kae8yxOMBOLZGWTSDxwd+leCSlxc2z/McVARv7Vg0xf6iA55YqlNaGccbANsCIwvzVta+t6L6YCzIV1vrUWcWoGVsxpIJhAy2Tb6/A0wdKmp5Z/X8LW/UcbilgcXFArjvXfjs8El2rV9SgW1txM7T09ObMtI3O0LBkhpkxf1khT82VxpdO9vPcFMVfe1JnEcBTH2m45khHBu8CqaNfjrJ5j96LreSGTLw+KT6hkWxlkYOWA4fbG9EeRTAvzoAsGt1xEQp3YqQvWWJTvXsLb6Ja7Smsvq1eld6ueT1q55gufeF0ttNt3Sn8alSzp9NMfIwgKk7EIykgSySwF8SlISLUMs5jITOke8H2HRjYKCXiSyUVvqan5n92tpqvt2xiGcfBjB1B5pqwON7G7eYzdgwfcMjZ04M0tU2hHNsgBvVCifc1kR1VOgxhCzqynxzqoSxIaaSXRbmzzO3yD1SB1wtbRaQAkCNIFx3n/P2ThK/pni/bTD/xdjI3zqWSWNlMLKlnn0LStl5dM30p2fhweLYJo4NJeWEZKp+fPHuxy3nGH31FJ+3XmPV+Ph4nOhCShWvb3O955O6AD+3v0LddACFx+uk3ofHtw4lhCyhDulIgG02Ixl5wt0jhISEKlyUXxrlzApvIMridYJLJ1lWJS29rU+2JTfxqeLmJ/UI9oMDJOkvbBs8PmoDzNHzyIDhUSuWeixz//OyFkYSCm6h4JIU4p0CWQG3AMtEETRILg7oFvuGXufL6DH0BwPcTl9BVkwkIStuKrMmirNjvsAb2IllLidvgpYBLW0N646VnBjXtdzIaHKCIc3iunCRqPTTFfbRH/YWvlcUBvjVJI5tYltySCYQkvEhK1txi5fIGXT1Xu47neR0XOOqbjFoO/SXe0naDumAB2vXhYJvnibA0Aw8PhMgGCiJrF8gf4wS2oahyV2XerJHrtMsXFywHayvr0wv7MEAwbCGS9KwzHLCdVH8agumzvjVc6OH+vlwby+dDx97pwr/hkK2AYucAWoEJAFaxj4+QKsqc7QY4XC/DmgZHbcYJX/n+2k7f3Wwb4zdey4W77JaGJA3DXKGhmNDzuBm92+pCxne3XORRLHC7w9IXTeQpCShOXCjO3sywUdhH+3FDL8/IB03cIsESohT8fETusUP2zoKT7SiAyZzOfSJnJXt7ohrFru3dUw9yWYMkDWx05P8kjY4trGdvpkI/78A/gHU6q/nU3vWUQAAAABJRU5ErkJggg==) 5 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur221976 0.5s linear infinite forwards;
}
