@keyframes rwdcur42453 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGdUlEQVRYhd2WTWwb1xHHf7tcksslxS+TkkIIwoqWFcMN5KZAAlcCmtqIYKDtJUXQS3rpyTkEySVtERRFUOQUFL00pxatgRroLTB6qQ9tECRy1YNjp2pgp4okyzRFM5Ss8nO5XC6Xuz3so71RZFlFeuoADwu893bmPzP/mXkSQjyPCCCL5UgS9lHOvqpInocMJABl35kLWEAkcKaI5QJNScL6XwBI43s2EjlgVAPqwmAQ5Oh+XQBx9isWjsmAK0m4jwKg7DOeANLANJADDKACtAFbANMC/yQAzfOojdIi0qUGwOJ5OIB1UOokzyMbUDYLnAEywBSwBzSBq+J7kNQFuCowDhTEviH+D3pv7AcxQhkB0svL/CYWQysUSGcyMByyGwqxrij8OxKhCpTEfVVEohnQsQCcFLoMAUwT/4x4o3keTjAlowgkgdmNDV7rdvne3Bxomn+hVIJaDUolrEaDWjTK5tNP0x4bYzceZyOV4oqmUQDOC4NJYfwzHnLpU7FniUgZ+Cn5QgRcXad84waO4/j7pgnhMHgeRCKo4TC6YaDfueP/1O/DjRv8cnGR+vHjGE88gawotMNhjFCIbCzG88AaMAP8WYCbAtYBx/OoBUvPCYepJ5Osl0qcOnYMQiHIZPjLYMCu6zLteUzXakwaBqqqwp07oGnI/T65VotcIgHDoa9sMODMiRNQq5Hs9yk2GpxUFEqxGLcjEerFInvApCLCkRRR+Ec+z9TGBqdsG1fTkLtdrOPH+VDXUUUYS7duMb66SnE45GuaxjcaDU6lUkR2diAW8yMXCvnpMwwSlkWi00EHMAyoVLj86qv8FFAkAM9DwWe/CnDpEr+fmGDatiEeZ+3cOd7Er5JdsZo8ZLczHDK+vc0Zw+AZy2K222XKspjc3kZRFMjnfU7ZNngepbNnuRCNsvWgCiQJx/MoAZOAnMtxRVV5GaDVYu7+fcx8njX8+jcBRywLcEIhbF3nfWATmAcijsPW+jrPVCq8kk4jp9NQLmOcPs3b0SiysG0Hm1BdeOc89xwb3S5OLAZ37yK/+y5PATXB4JqIgIFf/7YAVRN7BhD3PL45GPDDqSnkTgfu3cOdneW3+fyDUpaBehCAhd/xavE4Jdfl2vY21OtQLvNdwRNZ3Bu14GZAWQIoAtnhEOujj/hOp0PWdf3QAxd1nT8GHN2SJJoPAIjmYAhvPj1xgvctCwoFmJlhYWeHYsCQKkm4ot9HhIoskPU8+Phjvm8Y6L0ermlCNMq1s2d5Wzi4B6yNBlkwAoih0gZ48kmuhsNUZRlsG/nmTc4LjqSBZMD4aD5EAPWTTzjfaPDUCGC/T21hgV8FjJclCXNk8wsAhCjCS44d44ppguPA55/zLQEgid/zx4XXBWAOmC6VWOr1WJBlfxqGQpjz81xUVdYliV1J+vLkPAyA/Oyz/FWScOJxCIX4eqfDpPA0LYwWBJDI1aucvn6dbysKRCLgOLjFIhdTKT7EJ++Bsv8RMhIXIJ+nretcLxY5MzaG0uvxo7Ex3sEnoiEioK2uMlsu85PBANbWsFWVSDLJpZkZ/oA/zh81SQ8E4OLnagpILi5S6/f9eWCazOKP7BjwT0C5e5fCvXv8YnwcJRTCLJXQ+n0+ePFF3hKG7cOecAcBsMTaBbK5HGtbW5iui9brMT4YMBMOEwF6jQb2ygpvTEygRqMYvR6JZJLq0hJvjXQFCXeQfIkDkgT4jFXEd6fX4+/b29BqId+/jw6Y/T7x997jtXCYbKPBXr1Oot3Gmp/nx6kUm/h94lDjBwIQYgrjbUDVdVYlyU9DpULRdbGXl/lBs8lUr8deo0FucxMyGd6cm+MDHnbJx8qjSBiMQjkexwyHWe92mev10FdWeL5aZTYapd1qoTYaEI3y63PnuIzPIVc48Vh5VARc4UET/0lVKhRYVlUwDOTbtzmVzWJFo5i2TSKR4G+vv847AZ3GYS/howAYNQsXn4xlXedfjoOVy8HMDG4uR1VRmOx0KL/0Em+EQg+mY/2gZ/p/BUAosAUQV3jUTqW4pvhJs3d2KLZaWIuLXJiYoIyfsiPn/lAAQoLjFmD15EluDgZgmqjVKmQy/GxpiXUe5ts+augfC0CSQJJo46fABIx4nBXD4ObuLgwG/O6FF/iTOHM5Qs0fJIdVwQiIDVQ9jz0gnUpxuVLBunCBn+Pn3Mb3/Mh5/0py6xYa/jD6/5D/AGjCoPBBLc2cAAAAAElFTkSuQmCC) 13 24, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 9, auto;}
}
div.testarea{
animation:rwdcur42453 3.3333333333333s linear infinite forwards;
}
