@keyframes rwdcur49424 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACv0lEQVRYhe3VT2tcVRgG8N+9dzKZ/HFmGkudhjbWtATRgkUERXTrwu+QrRu/hh/AhSC4HdyooFAQpAs3dVdEYwTBWkoIQeJQ58akmUxm7nVxzuDYpjrjysU88HLv4pz3ed7nfc85iSnQ3WxU0EQdF2Js4FxccoydGIfooRu/hygwaLbzYpSzMgV5GsmXsYZ1vITrMVYi8T18i1vooIYUAzyM/9MLiMTNSHwdr2JjLnVjsZaQYVCu58daWI25P0c/Ri0K+BsmEhCrH1X9At7EG40rWd1CEmpTckKjUyzmD8treA0/YEuwP418/akFCL1uRQEXsdp4Nq27mlJNQuoSpyWrqcZuUbU/fD3v28a+MAf9KGI6B7qbjarQ32Vh+JrLFTesZ1ys8HTChYRTJNgeUEvoFXTKa8KQdnA/pizG80/iQC1GBU+hlT2fsZaxUeFyFpmTsPqZlO8KfhvSGb6Cr4XZqaI7fgKcZckZqI6JrTeq3rKSci7j8lzUtoglzLFYpVWyko32PhcdLJrtvP9o8kkc6AtjtoiWpYR6ysvzWAikahjG5QXHGdmpLFEblupxf++s5JMIGF0iFay6VOFSJeqpRhFZIJbglKwcP3AHwgyciX9tQbStiz1csZRGARXB9tHdVPsrZS8hSQxLO/g+FvCY/RMJGKtiC/cdFawtCA6cj1GPAqooA92DQtxzNxbw2CU0sYBmOx8IDrTlhdDveTSEK2JJaAP02RvKfx4UuCkcv/1Hp38qAWMiPsl3htt+6glzlQlVn8Y44sse3/TgfdzBbrOdHzwp78QCoohf8a4PDoWHby5GDx3u7fPFkfz34jN8iq1/Ime6x2iE2/lB+WLjo50fvXMeJ/iFj3flX53cwW18iLtPsn0cyX8QALqbjeVa5o/5t2vym733hIofYG8S4hlmmGGGGWaY4X+DPwGV4Nxkz6mItgAAAABJRU5ErkJggg==) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACs0lEQVRYhe3VwWtcVRTH8c/MvEzSJM0bQ4w2WAitglBLxUVxFdzr3lX+A7f+E27d1o1x4V5w406oSMUKEkprKojWUEuazosxTWfevHFxzzNvIckUXLiYH1wu3Jl7ft9z7j33tUyg/maeYTHGCtYxjzW8hCP8jjs4jiHmw5gHKFH1toqyjt2awLwdxvN4Ga9jLkBei/X5gNjB/TDawwH6Dajj+G3Q2yoqyCYoQBvdgFgP4yVcC5he/KfCdXyLB3iM7VgfhNdcQNRrEwFkAbCEV6SSv4H38pVWZqFDWfEMI4on1SV8g5/C6FYYlxGrHfPEABoAPWzkXRsuZ1zscAFL3RR+t5TfKbNip7ouHQn8Ih3HXKxlKPubud5WMRFAFfMcruBt6xmXO7wzy2omXaUR+xkzA/n50Vxxe7iBL6Wjq83bjZhtVG1nq4qxAvlap+tCxltdVrsR+3zyWe4msLWOfKU1j+UGACd3pU5q4goM1MdwrsVSi/UZzMZyN0JlXGkxPOJuh72yLXVIffYiVlV3wZkVqP8olbCrGNMek9V3KcM5LESyC7w5y3Kb1DVVEFbSm1A+bwVq6l30DccsdZx05qJ0B1p4epLsi/8APJJarx9JVI2kzq5A6BgP8Z1uK56vFmZi5CfGRlTj5r7jgD9A2XwFn6cCdQZ3D/dGFvcrDDEOgGZrD9gd8dsIbuNXPGhm3dREFYjNffw4Gtv2pJIudgcvNMwDbHvAvSF8cZr5xAABMZCe2E/8UVdxVfo8dPBnGjef8v1Q8czn0iv48LS4EwMERIlPi/uj7bS1bsNDPOaHgq/+Utwb3sDHuNXbKk6NeebX8N/U38wv5e8v/uzdq7iIr/ngkeKg+gg3pcz3o2r/PUBAvJpfy3ZczRSfHX+IG9Jn9uisvVNNNdVUU0011f9KfwP1e+/axP6m1gAAAABJRU5ErkJggg==) 0 0, auto;}
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}
div.testarea{
animation:rwdcur49424 2.6666666666667s linear infinite forwards;
}
