@keyframes rwdcur223065 {
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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHl0lEQVRYhb2XW4xW1RmGn7W+tfb/DwwDA4NowAGRcBiECii0CIgQxXoEpQ2S4CGNNY3GizZNekiaxlSS1qsmTS+spk3q4cKaaiQWE0vViK0UBXQ6BWRGkHGcYYaBmfn/+fdhHXoxaFEOAap9L/dO1vfs9/2+vdYSRtQCTAD6+D9LAKZP5vG11/HIpRcxZ7BKT6VGFxABkiRpFpHMe+++MoDmi7nke+tZd8syrpzZzIb6Oq7OMo5mYXTFGPMScJcR6THGHHLe+y8dYLCKW7mIu6+7GjNvBsmC2cy+/FLWD1TV+oNdtBhjporInTHGeaL1h9aYbud9/DIANEAto/XAYTqqNagfBbOnwY3XmFFI3UxrRbuiwDlXFpH1SSl5RSn16yRJpnxpAEDa1sG2nqMQIyjg9XeEXXuFq65azJULFlAuGULwOOfHG2sfstbuKZdKj5ZLpYv/FwD5jERRmjdTbyBadu4zPPZsPZVaHQvnHufYQIWBAU+SGJSGIi8AVWesvQa4UynlrDH7nPfZ+QIogDFjxswIIdwzezo/qaRWHz2mMVrQorh9ZY3LL6nxyBN1lEoGEY13gSzPKXKPFkFr7bz3O4P3vwwxbs3zPD0vB0TkURH5fk+fV00Tm5k2bQotMwY5/Imjq0+zYXXKvk6h56jC+4AYjTUWYwTvPN4HrbWeIiLrgWVa6y5rTOe5TIwAaK29MWZD8F6PHTuWJElYs6CdVYsy9hyw9A1Z7r+5wu4Oy8CQwftICAFrDdZaRGtCGAERkcuMMXfEEGaJ1h9YY/rONjECYI3pBtZrrZsqlUGGBgd55e8w+zL49qqUP2xJKJcUG6/P6OzVHK+UCD7gnEcpaBzfiAK0hqJwhBASY+18LbIhxNAkWv7tvR88I4DzPjci08SYpd57EmsQo9jRapgxpWDNkoLCazo6Yen8nAljHdVMEQlMn1rPjJmLKIp8xJXEolUkLwpCiHXGmKVKqbtF63pjTJvzvnoKAIBoXRUjm0KIYozGGIP3gX8dNKxZklNN4QfrPLVhRf9QZElLwQ1LHLOaU/a0Q3d3BaUi1lqSxHLfrZamxkBHZ0GMapSxdrlS6hat1LCIHPDe558DsMb0gvqmiEyOMZAkIwB5IdQKzeQJBS0zYPy4wMJZkBaWp7YmPPFnTXdPlTStcaKfSKxw780J13zNcPWchP2djuGaV96ricbam5RSy73378QYj3wG4Lx3onW9GHOjcx5rDUopRBSf9AlL52WkmaZ+VODnT2hWLvBsut4zeZJw8JNI/6DGO0+eO1Aw6SJYtbiRWVMUlzcrWpoTtr9f4JwXoK8oiqeB458BABhj+kXkOyEEq7XCGkOWFzgHN36j4L12zW3LIn/bZfnZ42UwkU2rM+5YDhOb4N39mixXFIWj93hBjAXjxpaZOMEya4pl6z81zquuoihucM4d+lwEJwAGYgjXijHTQ/Ak1hJiIMbI2mtznnol4bZlkUuaPH/aVuKdvQm//4twxUzHxtU5d14XKdfB+wcUff2a7bsLDvXU6Op1LGlp4PU9gTRPftTb2//qKU14IoagtRYRWeudx1hDqVRiavNFXDV7iOde1bRM16xamPP6HuHIMYP3mhffUDSN96xe5Fk6p2DFfBgajrR3KQ5+DG3tjo7ulEPdupVoHj7aP5CfFuBEM3Zqke8CZa0VkyZNYvr0Wew6IBw+PDLKt1/rQUX+usMQfGDzgxnfWuV58iXDtt2GlQty1q0INDXCP9oYrmVaOg7HWKkUD3/c1bPrtGN4UgzDMcaFxpi53nuCdwwNDdDdXSVNMz7uVdy6LDJnasHvXlRsfihn4w2O3zyX8NhTdexss7z8tiHgaD9c7P+gU2/Kc2kLMfQrpTenaRZOrqe+CACQJMnaJEme987pMWNGU19fRwiRoUoV5yKPPJDz4Loar+2ChbNg8x9LPPlCGWNGdvfgA9VaeiRNs3XAW42NDQDm2LHBU451pzhwIoaPlNb3olSDUpEkKY1sPCHgvadSg9tWeKZeHPnhbxOe2VqHyH+L17Jsfy3L1hDZBZCmGV/88k+lT/cwzbLh4P0WESHLPUXhEA3WGAB2tmnaPjQYgdZ2jVIjRjrvqdbS14aH0+UE9p5u7XNyAEBrXTPG3BVCkFtXKO5fVyYP0HPUkeXQ1BhZvbBgVB1sedMQQgjDtezZLMs3AsfOpfgZHQDQSr0Vgt+rtaart2Byk+MXD9Rzzy0ltFJs2a7pOmqY0uQoJVleHc5+lWX5fUDlXIsDmDO9SLMsLevy89bY+Xv2OXr7IxPGZZTLivrRkfbDwjOvGjo+cnuLLPtpnvMCcNqcz6YzRgBgRIZEZFOaBTuYBRbMscy9bDTvfZDS2RPZ0crgm7vD4mot7uDEReZ8dcYITqjVObdbRDjS5xhX0pRNZPHcMlpBmuukYUx9w4UU/lRndcB5743IKDHmpu4+x7vtGmWEUaXI262F80F1KML2NM07LhTgtD+ik1UulabZJNnjvW+oK9vQ0DCmyxq1rTKcPj88nL95/PhA/4UWh7M04UnqdEXxhhb5epoVP64r3MtaJd1dXb3n3XAXLK31QtH6iq9i7f8AOHGVCzRRDT8AAAAASUVORK5CYII=) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur223065 0.4s linear infinite forwards;
}
