@keyframes rwdcur64310 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhcXXP2sUQRjH8c+KhZ2NTVqbIDaSQiwEe7E68AUINr4A4WqxsxBiZTpbsY0g3IFNwMJCjihYJKgpUmhjESwCPhY7q8ckcf+w3Cw8DDzzY57vPLMz84xgO9gJLinxBZHsYxGIJYAyEE3w76UgGoBJKYgGQCmIZYAiEDnAqiGqFFyVdUzw3N/In3Cr4keC3sD1YK3iEO8qPgwiOC0Dzs7EnV1ij9gi3qd2j1jUmpujAixDHBOHxIyoMk1FzFP/EfdHBUA8S4Ovt+jWk65XJroA7KaZ/0/T2Cwtx2gA07TGedrPsorYr8e81iX+uTbBBuZOTukuXuMVnuIBribdrJbc6AJwvk1wEZcz30M8woXM/xvf8KsGWRsF4Ce+Zr4n+IJ7OMIBPuNtardwpT4f2r/S/0CnXbBI+7wLwHzsXYB43P8cuD0qAOKFbifhsZ4XWFeAJhMLJ++C/eTfNOAW7QPQ2JR4SbxJ7XSpr/dV3gYwIQ7+DTjEdgYDZLMZatuDAFZWFZ0GsNK6MAcoWpQWLcuLP0yKP82KBMcfkc9mu8E7Q4kAAAAASUVORK5CYII=) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhcXXO2sVURDA8d/6GbTwE9xWUoiFIliK1S1Ti4WfIK3gJ9BKKx9dqiCkEO5thECQoHKJgkViYZFCQSysQpwUe9asm8c+WO5ZGHb3zHDmP3Mec45gM9gKLsvxBJHkcxaIGkAeiMr5j1wQFcA0F0QFIBdEHSALRBNg2RBFcq5oKKZ45p/nL7hd8DNBr+B6cLXgANsFnwYRnJUB52fi3i6xRzwndtJ7j1iUNjdHBahDHBIHxIwoGjYFMU/6P9wfFQDxNHU+abGbJLtemegCsJsiv8imklkajtEA1tIYN9N+nhTEftnntS7+L7UZrGDu/5BW8RobeHg6ILPy80YXgNYMvE2zvd42OYkyjoh3xJ2afof4y6Mu/lsz8BsfGm1f8QDb+IVbeINXuJLs0/7Q/owxB1aJF8RH4j3xrccc6LQKFsp1fpFNJfOxVwHisd77wN1RARAvddsJD/UsYF0BqkwsnK4F+6n9iQFVtA9AJWvEunKJrqf/Ste7lLcBTInvJx0Oka3BAI1ohsrmIIClnYrOAljqubAJkPVQmvVYnv1ikv1qlsU5jgFcTYGi35IP/AAAAABJRU5ErkJggg==) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoElEQVRYhcWXv0sDMRSAv7iLiw4dHaSrdBAHQRAXxaljZ/+I7voX6KSTOroXEa+LUBCRKqW6VQeHDro4OBV8DvfOHrlr74ehCTxy5L3L+/KSvCQItAQ6Aov4KAKi8uwFIgbgByJy/uELIgKo+4KIAPAFEQfwAmEDzBrCqHOMpagDJ/x5fgE2DXwqdA1YE6gYGAJ3Bp5KEaRFgMmR2OuDDEBOQR60HoD0QpsNpwBxiBHIECQAMZaNAWmr/hv2nQIAcqydVzPsqmpXKBJ5APo68mk2kQQ6Hc4AmjrHdtgbEyJiQF7DPlfz+J/LMqgBbZJD2gGugO3kgAjCz3UnAAsKYZd5YBk4SNHVQpCKE4AvoJvSfgP8ACspui6g+SG7lF0DgNzqv41/rIFcu6Cn+9xu3wr3vZzF2tqudwEgh1PywAXIYzIP7DoFAOSc9Ey4BHLPOBOOKHiA5QWIItEjeRa8afsRJU7RIgCRNEEuQa61bsZ0hY/yLIA6yPu4wzLSKQ1gjaastEoBzOxWlAYw03uhDeD1Uur1Wu79YeL9aebFOfALQnVkwjL43MMAAAAASUVORK5CYII=) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpUlEQVRYhcWXP0sDMRTAf/ELuOjQT9BJlA7iILgf4tDP4OzcD6CDi4NOunV1EYeCQjsWHKRIrS7SLg4d1EFEEDo8h3vRI7327sLRBB65S17yfnn58xIEWgJdgRVCJAFReQoCkQAIA2GNv4WCsAD1UBAWgFAQSYAgEC7AoiGMGsc4FXXgnD/Lz8COgXeFrgGbAhUDY+DOwIMXQZoHmO2J3QHIEOQC5F7zIUg/1tkuFSAJMQEZg7RBjKNjQDpa/w37pQIAcqadVzP0qqpXyBN5AAY68nk6Vto6HaUBNHSOXbdb2UuZjlHc50Ye+0tZCjWgw/SQIuJlfzA9INrx51YpAMsK4aYjYB34SqmrxSCVUgA+gZ5TFgFrwA9wndKmB+j5kJ181sCVtjlJ0S+6BnLtgr7uc/v/AXIzQ7dT9i4A5DBxDhyDvICszj8HolIBAGlq548gUYrb7Uk4oWAAywtgPdFnOhaMtPwUjyhaBMBKA+QS5FbzRqKucCjPAqiDvP536CNdbwBnNL7S8gJY2K0oDWCh90IXIOilNOi1PPjDJPjTLIhx4BfxNmWDPkX1wwAAAABJRU5ErkJggg==) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhcWXu0oDQRSGvxF7G5ttbVIIIinEQrAXq4BvIIhvkAfwBdRqAylsBcsUgaSMWEiQNdoljWAKbRSsUhyLPavL5LKzy7IzcJhl5t8535y5I9ARGAhs4iMJiNqLF4gUgB+IxPmHL4gEoOELIgHAF0QawAuEDVA1hFHnGKuiAYT8eX4FDg18KnQd2BMIDEyBBwNPhQgWRYDlkTgegYxBWiCPmo9BolhzUCpAGmIGMgXpgRhLY0D6Wv8Dp6UCAHKtjdcydDXV5YqEC8BIe75Kk1hPh6M0gKaOsR32ZWZAJnGbuy7+17IEdaDPfJdOgC7wPN8hevHnvgvAepZgA9iyynaASyBQCDvVY5DABSAzAl/A0CoL1fk70F7wzxDQ/SE75Z0DLdXfg2yXMAecVkGk6/wc5BskXKHtl70KALnQ9X0Hcua2DxyVCgDIDW474YycB5grQBKJiPmzYKLlVxQ4RfMAJNYEuQXpat5M1eU+yrMAGiBv/w0WsUFhAKs3Ra1TCKCyW9EigErvhTaA10up12u594eJ96eZF+fAL2zgZTAf2S01AAAAAElFTkSuQmCC) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrklEQVRYhcWXLU8DQRBA3xI8BlODwNSSCoIgIUES1P0GfgKiAonFgKIOS7AladLyIZogoCFNwVEBogIMCQjShEHcHCzXhbvbXLqbTPZuZrLzdm53dg+BpkBXYJ4QTUBU7oJAWABhIJLgz6EgEoAoFEQCQCgIGyAIRBpg2hBGg2NShgg45DvyPbBm4EWha8CyQMXACLgycOtF4MoAf2dicwDyAHICcgPS0Pd+7LNaKoANMQYZgbRBDMgZyI76GJCO2t9hq1QAQA508KqlOwc5TflV1a9QJvIADHTmtu4C5NHh29bPURpAXb+xSekvQT5B1lN6AzKMx1zKE38my6EGdJicklGJJidEO35cyQMwm+UwByw69B/aLzhstRikkgcgMwOvQM+h3wPegJbD1gO0PmQ33zUAyLZDV3QN5NoFfd3n//kk0il7FwCy66gDLrHqwEapAIAc8bsS2ja7Eo4peIDlBUgy0dc10QC51n6o+n08TtEiAInUQY5BWtrXLVvhozwLIAJ5+hnQR7reAKnZ+ErTC2BqtyIXwFTvhWmAoJfSoNfy4D8mwX/NggQHvgBQcmScRnJdugAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur64310 2.4s linear infinite forwards;
}