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7.1428571428571%,10.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10.714285714286%,14.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcUlEQVRYhc2X3Y7TMBBGj41VqgBSL+D9r3gxJCR2tSptqUIwrs1FZtKJSUvaBoSlT5O0lufMj53ElQ0fKXQUdmSeyDyT+cKJFzJbCgcKLYXOQWbh4ckEo9Vgy6BAIQChLO0dCJxYUcgU1mTekGnINBQaiXwNJFEWuyBAYk3BU0gUIpmNlCQC0TjOAAVwC0IETjSS5ixSxxrt4FzHkhA9AATOBbZO1XFtF4MIUuMAeOOkBrBjmFcgP7ozAgxN5s3v9aJ67+v/C8RHIAKwYpwB6+BSFuy8LBAPAWQB8NenXwTMBdI9EEGkAPXi1l76T9VxR1NaANV6YvF6S07qnqYMYn11r2Wxzu1JeBHo1qbU5rNdrtLsrOiz0sBwSP2sABJjyHgLwLVhYaZA6sxEHKk4ksvzslDXf0o1kJ4d74xjgA4nekUkz8uCryJIJrpaOq8G2UhW3uJo8Kzxf8zsbwDqoDNqRUdz3Zm546w4VngRhPJhHkBg/OSLEwCdsQoQgR9owzkSnowDHB4PxFFzXwXQA8RmQKOuo/9uQLXb+3mOFk/E9zBuP78JW7OoTftB7DexCme3XJ8xT4ujxXHE0RHmn4hBFtfoj8b5DtjLtc1CGqnv/Cj2iKdlTWQ/H+DAufYH0VcBUGkp7N5XALURT6Shc0+3nYQ7zulX51sjLYU2YH0MJxwZT8aT3PPtz4ID5/Rb5y9XogeGrs+8JrvjLW7HAFv67j5MONf6j96Oh+d+AU6CeOcIwGfO9d8JgI28486XjbkAn+gj1O7XmrfieNEPkUsAifFW06gX/xashyvwnvOpNmyvv5XyKQB9JPMvIv7vxi9Yy68anEdrgQAAAABJRU5ErkJggg==) 0 0, auto;}
14.285714285714%,17.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.857142857143%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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39.285714285714%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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46.428571428571%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,53.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.571428571429%,57.042857142857% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.142857142857%,60.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
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