@keyframes rwdcur161734 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhe2XTWobQRCFv24LkYUJRgpZOF7YENANvPIJ4gN4Z59CnSskc5McIIfIzluDE4OxTQiOMbIWRmRqsqhuSTNWSzOtcSAkDwTz06/6dXX1qxH8x98IwRXAJtBdN5ZNnBzBPQDbiKwlprEAAIMJlxeqSlRMgogkAUrM/MU0xA6aiT8jYAFeAi+akszqIYqcYWEwuvI8h42N8OoEGAE3wDlw10RAp8ngCEbAN+AKGLcQL4oesC+4wp+E2U9PQo9nLsIxcG7JBpH3b0kowhR0gV3mMwDHwAGahUYoFWEwmUWwZH00CxMvYhv1gSPBfarJiwsQXGEih6JAdVn54KPaPvAL6AnuQgM95UZ4JTGdnGHhlcYWocdOAxwCt8BWzvBrCs9PPhVg0MJ5iEeZ4gQ965c+GMDPBF4pA4bZfu6gbgbweUnAN4K79nv7Cnhdl+cFlGohbFwXzUSw0s1KYIBHYCy4L+GBJRsgcoa1A7QmOjGen/wHFbMKTjihbKFdT1jo7QYTCuwMwIvYA74v4T1WVz8voIqqoCcodUMR0C0creK1gR6wD7wTXFHwfi1bTmnHY7TrnS4ZU9uWa7fjgGBYho9zDwWsDW15gtZBrdbcRjsOCG35llnlr0TjLbBk/WCxFYSV36ArX+j9baDVbphShBN0lXv+/sjfJ30RNS7COQQL3wLuvYhnS/syEa38Q/p38Rs3Q7hydx4YZAAAAABJRU5ErkJggg==) 14 15, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 14 15, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhe2XMU7DMBSGP1uoYigVahdUdaA7Awdg5Ax06ymqnAH1JhyA83SpGBEqDKiKnhnstEljQ+xGQRX8lSXH6v/85/n5fwr84xQhZAboA71jY+nEzRGyd2CMyFFiogUAKFQxXVlVYsUkiEgSYIlLN9mFmGAz0Y0ADwbAeSzpLJYgSPkILIyJDbNDmxlIQnQGtE+zUvW1xvGiCctR8m4toQdcA6Y05sAdMIwNVsldYTI+uDf/ALZOxBjrAzMhe2rICwsQMlOrbgeD1aXl0UXVIyAHhkK2soHq3AAvKKafszA5i3Jq6yPP7bDHMACuEnhex/SdbWg8ALfse0AKz4smweauVm5cBhrzgPvDDPgOvSiwSWmDHYTsuZhrllNEVmh9gb3SwxAP2ABr4IVSDfiMaOv+tCHg7QpVFNi+G2o9BV6/4X3iKcCQE25dsCAq3VAE7JtvfuIdItqKi6tVXTSQ2A1/vRlFC1DuV13ssBm1jaRu6K2DDtFqN0w5gsInpu555p7X2HsehfTq2TvmJfDGgcN1hR4tfSH9XXwB+jysEbOnUZMAAAAASUVORK5CYII=) 14 15, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 14 15, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 14 15, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 14 15, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur161734 1.8333333333333s linear infinite forwards;
}