@keyframes rwdcur123864 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhb2XsY3CMBSGPyMGgJOupKBihKzAHmmRKG4SJFqvcFK62+JGoICeEXxFcM5Onp+dQPglJBsn/n7/fk7AAI6hjPDdLFoC8PXw8A1c3sYG2pU6tkEIrYG3uVhEvTfDPcz1+iDXxSuZcieCbx2nizzDUQnpJ+N9T5yyaOCE44jhVBjE7n/i0SaSBoCsiT44lGSiCtrrB1814E3MqWXJRd7QbuTkVWZ8jSkz8GpwKNXAnGDVwFhwqhDviQJe1be2YQtrIKWKrppFrTGRiQ4cSDSwx6hn2UetwUMTrr4mxxfJEYbRVgr8jos+AJ98AGDsJsko2oJccfX3elXfcFxVsFf6XaAAIE7Aj0t7rMLt5rki9BoLhqZrvcSAFnVcgM1gPFmEqTMM41bcmmtEOCQSyD5ABPWPWpiKsQdcfRbvU49hWFxj4NAkgaMMTCsuOeqUxC2Ycpz6Kzb2kL7B/uoGSuTq62Cf09eeB+AnDTTdxOpKPVwAe6k1IIPjPdaKzVGrcJATMMZuXO4BoprIQHMGAhNlR2kKuANlxh3oMU8D2w5e8pt7zr9p/AEBKZXyMgTXVAAAAABJRU5ErkJggg==) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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