@keyframes rwdcur58936 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 17 18, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 18, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 18, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 18, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaElEQVRoge2Z3WrbQBCFz2RDf/wEohfJRW9abDXYhDyA+lR6Aj+V9QChlILrIkwLJeD6Mi2lSV3VmV5ot5JjS9pdrWQE+kBEIcP6nP2ZmXWAugi6gqAZBF3VHqt1pHh/Be6eiZz4SwZ3y8Qj8erphokC8ccyQUbRqajp5V8OqkLfnVIEIMSWry21aXGiHSnF+zfV4gFAxk2bXgn9FRA08284ePpCf/D7FbA4pwhbfmuhTYtTk+D5Gd3J14H8GeW3k9w26vc7tIC+gUOzKGh2IM7sXNWk+AxkFXZfpA1qrFay026F5TJR+RRaalYQ+1/dp9j9FchlG5MD+1BsMxvaA4af3WanXQMNilc884DR0p2JzEBN8VorwGmc8AA/dmMizRgl4mVqLGSScKDEf3hSHjv+mcYqI8kaWLyuV7HJ1cwrUQBADID3/5YXr96TNfBxaG+CbCqsK/EPMnazBmLfrmKfAAjnZxRtvh1ZPBCaigccnIHx77SVIAbePy+PfXPLQaH42l1rQZ9fVcjGCXjyBzzZVBey8Q/wxXfwxS341Sc3RS1Lo+kMGG0nYH/blNHEzO8WMhsTmuJVrNttc6iVyJm4X1UPkD+wVbgWDxS101u+hqBwcU5TnUGE3ipEsU+A42tm8X0g/ZDKvJxPj6U0dCszuRPPIOiXfP5np3xul3EsHxXr5j5RgNGV0v/CA+Gl73Lmd3qbR3l+IPd8A7Iz9FcACOcvKUrW7VRYXay+FxotORCepviGvxcyX1/VdsSpiWOKt0e2HcMlGmkP2kGaGMVdFK+QJropXtHp/9D09PT09PT09PQclX83i/QaSOTExwAAAABJRU5ErkJggg==) 17 18, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 17 18, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdElEQVRoge2ZT0sjMRjGnyZ7ED306CDUgycRz/0A8etIFVmQOYjreihID9sFP07nA/gBpKWsF6k9riBVRKbZQybbVCedTCYzQyE/KJ22bzPPk+Z986dAUQhtg9ABCG0XbqtypPjJOV8/E6p4/pPXZaJh9S0hsovH7ww7W4v3n2ZAqxcBCDGP75wozCC/AZ14ScUm8hmQ4uNLlhlLryoxQcwjlZ43QcR1y84J81+A0IF22OiYvAG7NxHm8ZGFNiO+5Ypu9V6Tq83kOVoaTmLYyNevqABzA2m9SOggJc6uslmiz4HFDPtVpNWdkrYc50S6geWENUvabBgeTp0n9lcDWXVeBzcoaEET+HPm1MTyXcsULwk2gPGJMxOLOxcVb2KCf4i4oAmMjp2YEFVotfgoM5FV8frYCJwwcCKMBE1g2GHY/90FodYzdsNZz8veBQAeAzzlMylevZ6+AAe31suOhtUM60o8JyJ2OgMO+1YzNgEQotWL8DSrVzwQ5hUPyLXQqmEklgd63n+w/+I3rlfHPl8wrXjLHBBJPI/vQGiIVi/NBNMuD2TCyp4XbaUPA0K5a/GAWkZFI/mGkyreqIy6FQ98nshsTJiKl7EOxQNpSwnVxOTNQJSSsFk4Fg/oltMyJ3ZvukatqJVIT4TDPuB4m6nfD4ibZNdltTyuoqRdWZ498QCEzpIHB6Gi7qi1XcTx5CFj3ewnNOTbEz+cMgRN8brkGdZYVo7YEHu/IkxfKplhTbE7FxqfiF/CRHzJ50L2J3Oj48REfeKBomejww7D9mZt4oshTy2GHY6/Fxz3Z2t8xL6W4iVr/Q+Nx+PxeDwej6dW/gFanqpJywZ/XgAAAABJRU5ErkJggg==) 17 18, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVRoge2ZwW7TQBRFT2LEIisWLCzKAlhUwAdUqAuEQhf8Ur6g/wSKi0CqRFihNhQSIrogRIqqAq2allbmsfA4ddLYnrHHiSz5SpYn8ovn3pk3980kkBvOBjjt4F46KPLDD1JCERHyMpCSiZgjH17lEBFDfkUiambhzgawjfSa6W9e94AW+J1MzDRR1w9V5Ie76eQBFbdd9EwYzIDTZrjb5N5d/a8Mj+H+Mw/8l+bU9HDLKHptc6JaDXX3ZtIpSJvw84QlwEDAolF02gviDNdVPiSsgWmFXUAyC8J3LcWdZiqsJJKKWmiiWEc4fG/dYhfMQMRtTBasaBia68L3d1bdaa7XAsmHcO/AwLMmItJzTvI6IuQyiHNd6L+2IkI5RgL5wBrj8e9bc0reeZQcO9kPYkMhozGsb+Wq2DVrIx+SAhAfRG4+i5IP26MxPH6VWUQtU4W1RV7qIMDoCJ5uZarYdaDF2qbHz6MVk6dlSh5srIErtZUQH24/SY492W/Gk8+9a43Z56cVsquBcNkT/n5NL2R/Pgm/94Rfe8LnHStFLeJ9fgfTdIKbaZMYa3/k53rNIEKXPBSRNnFQ6fTjY3oKXfSFi75w3k1PIUtpowmd3agScN4VJgdpAgrZjSacB/wOkO7LUXtMRDGnMpMzcRucM3Vdp1bU24M49Wwaa+k8sRhmR8rDtw1cN2gHIz+7t5n1+YZasAXQvobBDNDiwQuP0XgpFVYXBgKUxT58HlisNvlifxfKAOVO/bZw2hVODgqpsAVDiejtlJF8CCXiy5sykg+hRJSTfIhS/0NToUKFChUqVKhQYZX4D2HF4R2gKp+AAAAAAElFTkSuQmCC) 17 18, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 17 18, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 17 18, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 18, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 17 18, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 17 18, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
}
div.testarea{
animation:rwdcur58936 1.6s linear infinite forwards;
}
