@keyframes rwdcur228823 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRoge2ZP0wTURzHP4VHS8ufAuIJsQMQwkBYdDDqYJwcHA3gSlddzjjSOF1H4i26XlcT4sjgZBwZnAiDMdoYNaEiLZb+AzQO90pKe9frwZWL5j5Lm7537/2+9773XnrfEF0ik1afAQ+BpZVVfbtb84S8HjCTVseB5SuX4kuRSN/8br64Xq7UXq2s6u+8ngs8FpBJq+ORsLgthFi7qozOxodiZL/9oFSpvSxXamvA15VV/dDLOXu8HAxYFkKszSSUxFh8kHCfYOrqZcZHhxaB50DC4/msV8DQ1BiwAOSSKT3rNEijbeJDsbtj8UGE6D1pL5Yq5H+Vcmexk6GpU4ACbCVTetlRgCx+CngAbANvgUIypf+xK77RNsqluGUhtcMjV3YyNLUHGAHuAvPAayDbLEJYXLsA3AOuAZNADNgA9mzmWhZCPJlJKImBaMSunhM77fzcX/xSqSWAJ8An2wvM4u8Dt4AJ+dsbYNNJQA7zzk8Cn4EPQLW5U5NtZgeikVO2aSYUChEJ9zE6PKAAN3fzxaeZtNrOTlU5d734bVnb6XGtrjQ0dQxT/YdkSt9sbu/UNna4sZOhqTeAOWAjmdJbXGC1AgAFTNu03HlJR7axw6WdtoCPsqYWXJ0DTruNW86zO9WxWwE7FOBxLBqZd2sbK4YGogjRq+wVDh4BO4BrAV4fZBeO2xUAoFAsOfYZHowSjYTZ2z/g6Pi3bb+j42MOj47PUgbgXkAV+JjfL5HftxURBhLTCaVfiF6+5/IclKs5YNdhbKd2S9wK+Iq5Y/S36TMLrMnPOuvAC4exW/b4TnAlQO7V7U5PMmkVoHlP3+nWf4J//iEOBPhNIMBvAgF+Ewjwm0CA3wQC/CYQ4DeBAL8JBPhNIMBvLN9KNIQLVatU5CKRgUs/NiGL3QrUw4WFLtbWKQuYtYxYNbasgMykriOTEUNTwSaf6iYNOd0dYBooG5r6vjmzs1oBBTOTmpAXztH+TVy36JdzT8ta5mVtp7B6BraAA/n9JOTrSontqYcsZRpCvuZOLQKSKb1saGoWM1DLWcU6F4F8YPcMTX2P+U62JaEEm11IdmzJxvxAej5r1/5/ngNeUCiWzh1edELXBDiEIJ7xF9h7PvAgmHRsAAAAAElFTkSuQmCC) 23 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 0, auto;}
}
div.testarea{
animation:rwdcur228823 1.3333333333333s linear infinite forwards;
}
