@keyframes rwdcur35833 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/ElEQVRYhe2WXWgcVRTHfzM7s9ndTHZLSGoIdUNUtFIa0hZiCyJGKwVRiPFZMKDVgtg3PyIFsU+ib+IH5ElbyoIS86ItKKIvvlQrWGnjR5AIW5Jlk003uzuzm9m5Puy9u3cnU+uDeZFc+DO7556d85tzzzmzsdhdg7+LUu06sALYUjHABAwgYCdXMpkUifvuqAJPAP3AHiANpIA4YO1kfNO2bcZnp1Lscz4FHpGBU0BCytpJCNM0TTJ3DjJ+5ukEGc5JCEcqQScLFq1jMf9TAMMwsCyL9L4Bsq89mcBiDniI7izENVlsB9Kl9sL+kfCmEALf9wmCgNTQHgZnjyfo5X3gwRBEWPEION0e9lUw3SCO44ijH78gGHa2ANHWUO8yMNZlg2FgCNgLDEipwu2X33V/5dtPd2G3AYxEIiEYyXjer6ungWtyM5Bq9PT0XD6UO8nGxgaLM+f07N2t+S0r4w3ABRrA/R3fEcCTZqUACAxzdGAp+LN4BvhFpks/Jz+ZTF6ufOdSKkFxZJFyuUwwMcFRzekv7UdNoAZUZIQHWuYD0lyTIB7gA4Eh06bOWqXHBMx0Ov1jNpulXq/jnJ2kWCyycOwNvCNHsICkJgMgn8d1XdbX19mcmODRVvBJyaNLAfiWTIdKe4NOoVjNZhMhBJZlceWeOcp7BQe+F1y8ehVx8CBJIJXPk0qlME2TQ7mTrK2tcXN1lfn5eZieRj6cH7p3O8uW3FREyiEOxIUQGIaBbdscfn6cra0tfvvwcw7/4PDtygq2bfPY17PYtk2j0cDzPG6WSrC5yfT8SyqG6gAVtKsVFYAqJgVBJpNZHh0dRQiBaZrEYjGu5JagGqO3t5fjX71Os9kkFovheR6XJs9SKBQoFAo8fuE5OH8DYIbtUzTQ1AZQR6CuGIbBT7klaDbbOnbtFF8671EsFqlWq3xz4m2EEAghyGbfpFX/FRYWPmDq/FRUwHZgPQOBFlylxxJCcCL/Mp7n4boutVqNS5OvcG/uDy4+/Cqu6zI29hatdtcznGJq6oK6fyMkPduALF5tmUC8r6/PDYKAer1OpVKhUqkwMPwuiz8/y/797wBVoC7vYwOfabd4EfgI4BlabbehqSxtCiYSwKLVkg6t6XW9s32aVr26wCf6705pTzYnbU/JYGVNqgXVIPpHAB0iLT9/ofnOyGu4iNXTeXRmUoXOINKPIhJAtWGCzn8Dh+5hpdpVD6zmiK+BKAiP7gnoq4BRLaIPJVOzN+h+q6mlgvsRChfhti4IZ0DPQtR7PfxK1VvLD11vBXVbAB1CB7G07/o0i4IItL0o220BFEQYRlcYIAyj728L/G8AbgWjX6MC7Ozf+N21u3bX/279DUyTpFUD1cQnAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur35833 0.4s linear infinite forwards;
}
