@keyframes rwdcur87194 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaElEQVRYhe1XW2xUVRRd9zX3zoPbMh3pdAbrAKZKO9Y0ECClNDz8QIgEGzVVCFQqKjFN/ECjVvBDG9MYNQWJoiEGItCC0GgtSBo0SkJKChJotYFaSsfQaaedR2ec132c44eS0IaW3ikSP1xf92Ottdc5Z++ce4D/MQ08UuRF7dpqz3Q8uOmID+zZ+zqrpHdFe/q/6k+Ek5l4sJkWr99eu1IgqIvuPj93geL8OFOvjERPFi2evXj5soOn39vHm3keJcqcja/alz51TwIUuzzStrq3D7c1NjuDvRHEdR1gWDaXte9+3rEw/18PsLO+7v2+zu6y7iPtSBIdSYbAR8JgYnSWV8n5VBAE3oifoSacn+uuiEQiH7QeOAqe8EwWZ4MIAb00iDPiNRIg0QcfkLMHeuOhC1P1NJKW7QkORa+eaNkFQJbM0iZOY0w6KIZJDD00/PXFZHyASTED//hqRhb338Vrz2ypkGVZMqqTZZk/29S67k68CZtwa8UG++WOXw7bPM6mdDrtMRpA0zTnr+0Xju5wrG9Y41lomoh32yZsbTz22KonHv/++KGm0iOf7yfWGfKxcHy030gAURRdQjBe4w7IS2RdXDHPkdd2OdofHc8bswOVBUstl9o7GkSL+dTO6prZzXsOIk+z8zVbX/7JSHEAONn4zbnS9WvYLuIDIzBl+bGZHVXO8pXjeczNj/mufM8b7+xoHR0aKWx990uMMAkkQEAphShJuBTrY8aLJ0OlpYwmaBIS4aBDhRU2WDlBGbIGa89g4KPh4WEyJoDJZPI6RdteOc0vkYjA6gyDJHRQUAAUV9QhQwFWiIVUAAcWgI0KANERYKMQimZFem741voC/rPALUegKMp1XyxUHxDS340IyVSCKiCUIE7TCEmK4Znu0wNI0TQI0aBTDeECAY5V3uv9keFPfAG/7ybv1iZUAPTF1fQVYmIJ5TBXU1WLIoGEkrH9lNJvjQSgVr4wlzEXaZoGttStsDMsP7a0nfwwFAkfAjA4mZYF4JFEcXuOTe62z8hSBUEoN1IcAKxWa/nyOUX606vX+Uu8jzYAWARgwnG8HewAKu1Z2c2CIBRmEODhgvtcpwC8CMCFDK9+CYAXQHYGWjuAYgCWyUiGOtvtdkPXdXBgF+U7885pv42AB4eUqCpdqcEFDoeji1KKwcFJj3gMjFzH7JbNVds2P7fxh03PbqgGpXz3+U7YGBMeYvK5V96qqbIr3Jtxf0C9EY+0A6BTMTWyAyyAMrec84VDlQrMhEeaEMxkLJDAI0RiiLtMVzt9v78E4GcAZCqmRnaAAghTlqGgZJlMTIKJ4SCBR4wkMZrLhQZGR+pSSvoE/h7pKcHob3la0VQ/Jwp5jK4X51ARSaoi6KBKgqifDYaG9wGIGDHM5F0QTanKCGvmS1iVOv+UKYgotFzz/1EPwHdH9V2CxWI2v5BnlsPz8u6/CKAcGc55pi8jVdW0QV4yMcFY5LhOyGkAaoZeGYMF4ARgu9eF7yr+AtSOwUHS/DliAAAAAElFTkSuQmCC) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur87194 0.66666666666667s linear infinite forwards;
}
