@keyframes rwdcur9797 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJElEQVRYhe3UT4iUdRzH8dfOPjuO0zTOLg/jOjuNy7oZ5bKtMf4h+gfK0q1DHSq8RNAh6FZElJV06FAEod02DNTqECEaYX+NNpYwUVlLxMDGdR10mWCZndXaXR87PK6arp2CDs0bvjzw+/H9fj/P7/uHJk2aNGnyH9P6D3cp5PtZsYaekFtP86fYbkYC7Wu5fTUr0rSf5RJmcXEhh5aFEgf0PcQjj3PfWop5khG1k3w3xPYPOIboOr/0IOuf4aky5RTpGo1DnPyEb/bx2QwVzN1MQKaf9YM8/RiD65Yv71AqkUwShhSLBMGckZEffhkefrGPg9eIyLzCk28sW/aSTZtKoihhfJxajZkZxsaio6dOVffw6Zfs+J5RzHC1BLmHefYF3nxu0aJ1xYGBtEKBJUvo7KSri0KBUimhry/MNxrV6Url0EgcJLmSdVt5PbtlS6/u7oS2NoIgNshkWpZ2dGQfqNfv7p2dLbdy+hC/QoBUgY3P8/KGVasy8nk6OshkyGZjC0Py+VhEMpnW33/Hq/v3Z96mgWSZtV1Ll3YrlxOi6GriIIjj1OvkcmSzqftrtXL66NF3h/h8XkCmkyd2k9hw4gQrV8Z/ncvFzplMLCifj8+CIBJFkz9ffkIEBW6bPXcuaEul4pLNzf1dQDbL5GR8Njp6vsrW+bq3Qhe3zFD8NoqWhMePB6VEokVPT5w4m40ThyHpNEeOnLVz5/uliYnDl3sgeS+rp1l9V3v7YmvWkEgwO0sUcekSjQYHDkS/7dv3+zsXLnz8GtummZ4XcLFKdTFn0lz8iczXZ86kcsPDrctrtRZhGL/I1BR7907avHn7W+PjH37F1Hwjh6QX01MbGcnfWam06e2Nb44dY8+e6NSuXVM7xsZ+3MZ7QwxNc048nlemIIFMnmI395R4cI6BBoUOUgPMlDhxkI92srvGxLVjmCe/kcEij1YYyJDNEyWojXNklC+qHJhgXNw3V3yv3wMJ8QLKhnTmKGRJz1GvUalSxXk37oAE0gUKId0B2TrnJ6nWOIs6/ljAb8FFdG3Q4PI3Ei+QGwL8Cz5NmjRp8j/nLz4U/EvnnF+0AAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur9797 0.66666666666667s linear infinite forwards;
}
