@keyframes rwdcur154442 {
0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRoge2YQU7DMBBFX6KqCqggVrChW9TDcIKcJqfpCbgIZ0AsEDsEKKqKzSKexklbqQRPWsQ8yYoTxZ58+3ucBAzDMAzDMP4v2Qgx8qjuNDvXIPclX8AUmGjE0xYwCcdzWhEqAbSQ/otwXKcOoDkDuS/5yN4qaASoDJamgPiBVewDyjMQ1adasVQXcbCPxPl7AsZgLAu5HdeOSk7j64Imx28VX+KBW2AR1a969xX8cn0MeZWQ3bXpoPV5l4dq3jm/r56k6i/bNtmSG2AVyjqUg185BqW2bMkZYQR9WT1vrnfFzIB3oN5qH93ny+ol6vciVA8WMWgGaISLhcRGca53vuQxWzIHal/yGuozupZxtKNfh/IZztUExCJEiJTuwhXbdO3UX9yO1jqxlQ4SMHR37I+cvGn2Ny9B7PQe2uzrU8ToroEdgfc9lCCzs6KxSDI087KDTcaJPZ+Uk9lYhjKWgB/5+lQowg68AO6Aa7oLOwnaX2TQZitJj0kZQ0BNKyC5jTR/q8QbXDwLSdGcgXV0dCjYB/R/bKn+1DIMwzAM49h8AyKeb2Yow9mMAAAAAElFTkSuQmCC) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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72%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur154442 1.25s linear infinite forwards;
}
