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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAUlEQVRYhe3WX2yeZRkG8N/79vva8m396D/mt2YtiqUyWZo6/JMljESSLREVliCVYDJAUU5kIaJGQ5QwDSY6MHjAsmg0crIseuQSCehizKZyQAiziMSNLRGnKBubbmOjtbs8eNviZteNkHjU6+y5c9/XdT33+zz388JLGPb2UOJjeBKvYhrHZ7gfROu8lctIP397GyY24uAS8n5yC7mD3E5uIleSsjK0o5I7G8UI2YzP88ph1mL/WxDfVOPRtViJPixtNFwyPGz6xAmnDxxwUtWSI/gpL6o0Ds8xXEF2k5+QvrfWiU21mV3eTx4fH8+3e3ryGbKBfIJ8iXz3mmsyXa/nILmT4I/on2O5nDxBXiDbSe/FmVhVko+TB8jWNWvySdJTCfwB27Gz5I2VM9wZG8tfyKeqnB1zTEMzu/8T2VvKD9uk58Imvj9Cvki2rV2bmyrSQ7junLxebH032UvSbOY50sGU2YM5SB4nvy9kf132dMhj7dJ9fhPdODVOtqxYkS9U4kcvYHjrenK0ry/HyXhV8yCUwSSOt1Gv0awz0s7mhlY3u+ch3rCMzuXo7O+3p4o9ZuHDe/8uJvceOWJpreb2KnYb1f01WXCqIDUurdFX5+oOvtnUurT4HxPLurEUr09M2FfFti8gDq9N88tfweiokSrWmuuAkukSbTTfd62e7l6XtTPW4Dv9Wj1nm1jSgRrOTE+bqmInLmAA/nUSuro0qnUnlAXKknobZ0qmTh7X1rpc2dGuo8bVl/C9Aa3h5a3dtVptGEemVJOlKEvNimz0IgyMDsCZM45V62NQK9AoadR5o2Tyz3sVS3r85vS/3f0Ph1XDQ1H8XZI78cTLeB2t1autfuYZf+Ue/GwB8et6ee/18PTTdlWxZ1HNgZ1L5Nle2dKUOxoyMdSW372rM32FQ2bOyTmYuIE81N6er5Pu6lR/4zziwzh0Hzk9MpJJMlrl3wCuKGRPtzzcJTV+3cnEzwfkxZs/mvGmYMM8pHctn50D69fnXtKsSHfhRrxT9Vm+haOfJS+TdHTkySrv4NzGVpbyyIw4Gvj0xqXy21XvyA9WSGG2Y2ehgX0fmBnD29aty1fI9dXDlm5yGVlHfkxeLYpkaCgvkMHKwMY5pi5Sf1McGv2Ff+4YlF988MqMdQqzN+csDOClD5Gvki1DQ3nkqqvyANlPDpDXyjK59dakKPL8m+L3nkv0o/8Sn8Wjm/pk58r23DcgeHgeA7Mm9g2Sm8nXyENFkfT2Jo1GpmZG/JerN2Ze8fNh5D3tsnlQ1nQJNi2Q28BdmGiSMXIPuZt8pJptp7ANq+YrLhYg/hw+rOrQUxdp/FqsVv0anMQrqut57CLrF7GIRSxiEYv4/+M/REaCSdQV5FMAAAAASUVORK5CYII=) 0 0, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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25%,26.983333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur258959 2.4s linear infinite forwards;
}
