@keyframes rwdcur255442 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA6UlEQVR4nO3VsWoCQRRG4TOLiCxiISLBd1BSxS6llRDyIPbBN0hjWu3ShrR5kaSzsTCtVUhhlbVJORYRZ1fj+aqBuXf4uQwzIEmSJEmSJEmSJEmSJEnSReoBWdUhqnIDvHD+A8iA+iGNr8D7cbNUogY8Ae2/NDUZ8sn/GABhFpbAYt9+7IoPwl1o/q5rSVKVqUE9vIUxkMe2YwP4LqbFmg45cJU0XHo5PaBPCxjFCmID+ADu2bABbhOGK0MX+OGLLTCIFex75VfABGglClaWaxpkRb94BuaHHHDu3+Aj8FB1CEmSJEmSdFp2uVsaWHQMkiUAAAAASUVORK5CYII=) 32 22, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 32 22, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 32 22, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 32 22, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 32 22, auto;}
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div.testarea{
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}
