@keyframes rwdcur104653 {
0%,15.733333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYhcWWX0hTURzHv/duXjdx4ab0oKnhg/15cgzMB0N8CaG6RU9BD74kFEYYpDTprUcRetGH0GdtIf4XoclAbQ0r52apucuG/5Ztuqtj9855j7s9hKPBhB525vf1/Pl8OH9+5wBnpKWlhT2rjXpsNtud6enpnnOBd3d3V4fD4cNoNHoyMDBQn1O4xWJh19fXPxNCVEKIGgwGt1pbWy/mTGBwcPCloijqqQAhRPV4PN/MZvMFWsy0gyaKojw7O2uNRCK7AODz+SZkWR6tr6+voyWQMYFA4JAQorrd7ie0WRmvWjKZBAAoikKbn1ngNAzDnK9ALpIm8MFmAwCIopgMhULY29vT0hZIrbF3aanQ+/37ISFkdnNzc6mysvLqysrKZnV19fXQ79/N1s5OP20Z9Pb2esLhsBqPx1VCiBqNRtWpqanE2NhYKS1m2ha43e73DMNAliQQQrC/vw+DwRDjeT6YEwGTyRTTaDTQ6fXY2NhAeXk5JEliJ8bHL9ESSOVFW1ub3W4/kSQprRQHAgG1q6vrBwAkZDnrtyY1IX/v3rv5+fm3sVgsrYPf74/V1tbeBID8goIkNYHGxkb5fkmJg/3iBLO7jJjiw07yAJqEPtjQ0BD5d1BClnVZF/B6vZwgS1WMFAMjizgi29hJimATumNCCAcAx4nEBQBgtdkrD6mZFhcXh0xXrt76VVWFoqprKAFQAsBR6IBWqz0GAC4/PwoAeRx3lC0BFgAODg4KDAbDnZXV1WZJkjAzMxOdm5vb9vl8UFWV2l8gJVBUVCTH4/GvNTU1VkHwOdd//rSazeZy56dPruXl5W6aAgAAq9V6f2FhQR0eHl4FgMnJyed+v3/L6XR+pM1mAaCsrMw1NDT0lOO42wBQXFxcUFFRcclkNF6mLZAxDofjFSFEFQRhgzYrY2VTFOUIADQaDW1+ZgGO40IAwLJs1grOfwnwPH/dbrc/ztNq7wKATqcrdLlcr/v6+jpyIhCJRLb1ev2jG3V1D4G/h9FisbwxGo1ZfwPOTFNTU+Ha2tqX09dQEAQPz/NczgQAoKO9vTQYDIZFUUz09vTU5BR+mv7+/gejIyPPaHP+AOCziFMsFF7cAAAAAElFTkSuQmCC) 6 15, auto;}
15.833333333333%,35.733333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
35.833333333333%,55.733333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
55.833333333333%,75.733333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
75.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 6 15, auto;}
}
div.testarea{
animation:rwdcur104653 2s linear infinite forwards;
}
