@keyframes rwdcur70888 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACd0lEQVRYhe2Vv2sTYRjHP++bu1wuPy5pkqZJWrW14tLWDqKIIhQnhyK4ioOiuIggDg7ODv4Brv4AxaEVRChVEdFFXKqT1QahP9CGUKIxJb38ut7rEHC82qa1Sz7LHS/c8/3w8tzzQIcOHXYZsS1V9uxXGAGICfitoFFqnUsBi3nPDLktAq7besYikDXBSIDjgKu4cuO62nmB5UWBkBCPghWGhISAAcqkUCh4fqptiwCAGQRnHQJ+yKZa70BuYf4/CIwdUVjBVng6ibTCuKsVAOxyfYcFzowpKjYc7Acp8A0OICJR3Ll5sGu4Te8+b0/g/LiiWAIrjJ7Yh5aMUX0xDcEQYqAP9W0JZbieJbbehLevKVJx8OuQ7UbvG6Hx7j16qAtcB74swMovylV7BwROn1DEo63wgIFvdJTaswdooW6ErsGTKaGevxFoPuyGdw9sehAFp5+qeu4T2vAh6rlZWC0j3n5EZXrQtS6a9+9tqqbnDQReTihuXf47SHpnllRanCIxdoHe7+MYiQzi6wIqYkKtuulw2KAJpd9ExizE60cq0jOCVUojZ8HVYOizztqa4mc0g6Py8HhqS2Pd8waCXYPIvQOEuocIqxROHlZLEsMOMeM+pKdokqwe2HL4hgKBWgyZzhDwhfG5Pqy8JHjUpTQ5Ca6fckZRuHezrYXmKRB+FUfW6tTWS0gHKj9clKXIDsXwKYOlu5fa3qaeAkaySWNlmUaliKuBrQFlaAwe4/jhvnazNxaoxSuEh08SivYDYJ5tIrJNkA6Nqs3ViQ+eq/Zf8PwLcucyInXxjqrG1igaDjoh9HUT4TdYtTXmzEC7+R06dNh9/gDyIMvIH7noQQAAAABJRU5ErkJggg==) 15 16, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiElEQVRYhe2WO2gUQRjHfzs7e7u398iD3HlJVA6JQUTEF6QQFCy0EFtLsdBKLSwUbFOJhaIg2NqnELFQSRGwiUUkxiKJmocPIt7FS3K5u9277M5YHGi3MS9s7t8MDMx8v/nPN9830FJLLf1nGduyS75fk3NAmuDYzXFxGaoWTI5HxhDbAtBpQnsKujog6UI6CekEpAKu3rmldx7g3aRh7OlF5LLN0yddkBKCkJ/FYuTS7QEAdCYNMRNcB2oeBAFULabnZnceQAxe0zQClFKQ721eRRBCKqTqeTsMcPGcVo4LlRrU/OYYhCAEODFQKnK53Eps6+GgDleLICWqM92cHJ0ApZu5EAQoae4MwMBdT0+dek+jtID+8gP/4wwsFBCOjWqsNZ+hX2fFdiL32dQV7Bqb0R0lg2SlG6ujG6REVjRGfa154uFRg/EpA8BbJwc27ED7xLgWKxIrMEgV4vh9SdY+zSPcOMoQ6OcjfwvP1JwRnQHrONA7PK25dOFPIcmPLWrTtPEaRUyhMUpx5NMRRCyNkUihXr7ZcGWNdCD4VcA8fgx95qSO7etn2fpO4FVxqhZ+CLEXQ1gdNjEZUH3weFNlPdIBpy5x+47QdvQ8hulQ/vqWsL6CQDIa3ifUIcmKYOnezU33lEiAhNGLax7CCVzqc9Oo2ip2qofVD89QtqLQU2Jq6MqWGlokQNd8F9n5HKaOo+ZnMbw6caON7uxeyFgUntzecjeNBGhbMslNxrC+JSCbQZR9rLpNaeAEpw8c3Grs9QFMoSnXwCzbmLaN2J3HlzVMZeP7Ppdfv4pstf+idS08fPaR9j1FOaMoZT4ThMskevYjE2nirs3Cjevb86lpqaWW/pd+A1J75VR2XjeKAAAAAElFTkSuQmCC) 15 16, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur70888 0.83333333333333s linear infinite forwards;
}
