@keyframes rwdcur73205 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGUlEQVRYhe2Vv0/UYBzGn7e/Do+eioKKAiYMDDK4OBh1cuOMA/6KUUxuYTEmOjA5OMhf4ODEwmCikxLiRUUnTYxWjphgEEOM8aIoYNuj1971x7VfBiKBxErLXaJDP/Ob53nep99vXyAhISHhH8MaKXY0lyWPRPBlH8rDx5G0ha2anRo9RPncDDs+fJhslQe30AyyAlQ9hp0BF1knVgMD79rJ+bINPgDtYwqenoKtcRDUZtg1D1yXhcz2JljTrShMPGlcA1en28j6KUFTJDhlAfqshMAnwBRQeDS5ZjRYaKEf+U6YgRn5UqEBei+fpcAOkO78jLkxB8tfCZxUg6szTN3/8Mfbcb4InmeYevEqcrOhAeS0A0Hgwb51w5izoeSfbipq6xnU1B1Rvf8e4O3I6hSfuHaS2u29kcS02SbYarzF2nRc3V0ajLZ59F3P0qUbAxR2rn+8g6gmoOxYjQ2g3H7PartVOC2/sIBiuFCpFVSSoTyYjFVBpC14ObQ6dH13e+n0UJZcz8OzO883GFUNCd6iHMcbQIQG1iPuKYH1FJHZ7+LizTMbPodncJARbwBjBxg//52lu0uQDi5B3Kfhyq1zayH8igCzEn3/f7Plt2DwdRdV3/SAiKAupWBXXEiajIl7Y7E0YzWwnpFjRSZ0zGP50wHwVRm8no5tXlcAABi9MMMWbcAwAc8T65GqjyO5/tD/Q0JCwn/PCkf4yRn4nJw9AAAAAElFTkSuQmCC) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCklEQVRYhe2Su2tTURzHP+c+G+PNo3moqLSxlergUOokWBAEwVrjZEURLTSopSLkP5C6iQWtkkFcpLp2UunQUURqB9FBcdAuRSymvpqbJvfmOAguibXndlG4n+08fuf3Od9zICQk5H+lcPCUvNg/JDd6jhak6PThE9LRs3iau9H+wQRMGQVhYiYdRo4PyWLvZOAkAgkYhoFw45SmH4hkbDdim2S0a0ZeyT1RFgkmUG1HX00CcH3qmvDsz1i5V/jpD4xufawkEUhAlxG8lejv8c3pq6JhL9GILyC6XjLWPbVuCaHavDAwIrXlNFnRw/jT4ab6S0cuS6uSwHdtrB8JJt6MrdlDOYF63cCqZ3A/tbdcL81MCnO7i0iX8bKLFPeNr5mGcgIn95+Xqe+HKL0999faC/lhqZc3odUlmqdx68XtphpDVcCK6/hf1xfcu4XnOHaUqMjgiGTLPcoCmu9g+qk/rh/tOSO11TiG7RLz2/jmzfJwfk4U+gZaPoWygPcFqCaa5vN7z0qMGpFaJ5bYQXQlB0t7uF8uCYC7849aPpmywDKziNwzWPw1Huw7JtsaKfRajEilm82NXdTdOKWP/ev6X8qfcPBAr6RSQ6cDXY8Q9zuwvTSWn0GvZpl4n1c6UzkBU5o4didGI4ldzRCRW7jxuqh8kcACMbGTaCPBnbl7gZuGhISE/FP8BGWSlaaV76ZKAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73205 1.0666666666667s linear infinite forwards;
}
