@keyframes rwdcur200923 {
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22.58064516129%,45.061290322581% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45.161290322581%,67.641935483871% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1UlEQVRogdWZQWsaQRTH/yv10pa0FEJPPVi85RLyETTQSyiSCknpTWgo2oMQLDSRImI9NBcP0QZCvbRBC1vxIPRihH4BDz2WQI49BIopSS+WTg/mDbPjqrszo7V/WNyZnV3fb99782Z3LcxY7ViKie3VZtkycd1rJi7iVe1YikXia84+gJmAcVyA7R6yoQGvnxq5Y24QpI7d0vZMgHbcIMb1+9E4CFMKAJON1YGZBQQABEQj5TAS2yowXiBMhBUghBYZPep33hVw6zRh/KxCiuQKMiuZCitgRrOWm0xCAFJBZLuHTDfBAe9hJVd5QL3SD1V2gjHpifWTU77fCIfQsVsAADdY1UpvAd7uvNsEEMtVHOc1c0kLcHpk/eQU2WSCj+ltbQNwhyCphJ3yWiuWqzDRwCsxggGGIUiTwi4SX/PtmQAwebr1Oh1nkwnuJTeI3tb2RAhVDRVEWX5rSjaZwP7yErLJBAqVKgCgUKlOFQKQ6si4JYqsZi5pFSpVbiwwMFhsk9zCSxZNALTvN0eGCqKfpUkzl7QICBgYTEYXKlU0wiFXsHESgfxIe4kyIunRCIf47ySYjt1yhJ3K9Gv8CZE8IaoRDgFC/ZAlQqjMWID0hKiidizF9peXeFuGUJXfPNHyCBW+iM5FDGlqLx8mJa3pojgVkI7dQtQujR1zHE8DmAzkVcafR7xAAEDULiFql5SnW1lGQQji2ZO4p/H1YsYYjDEQ0RMHR/ZEmHoxAwD4Yr83AjO1R10vMADw/dtXANCG0Ur21WbZagOOp0HR+IMje+S51xfu4NfPH1i4e8/1+EzriCzWO8fb8jsAgHX7lvPgpyDwqM+bD5+/5Oew3rn2f2uH1mqzbFFIWBeXfCPjKBcIgrcBPsa6uHRcU2X1q71EqeXTDAAWuwNDo6UXAyNv3uBeEY3f3Nnj+6x3ziGO028Qia8pv13RAqnl00w0jIrc2UoQG8nsUHjJQOSRj5UCvxHG3qLo6GwlCAB4/KpkARh6oSFCi1CL3b72Oy6jIGToYrfPIvcf8P6O3eKQojauxnS6LbRjKa0PPlog8p0nkKhdwnE87XkdReNMfb3SVi2fZux3n2/tWIq1YynepuO1fJr9+fDZsbm9dfQjo6FFHiLPnK0EHXlB2tzZ4xMDaa5yBBid6LLEFXK9mAGapi0xKDnUKKxok/t1/mumn6cBuIaa0M8A7lVf+qcfety0ubMHFe/MHYiqpj5ni8uYUWsuEh2f+9Ai40flCaAGAcxRaNWLGWUIYMog8ur4v9SoGiL3maghwByFlq6mOmt5vdM6uUH6CzVuX/23xfZXAAAAAElFTkSuQmCC) 0 0, auto;}
67.741935483871%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur200923 0.51666666666667s linear infinite forwards;
}
