@keyframes rwdcur208863 {
0%,9.275%,100% {cursor:url(data:image/png;base64,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) 27 11, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 27 11, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 27 11, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 27 11, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 27 11, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 27 11, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEh0lEQVRYhbWWTWxUVRTHf3dowRpDptZqW2FeaafQImlMsWgTYwjUxAUbOq2wmMSFjdY1spC6A52FuG/IoJtZUGZIjOnCj9qgkKiMFNIKndLH2Id8DCVoM6zoB9fFm3vnvTev0KHxJJP7zpt7z/9//vec+y4A3QQla7A1re8mKHd1RiVAX+9nTx3oaUmIboIy37kPw2gjmRoU5QZwkv439QUAo8yvOk6gXECvJVODIpkaFJY1RXXv4bLXr5mAsgvphADId+4razvKJvBu3zG5kp9MDQrDaCtZ8+WmN1ckFADYmB7BsqZWVYSnk58KJ6jXV+ZV4XjTW76xA96CUR3hNWcWs7MZV+ZO368WDt08L8zsnC8JvQVKBcNo8yVx6OZ5oUhcSCeEE9TpLy+XZr2HDfIaf+FHIgDutlmJxM6OqByubyzZzwGa5QDNUpFobm7l9fHveaepvfB/qwxQxVa2eHMCQAOrPct37gPAMNqwrCnXZMNooyb1FS2b6hmubwSgsbGV55NfA5WEm14EwMzOYZIjTJ3tkwPQfqy/iur4JaEVcKqwMT3iUsL5A0h3dDFz8w4H7sw6qFVq4O+yExpQjQAp63dMcsT6q/wV8CrhVMNpy8tQPT5CmBrGO7u0Cv8kj+s5ptFBZWWAzeY5AlTp5OataSmPHtTzquOXRIUXQE3uJiiVGn5mcp+O9K+ahBMcYLN5Tme+d/9ReXE8IYLGNuElUfbZ301QflA5D8CJxSBhalD7f7omBMBz6SQASzwE4Ftrmr37j3JxPFGCVxYBJ7gym0SdLsDTNSHm5m4za42J3QgZYD2PWOAbK0PQ2LZ6AgOEXO1mkgfASeDEYhAoVrezCzJME2C9q/2GyJTglXwLBgjJlcAB3n6vDbFkP1vh1wr/5zSwk8gjFsgwzRAZ4QcOj+mCMBtd4LZvt1usXxSeF9l1thHD/KMwp1gPAO/vsfgkLgvZ3/AlUKLAai4TJ8caODlWC8CHjxa0ErYt2gdR9taTwvgTUCSGuCGc0ruedfBFAGbMUTHKvDC573ofiecKapXWlLInZuv9rNoyQ7jpZde8j7O/uGLtYYNed6a/bsWteOyFxO9mU8xy9RaJF49krxIC4FQtEuDgPdt/tT0ql5ag7qp9Eua220dyRQW8MDGiVQC3El4VwK3EVl4C3CoEnMCnapGKTEXhkFbgAOsq7Nb7KbxFK+EsNr8LxxgPNdg17gIQaih+6gNOBRSZyxMJcXkiIZwd8XAhRz5vS3ns7ijJ/noNYmZvYWZnV0XiXs9HAER6YrJEATWqu+HOjqjc8IwNroAv7Laz+GF4ilj/swD82NilicTXheiNfO5Lwmzo874uFqECV7azIyrz+WLWChjgwAPEgQeI6vikGOK6UJmdbeliR/t2/py46kui841XSP92RY+Rnpj07YLIz4Mc/jvhyro6PqlBvfOvzybElckrGvxxJLzmCuathSct9lprS1R6Sexo307qzBEdK9QQlU4ldBGuFRwgM5MQqTNHxErgADdul94JUCSc4/9toYaojPTE5H/GMzCdD3cMlwAAAABJRU5ErkJggg==) 27 11, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 27 11, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 27 11, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 27 11, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 27 11, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 27 11, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 27 11, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 27 11, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 27 11, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 27 11, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 27 11, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 27 11, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 27 11, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 27 11, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 27 11, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 27 11, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 27 11, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 27 11, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 27 11, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 27 11, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 27 11, auto;}
90.625%,99.9% {cursor:url(data:image/png;base64,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) 27 11, auto;}
}
div.testarea{
animation:rwdcur208863 5.3333333333333s linear infinite forwards;
}
