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14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 31 31, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACRlBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFBQUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAICAgCAgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGBgYCAgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAwMAAAAAAAAAAAAAAAAAAAAHBwcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAgIAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFBQVWVlYEBAQBAQEhISHKysooKCjT09Ph4eE+Pj4ICAjn5+ccHBykpKRZWVkFBQXe3t7CwsIPDw8GBgbBwcHo6OjLy8tiYmJpaWmLi4sODg7z8/MmJiZERERTU1MTExNBQUHy8vJSUlIJCQnu7u4NDQ3s7Oz29vYZGRlXV1f7+/v+/v53d3dlZWU5OTmqqqrR0dG0tLRLS0sCAgJPT09nZ2cQEBDw8PAfHx9NTU309PT////5+flgYGAWFhZhYWFkZGQeHh4KCgoAAAC0hYgHAAAAfnRSTlMAAkBqaDg61csu8yzXwRqDwdm9chBCKlT96zxuVihSAN27PiYcz7loRjL36yRsSjDFuSREIgiN4/GxIFpWAuXFte8UUDQ6hflOZrOZ1+/Ti0SRBM8WHN9AHqf99ZUSEOfTr4sK5wb7lS75cnbbCF6PmQzlh2QY9+1GdvvzDhTNkJqNAAAACXBIWXMAAA9hAAAPYQGoP6dpAAACH0lEQVRYhe2W+VtMURjHzyhLSNE2KBOF7Iq0KNIiu9Akkm0qS7ZJlCylEqVR1kIGjWUmFULTUeL7nzn3zuPpmem5c++d8wOe535/Oue89/M973nPe+9zCdGk6d+WboKf/0QOftJkME0J8Jn/hZ+jP0YwdZpvvG46hr9TOuREoDifERQ8c1ZIqHKDMAwyntJvXxHOphF64TyYPUexwVx8oaIGEMnsPuPTx/6+XuijlBr44YPLwIl5xBCNHgcb299jvlKDBXj3VuDf2BDDJoN20a37NWIVGhgW4tVLxluxiJDFGHWlQ62IU5rCkqV40TVgw7LlhKz4UxD6HCuVGpBVq4W6xyew4Ro8c4j8006slcES1yUlp6S6xgHr01xFT9+ADoF3PMFGuX0zhG03ZXqsZgGPHz184MT9bBk+B+1t93qx2XPd3yI2Uu4WuQS2opXSu9g2LhC+fcfOXbvl7zAPLc32LuyRfVBKe/fBYsOdBMkH0vMN3h2M8UDBfqlo4YGDKDpU7N3isFEylHoEaAeOqnir3XUMt5vorUYc95E3wdLM2qkBJT4aRKFe6Ef7TZT+pQy4a8B/C6wPylB0QqYPimO8RXVynUhOnsJplXm5qxwI5jIoPJMcwWVADGf5eCnpzp3P4jK4wL5o5Ry8uQ61qOAwSLwBKwrUUqHmsfFFdoRKlfyly1WmsVn1FdU/TLE1V6+pZdxlvM7Ha9Kk6f/Sb/ED4VfLVTWjAAAAAElFTkSuQmCC) 31 31, auto;}
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}
div.testarea{
animation:rwdcur190969 1.75s linear infinite forwards;
}