@keyframes rwdcur163782 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPElEQVRYhe2XW2wUVRjH/3PZmTPb6e52L91uty1l2RZ6iYVaLhoDwUK5l1bKXUwQA5ooSmiMkReNBiJZfTFRCYIgD0IUxIYgQUMRUyvSoIRCwXJRDN1ty3bbbbs7Ozs74wOUm7vbpRjjA7+nMzPf+X//c+bMfOdQAOD1wAqgAsACAHkU7aT5nGlQFRnR7rMYgs+eCEbMQDyUgA+qHHrMP6jmWE361ZaV+3fFDbwP9q52BQA3n7uinBUzrADA6dNBnIXgzDbEwmHoTPGTa4qCQI8PIcEB1mKG76+LswCkZIC6+8LrQTEAQyod/zES4/RxfsaxQ5JjtNMqbLbV7do0Ep2H4txbqLuybd7Z7p1VWf958kf8L+k/8uobwcMvL0sWQyV7mAyvBzSAqQDcAAA6C4AGqJ0ARAiuxQWG0sn10WAvJO/VWuOCbQ3xdNh4N5NBCJmxqEwrvNSlznFnRmk+d3k51FgWn+UCNA2qHAZnc4LLsAAAmDQRqiyZE+mlbIAQwgHI2vCKtuH4AariSCudWeTgblTii5187nKELp0E7yiCMuBHtK8bij1/nJAzuhqAKl3dfSGRbkqvgBBibdirnPS2wdWvo/HVdhppPHCpCz9f9ElPxOvj9YDlc1espzn+hqn2s89THWhcVj/DrT1zAtreLbS29nn+zNfvLtRavvlU21Kr2/FQwgCY4QK8HuS4xi4uCwaKZ6fbyjpGyaN+D1w7XTD+yblQBFf/40KTr6oI4tE2+O7r91R9FXrePwo5mX7CNbDxNb5unVWRdZnzppUXlozrY0gX4UmXRK4/fazlFNpP/IDmxh0Xlk4B7Ea01h+40/fyR1Vvd1GGN0Va2gocSloT4q4BQojhxLYZnT1d3AdFsYNfSralG/Umy3itN1xKRRX0BjoGQnIw5NS303zGBDCiDdEbbccAWuKzy4i/X64bVBhajcrnx7+4r+SBZ2DxLK0mEEjvMWdbl3zfWlvcTybXNOzeg0pjFLNtXZBt3aLVMUUU86pv7w9ITuEShgiQ/Z0wqb3geDOUYE+y3IkN9PTC1/rTgVWbGqhf9m2c22R3u6E3ONAYluCTTJsXyr7mfKUJ4StNiXSzI/z0CWpf47fDOhgOQojhpWXVH3/yLKcRQjRCSPVDi46ErYu4H1ctrdMqKytX/Ju6dKqBFlG7Mj93MOR2u7lEMV4PzH0N617v3llV7/UgYdzd3P4KvB4UAnABWANgqs4yh2ZECyiWgyoNIKaqRFM1oneO6aWY+F8vI6QRLsMiDrS3IhrwzrGs3H9kOAP3Ky0AMFsYs0bUYjIYwYCYNAAmzQTBmg01IoEVDdaEo2FYxKIKqMxRiP3Z4nqgGRjiVpkdEST/uVKdfXST/1zzBYEaPMzZiwzSteY9WevPnU7ZQCp4PRAB5AMoBQCKKwEjZELpawSAyRTrbmfsE99T0u1iwOfrKH5hrzOR1gPvB24xH8BMNmNmKS0YJ3HWXDBEDzVSDtZoQfhaG/7oCKD7t7OwW01JhUZq4DwAWgl8JzGxaS1yLApQFAZDkfmaEskTGPnQ6LLpUymdYDDy2vFhDXg90APIAzAJwM1TkWMRNDmEqP/Oz4yz14BJu+d0dHmoEen4VU+yyrNlVg9BYHwDp94ZawfMGETHsAYAiABqABRw9poq1piZQ3MCmDQDUFABNt0ETZahM5lBMfEreNRVAl26EaEeP7SgX3TUwwfcW6KTGejFzbPcXLnz4FU1Ugk13AkmPQ9qJAhQNNRwJ1hTQVIx4hxbRpO07Ij/+ofDJX7EEH8Dl5XMQiZ9qdEAAAAASUVORK5CYII=) 15 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur163782 0.4s linear infinite forwards;
}
