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0%,9.4238095238095%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 16 16, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 16 16, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 16 16, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFElEQVRYhe2XTWgbRxiGn/3RSlZUWZYX/xFUU4MhJQRTSiiOgmnBkBwSQy+mh4BJKaGnUHzqSejkQ+ihp1BycEIIxVCSQw9J8CUhkJjilkIDNcVJyrpyXKEokgiqdy1re9CMM5LWtgIBXzIw7LCafd/3e79vfqRlMhmfA2z6QZK/EwBgdjpxJps1xHxLPFvF14Ea4AG1q5nM9lsRoBDHBXlEESBF1BUBm4A3k82GOxGyZwoEeVSQJwAb6AMGgCHxVMd9Yk5CfBMVGG8uQCGPAUmF3BY9ucu4T3kX209EYApayBNKRLE/Tp36glTq48jg4LAByO4/f/636TjLg3fu/EhAncxks0ZQOnarAZNGrqX1ibJtp55MT89Z3d1JA2Bra2eyBpi2PWzY9nBhZOSz+MLCt1ah4Iif1eJsa1rrTiiiV3OeLPX0pFbPnbtshkKmCWgvXmxEnj1b6iqX8zpQTyT6GB4+bvX2DhmAsbVVi16//rX58qUDFIECUAIqrS4EOSCXmkxBdGVqai7k+yaeR71YXD9240aW15Uv+63iyZNT+tjY5waYW2fPzpnXrn0lIq+K3sYXVIRyqUWByK8nTkzr4bCN50E+v27EYkMrZ85cVOyVFteSDx7c0peXf9JdFyMctmvj49MqlsDeV4CpuGC5/f1p33XR8vn1sYWFrO44j7Xe3g+fnj59USUXkdbfe/ToZy2f/8dwXYz+/rTEUXD3FaA39UjksOZ5HHKcJaB+5Pbt781c7jE9PUfXJidnW+Y3ANbWlnTPw4xEDrfhdSCgWYTrorkuXaXShox4ZHHxkpHL/a7F48f+nZiYVaIzAd0ol/OG62K4bmtAgXbv2Z7cvIkFJHy/ipLz9+/f/+5PTbtQh7QLF1JwRRJtr65Wt1dX2xP+BgJ2qlsm8D9NS+L7as71I77/gwP4kC6AbsO8CNk2gTDgNq+UthZkS9Py6oYVCyhDOmhOCq4cgocajFfhS0A3YTwMhGClFa8TAWpVewNwz2pEOfpU0ybEN2pV6zbMd8GSCZ8As2EYFfbfkzgK7r4CPBpHahXYHPP9uzFwLKAE53Oa9qlKLjGiMG/BX5YgD4HzCu6qWARsx0E1IKOvAq8Aa8z3MyuadjkEkarvn89BOgYPLSgY7OR83IJRYf1mBTIKRlVxoam1nQUA4jIRp3GkJoGECwM5yBqQkoVp0Sg0dRwCpwKZGmw0TKMoeuVqJuN24oB0YROoICwOQ/0D+KYEk8BxAz5SyUPwmw+/FGFRRF0RAioCqy36XR0QLqh3grjoMV7v6UFXMlk/UkBFjKu7Xc12vRGJD2QO5ZGaF8+C8q51nFfe7Um+p4AWEdJOSbABrIunOpbk0vo9yaGDrVgCHNi1vFXI224H/s/onYD/Ac57qEhCYlZ6AAAAAElFTkSuQmCC) 16 16, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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90.47619047619%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur58388 1.05s linear infinite forwards;
}
