@keyframes rwdcur123866 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhdWXwW3DMAxFP4suklMHyBLZxgfPkYMXybkD9JoZDHQR9iCxYiSKopKgQT9gRAgMvs9PybCB54jzNa23p8A3Lus/NqDhyOspE+9NwVYUgt+pNoErl6uvPnwyhXtG0Id/A1gIWOMmbANfAI4EtPEX+ELpErDWuTe1iIHjb2EfLusaLgqmUG/C8YaTiGvwyqnzNd8n6zOxU7cx4MMFGol4ZeAyvm1kIMF1t7rDnjT4wMDeT8E7BWxGrbUaI7a6PvT3Q3/mVvGeBLqTwMpa/xo8awRxeGDGlYlmFPUIWrg160sQvlO9boppA9xssHKU5sAAcGBsSN1vzuNARsDG+b3dZBNxa6AHB1IC9szlHJ/Vxhpo2+3/F9jxAykByk+rBJXuBRqA98ARyQiSOzES7Nib7wJ/9rUBEeXC7JkoHfMQ5MVvGShG9jaN2ag/Avd4j2LKRlLUHfiWU5gFa0hU7M1b9AnG6basy5h5JaMF1HQrUP1brz1F3gduTADAgrQ/opBhwQfElgk1gmH9Rz9M6ASqZ/4yMVIid38nPtXIKw38L/0Ac2/EjCo+PzAAAAAASUVORK5CYII=) 3 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuUlEQVRYhdVXwXHDIBDc06iNlJFaVABfP12Gn/5SgJ6pxEWkD10eCHQGDg7FE092RuaEgF32QMLAa8D7NYzpFeTs7lLInwqQ5NjjIRFzPmClDVnIz6JwgN13uhpQyUddyB2wQJ+5f4DgwXAgeIbuXoKyBr5A/gOVARI5+QvIXxKxBMH3eFUw9C3F7O7M7s4xBsAMxwyX4thfxE10LRLkoYO/gOH2zj7F+b1IRZPHsgaOnO9WWywOQvrtegICucixnKGO49m+EtUF2UoBS3vLjs/2H3Va+zqf/pJpkJfwabAoIMayrPHVUjBAblkLTyKKVOTvgYK8nmtvIqcybu666p6WJQPNC9n9toS6WNZIZ0GeZhz377Mbdru35aiTsSagmvO4j+XC6gpYAKxl/RTqqvbPAGj/cIDhxOyjECPxScQUUPiJQmzI7ZaY1r79UoAcExQWkYo4481A1LIf0I9kRJVevIzZTZ/9Nq0zIUkhGvG2pFkOEUsSK7iV79ToBtDVzjFyKqZpLWcbSWWZxy2MngkJAKY1bBQrSXfAX4BrIkQKzh5KzSC6Fjl/G8LH6Hb+f+JLhbxTwP/CD7Y18VnopM98AAAAAElFTkSuQmCC) 3 3, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur123866 2.6666666666667s linear infinite forwards;
}