@keyframes rwdcur106945 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGUUlEQVRYhcWXfUyV1x3Hv79zHu5zuW9cLlwQcqvIjDOMWselchmGl41a03/WWuvSaZY1aWv6h3GJdem2tFtW29RVky7ptpgsMW1KNlejse2MdVooFBDjnS+DQiqlDoH2IlDu5V7u63N+++NeGGJlBEj2Tc7zep7z+/xezsl5gP+zaCUG8XqLLCZr2aokjJhVZu0UUj4JqHImaSFWYcXoS7Fx6qvRr9/+vNs/tKIAu7ZtNkfDCUfIkv90KqU9kyT2ZAkogBIMKAIJgE1KsSCiEQaOtJ4/+yYAtWyAx7ZtxlQoWJywlBwQSvwEEi5WagTgswo8RIwIE6wE8hDRZiJRxoRRu5468MH7/3hnJSJgbty69ecpQ+6DgAsAWNFAMhnf1dF64SqAlMfj0fLzS2z23OwyKbXnrLqy7a0aGq1wT/694Lnhk8sCqK6uK9ctllMQXKqAMQFyANCYjTOxRGx/V2tr/9z+2x9pWP2zLV/u2JgX3EtsKKEi1XI5AKXfXr8bwOOAGFBJYz+IFBFtJEKp1LQiZ4G7MzA0NDXTv/fGzeDvdkpdk7RNAGsMzXpLLAdACu1hEkKwMi5N3J78ZHR4fJ9S/B4bAgLy0Ry785WamoYyt9ttAyAAIJyc6mNDXQJBEKsnNACorm08PXfgztbzP1wMABOXw1AJgIfGxwdDgUBgWsup2pNvyzkEiEoBqpDZphfLH6j8MD4d6+joaO4PRqdDrizHCKASgrFJVNc2niaGY26bD5SRaf4DAjkAmSISkUAgkAKA7q6u0fh0/IgkcVQjPiYFdUkhzPZc+2qv12u+0g1FQARKKIawzabgxPGm+nePN9V/54GqjfeASGTOs9+QojAzaxCcXVRUpAGA1+vNz7KY9ynwUwbELkOJqhRzIhSODfn9/sR3yyEkwUqkBLMKzw5WUJCHwoI8vPrr/a4FIIDMAgJAQPB1ktBYacV5eatt99+/xWnLdf9BEO1mRhkroy8Vj70+NRE40fnxuX4AqVVZBbYkczEDmiDqvqsIc3MdeOV/QwCASqnkBTDAZFS63E5fbqH9CIAdIAgD/F4yavyqre2jf/r9/hCAFACYssUGAVnBIGEQfXgXAC8S4qGHHhFI4AwrjAigjDT6kyD8mIgUDHEuGg6+3N5+fnDuN7se2+y58bWzkgkOMA0mk7Ez3zgNmQGn04GDC0IkMTJy8zPdpN4hohCBigGYGRiMxiOHLnd2foZ0vZg8ZWWumro63/CU8+WDbZ6GS8M5HyRJHo3eGPtU3rem9EkC9Kd+urtkPojZrMPnq8ju6bvluP3V8KSnpHT70L8H/goAAwMDvOMHFZQVn+gJGhYnEdYDZGZORWSWbi4p+Vb5mrXrNpWUrqt1OnK2C6E9C+DhuCFzro7aTmqm22/VHZ6auicAZ45mXUe1z5vd0zd4F4T/0wH1YNWGaasMXY8pi6YMvg9MRUS8SQA+gqiFpDpiflCBV0khhnVN/cU0Pdr0WlP/lwBwBwB/Qz0AgG6+N8SVf91kV+G6UG9PT4fV5f5Y08S4IOkCUTGIrSSIBFEfQG8BqYPB8e7jzZ39t2ds0MxC1Np8tn7GIHPaOINnrxUDwWAYv/nt4Ymea13XmRBa7Iq5kGaLUDGgFKcb850hyMjusOHFl55fzBRdCgBDpX3OeM6ZKPxXDIbNbsUvX3re5dvSuFGSdPlqvh+oqml4YfkASEfB4LkpyBiee8+A1WrBnr3PuJQyUiTFxa725teWCqDNXBgM0JwNkuL0dukOCE6DMoBsi3mpNu8BoBiUsU8ZlKlIBO2fXMStW8Mw6TrchYXIzc+DxWpFb0/vygIoAMh4TWAERsfw5ht/hP/yxZaFBljuTJgXgbTnkeko/nz0GPyXL7Yc2JFbX7k2iC/GbHjhWGgWpqPtfMNyDM9otgiThoLBjIRh4OSJ02hva24BgK2+IArXSvjKg/joF6H613fq9cDdu6ilajYCba2dWL9hPa5duYa/Nb3dAgBv7HHUZ1miEE5rOkW6hmBSBxBfCdtpAGKOAeT4/aFXW+a/LLFPADEJNQkgmkAsKnHwVDoNK7EKAoDoaLvwIyaE5raZ/D56WGvpvOrE2E0DqbEwzvUWAwCYEFoJ48ACf0bfq208BYbzzqcsmGhypbxfEGBGS92yL1b/AbWD+uGAJKIwAAAAAElFTkSuQmCC) 0 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur106945 0.53333333333333s linear infinite forwards;
}
