@keyframes rwdcur229843 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 19 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 19 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 19 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 19 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 19 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0ElEQVRYhe2WTUsjWRSGH2dmFQKmyl2Ikc5ImAYxCR2ojfQQ3QUMBtxMoyCuXAj2HzAouHXhPxAabMjGJkJWGukgQqA6JpCeRagutRJqlyobSl3WLNJVbUbyycBsfFdV5557znvfc+4HvOAFL/ifMTbqREmS7IWFBRRFIZvNjhxnZBwdfbQfHx/tfD5vO7ZkMmlLkmT3mvdv/DIqgWLxM6ZpcnFxAUA4HLYzmQyrq6tAWyG/39+XzG/DJJUkyY7FYhQKBddmGAaAPT8/TyQSAcDv99tbW+8BePfur/+OwMHBgfsdCASwLMv9LxQKNBoNZFlG13U+fTpmb2+PZDJp5/P5rj0ycAkkSbJV9RpZljEMg/X1dSYnJ0mlUvj9fur1uqMGANlsFkVR2NzcpFcpBiIgSZJ9fHxMOr1EPB5nenoaQRAwTZO7u+/ous7GxgbBYJBQKEQ4HAagXC6TSCRIpVJdY/cl4NRdEIRnY4IgYBgtADeJKIpEo1EAms0mpmn2jN+1B8LhsL28vEwqleqQVlWvURTlmb+jSqVScXtD0zQEQeDq6qorga4K7Ozssr29jSiK5HK5jrHb21tM0/xRgjuADpKtVluVYDDYV4GuBHy+cQC8Xi+GYdBoNDrGnVU+PDx02FVVdX0DgQDAs7kDEVBVtePfkd0h1g26rqPrOgCh0O9YloXX6x2egBNEEAREUeTu7jvQbrKn8Hg8rt00zY5SxONvgHZ/DE3g7Oyso36q+s1NNDU19czf6/V2HExHRx9RFIXDw0MqlcrwBEql0pimaUB7izWbTTfR7Ows0FbH5/MhSVLHNk0mk6TTSyQSCebm5tB1fbSTUJZl4KeEpmm6SZ8iFot1/GcyGQDOz8/Z3d3tlaI3gVqtRqPRYHJyEmjva4B4PO76iOIEMzMzQHsrvn37J5FIxE1eKpV6vhV6EtA0zW2qtbU1ALcvDMOgWq2iqt8QxQnXFgq9AiCXy1EqlXqF70/A2XqmabqXkKZpnJ6eYhgGqnrN5eUlANVqlXK5jGEY7O/vO4dX35dSz+u4Xq+PybJsq+o1tVoNXdfxeDw0m023D1ZWVgmFXqGq16795OSkZ+M9RV8nSZLsra33xONvkOUvAKTTS8DPcmiahizLfPjwAdM0qdfrA78R+z5IFhcX3YROMzqwLAtZ/oJhtMjn8zQajYFX7uDXfg739/c74+M+Xr/+w7X9WCVfv/5NsfgZWZZRFIWbm5uhX8cDTfD7/XY0GmVlZdW1GUaLYrGIZVkoijKU7EMTgHYvTExMuBeLZVm0Wq2RZH+KfwCAMtWQTfJSCAAAAABJRU5ErkJggg==) 19 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 19 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 19 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 19 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 19 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 19 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 19 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVRYhe2WP2vjSBiHHx9XykgYNSbCsSGkjIMhrgJhw1bBuHTntFGRIp8gmwtp3eUDBEK43kXSaQkEF1lOyCmNwYqR7GbwRlhxO1foPNi7+WPnDq7ZtxtpNL9n3vm9rwZ+xa/4D8O2bWnbtvzfADqdjry+vpbr6+sLQ/z+UbG9vT2Zy+VwHIdOp5MC+PbtLwDiOP7osotFuVyWz8/P8vn5WZ6dncnps8FgIAeDwVLH8NtHAJ6enoiiCICHhwcA8vk8uq4DkMlkPrLs21Eul6Vt23Jvb0+mUinZarXkYDCQ5XJZAqRSKXl9fS2vrv5cygMLZ+Dk5IRGo8Hh4eHc83w+D4CUMmUYBoXCKnEcY9u2bLVa74IsDOC6LlEU0Ww2556/ZLjhcEi/3wegVqu9CbEwgGmac2Kmab44ByCbzXJzc0Ov98jR0dGb6y4MkMvlEEJgWRYHBwesrKwAUK1W1RxN0+a+ubq6pFgsMq2Ul+LVPrC+vi6/fPmD8Thx+87ODpBUgGmahGGIEAJIDHhwcKCqwLIshsOhel8qlV7d2KsZMAyDT58S0XRaJwxDwjDEdV2EEGiahmmaSmSaCdM0lWAQBLTbbe7u7pYHKJVK+L6PEIJCYZWVlRU0TSMIAkzTRNd1JQ7w/XtEGIZ0u11lQEiqZDQaLQdQq9Vko9Egn8//lL5MJoPneWo8mUwAFKRhGOrd5uamOpalADY2NgDQdR3DMFS3AxiNRjiOMzeejV7vkW63qwCAuYwsBBAEwdyCjuMQRRFxHGNZFnEcE4bhTwBhGDIeJ/Oy2SyVSgVIKmgpANd1abfbAKoKfN8HEpPNltuPfd/zPIbDIdvb2/R6j9ze3i7vgfv7+9Q07blcDt/3eXp6ApKKeClmKyKbzXJ0dEShsEq/31fwCwNMdxJFEWtra0ByjpqmUSissru7Ozd3a2sLTdMU5PHxMcViUf0nZo/0x3i1Ebmui+/75PN5Pn/+jBBCteJp2qett1QqKcNalkW9XieKIs7Pz7m4uGAwGKSWzsDsMVQqFYIgQAiBaZqqLUPS9aZun4U6PT19V/xNAEiOIY5jTNNUIrPNRwhBEASk0zpRFKlyvby8xHGcd8XhnTthv99XgkIIer1HBZZO64zHkarxr19v8TwPy7JoNpvqnvivADzPU7sKgoDJZEK321WNCuDw8BDDMHAch36/j+u6b5puKYB/Uijr9Tr1el31hmKxCKDuhZ7n0Wq16Ha7C+98IYDp4tVqFV3XlfBU3Pd9HMeh1WohhFhaHGChD2zblvv7+2rc6z0yHkd4nqd8cn9/v7T4wgCQ3IpLpRKj0YhMJqPM95G0z8bfB+YYCfYhB+EAAAAASUVORK5CYII=) 19 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 19 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 19 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 19 0, auto;}
}
div.testarea{
animation:rwdcur229843 0.53333333333333s linear infinite forwards;
}
