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0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADj0lEQVRYhe2Wa0ybVRjHf2dAt0plUAtSqIVtQHBDhE1rGLgYZ9xCHDHgjGSGbIlxDBcv+4KJMTHxwz6YxczEyAeMeCPZRjbZMkO2xblNHHJzwmRcCqUdFzsQ6lYYsMHxg7R5KRVaSmc0/pM3b97nOef8f+c5J08L/+vfpm3Ze7dszy7OWa71Qv2d8GRm4SmYmaipLXtwOQBC/J2gXqmpv25vO9Jla7D+3ZinTbuLn8165ax2dZzs6WuuDQxxCdr/UrmsPizl/sJP5WJjVwQD4LffLXWNv37L8Ki1PRjr+yQhQuLuhY8UQixaZr/1xq6K530FmH3+MQUMEJRLGEwA6fEsFgdAiBBjVnr+6WSjqQSP5if8BKC1Qi5Y8kd2C881Vds2750s2nGQPns7J7774Hhdy4kCVzLoR6AKjdxiSstDc18UqWuy0OuS8pV5TwAdUBQiwt4HnlsOwKm7jov1V0/iHB+l3XKZwWHzcWXefR5ChOZqI2JPP562gxhtAm3dl3A4b2C2NcQDA4EwnLlcnnDTOfTJkMN2ymxrLFcmXecV+8Bqw+B7+2ow6je4k9XnP+RC09cD3deb4l2xJdyBBeUqcX5O5otzzAHynnqTW2MjcUCMwsDT0GvcLwBteHymPjppXlIIgV63DiDRFWutkHMMXd+u95IARsb6L3T01s1LTk7dpnewFcD9q+YqsdJQUQVXGRLDQjQvA/N35Q0AqOq0/sSl5iPuxNSdCcqOlaAOCz8K3PQ22bMKAGsNG9/e+sQey4Giii+3Z+/rSkkwHV4IQHlwKclGU8f09B2itQmYbY2owlZ9MzhsLgQmALQaw4E1xvRDAG/lv0NG0mZ325vdvSrr0YLJ0j3HELPFOPTFLi42Vd4POL0BKNtiZ5etXgApPf0/G4EW4IZ7Z/EZ1alrc/IKnilFSslXZw/y7mevVVn6r+xUrBEbo010mwMYYlLhrzt01RuAt0bTCZxTmgM69aqIvFcLPkIXaSA66iGKd37MSlX4C0CkYpytz36NP5xDADjHHbT1/ADQ5s3cswILaWOy0TRnZ0IIko2P0W6pzQC+d8Wbr9WsKzta0i3ECqZn7tLaeX4DMBMoQHOHtQ4ppRtCSkmXtQHginKglDM9P/5S5XNT8PVv+bhGHZXeO9DysDE2jbHbo3x+shT7iKXSccte6atZwIpQ61/ftD53etP63MlItb7knhn/p/UnRXI1G2OJlNgAAAAASUVORK5CYII=) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur190012 1.8666666666667s linear infinite forwards;
}
