@keyframes rwdcur231618 {
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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhe2V3U8jVRiHH6Ytg7NFyFpqgQRSmiWNsI0XG6MkJoORBL3iYmP8C8SQkLDxYuPnSLza670wXvMfQBAtwtKsWjBo0BCiRii6pd9poSm1lPnwYk5N13hDW7jil0xm5sybc57z/t73TFtfX9/X4+Pjejgc/iybze5omvY3V6g24PPJycl3h4eH/1hfX3+wu7u7COQ1TTu/CgAHMHJ4eDgRDAZvjo2NvSnL8o1YLLa/sbHxnqqqH18FwC3TNF9Lp9Py6OioNDo6+lJ3d3ewWCwmFhcXZ1RV/eCyATzAK6VSyWsYBkNDQ/h8vqHBwcE3njx5sr+0tDQbiUTeV1X1k8sCcAO3gNvxeBxZlgkEAnR2diqhUOhuZ2enJ5lMxsLh8D1VVT9qNUAbMADcBR4ATrfbzfT0NB6PB8uyqFQqHB0d7SwsLMxWq9Vd4FjTNKtVAA5xPQvcAZ6rVqucnJzg9/tpb2/H4XDg8Xh8wWBwSpKkSjwe/zMSidxvlSUO7CzcAALACwDZbBaXy4Xf78eyLM7Pz+nq6nrG7/dPKIpyM5lMxlZXV1tiSQ3ABTwPvApIAKlUioGBAXp6ejBNE8MwcLlc9Pf3v+j1eu8kEonYysrKbCQS+VBVVa0ZAEtAdAEvizu6rpNOpwkEAiiKgmma6LqOJEn4fL6+UCj0tmVZyUwms7+2tnZfVdVPGwGQNE0zgAoQB36v/3h0dMTm5iamadLR0YGiKMiyjCzLeL1e59TU1MO5ubl7Pp9PmZ+fb2sEwCnuVSAP7ACv1wdEo1E8Hg+9vb0Ui0XS6XT5+Pg4n8/nDyRJWqlWq+FUKqU3sng9gA4cAz8DGcBbCzAMg0gkkikUCnsCsiRiY8AekEPUTTMAppg4ISb9F8Dtdpvlcnkb2AYKQFnE5kR8SWygIUkA4mCpikl/qA9wOBwHZ2dnj4DHwLfA9wJmF/gLKAJ6o4eTs+5Zx07xb9i7cjudTk5PTzeAn4BfgYrb7fb6/X5vMpks5nK5kijihlXvnY69m5oNWJb1i67rUeBQwHlGRkaiMzMzjycmJt4BlGYWfwqgzoYEdoozhmF8id2aeexsvbW1tdUdjUaRZfk2oMzPzztaAiBUs+ER8BD4Dvt8KGMX6h6wvbS0BPZPrP1/5riQnP95r7XjDnCAbUlOjLeLsS8KhcJXy8vLZ80sXNNT9MKGMpDC9j0FlEWhVQXcIfBjNpv9Roy1DkBAGAKiWLc42FnIYXdDrQVL2NY0rLaL9K8472u+m9j931QbXgjgMtRUBV8DXANcA7RC/wBx7pmyucvShQAAAABJRU5ErkJggg==) 0 0, auto;}
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}
div.testarea{
animation:rwdcur231618 0.35s linear infinite forwards;
}
