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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 8, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 3 8, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 8, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 3 8, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 8, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 8, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 3 8, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 8, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKElEQVRYhe2WS29dVxXHf2vvfV73Zd/YTmzHKKax6kQWlLQSbSmDKsokyOYhWjFhiPgAfIBIHsAXuv0cCAkxYIKQoKQVst3Yvvc89mMxuE6LfR2XSWBA/9IZ7H3O3ut3/mufsxb8v0te4976P4x9I8SlOfM6o//uo7euBtTf/vytS8+8VoALyQWEAiJXjP9vANyo1wqgqnAlBRdz12v7yZZuP9naf9X9vcc7+3uPdz7de7yz/p8yvOL6UpccKPsVw341+d5P3nx23W7D20uM1pY2t1ZWnz/9+P0F0O9/9MHk3Z/9QN/78fuTq4GuAVsEWL5zC9fPScXiike/fvTM3M4nd3Y3YMkRB18tXX96b3396b1Ps9vZfnW3pOs3+w8Pdv/x8GB3g/khlHc+3D1458NdXo6vBbi1tUZ/c0SXd4d3fzSavJzf+83epL89ONx8e4vxgxXsZs7fPv/r5FvvDp4BjO4PGd0fsrq3wup3VqjeKKmH9WbXa57v/GJ7HyAb52TjfOHF3L8PipWKshpgU0GUr9g23tuiP+xTDntoFMpQYT4XNE9zB747PxLlVonLhV7RR8/g6LMTNCnbP918Nuu1h/fv3gP++GqArgzEHJwpEVfs57/K1Kw5nvMZq0trNJWnZwq8V5rbcHIWDqtflod//vuf2Hm0y1H/iLznSCSKo4LUKoQ0mTY149Et1t/cuNmBmWuY2RYzyOiPh0yPa9Z21zGbjnq5JWTKLExxJrL5wQY6Fo5OTuk/6JN92zHLppyKJ+We/G1HNSg5/cspphV0NdFU7c0ATdFQFy2hl1CxZHcq5J6lHrSc2RmJRF5kLBcFJgZkJvQ3+oz3lvlnfoTPWtR6rBHyYcbIjQgu0G8qqrLkxH9xM0DtGtrK0xQ1XdGSDwumwynSt6RM8Ro595E6WAbLGcXDnJySZtjyojvD5x2SKxaBGbhlx+rDVXpnBfbc0jbdzQDTNKU2nq5oYaTYsaFhhjol5UKQRLCeplWizen1C1DDzJ/SFB7vPOLApPnvv8pLBks9DBZfB2ax/poUxIYmesjAVoZoA2oVLx0+RYIFzRUEpl1NG1pEhZgJUcCbgJKwYiiLAsHQdB0ShRgtoQ43A8QQ0JTQBHhFu4AtATUoSiKRgCQQDIhTrBqMtYiBmBIJwSSLEYuoRSMEn1APaTEDV1JwfE50Bls5JBNQRTzYDLJC0EwIBkhAgJggpYQyd8VYgxWHCQadCe2LjnQcaY8t9sSQndmbAfxxi2YOyYWkAkUkyxNSgKkMUlqywsyDJcEkRaMSLypcVEXUYLzFNo68c+TqyMRijMFc04RdAnBnjlQ6bG4xQcEJxoEpBOkJ2hNSZSEzGJF5p5EUc1FaTIgQBekMWkOcJdJU0XMwteC6xep/CcB8YTDOkjlHHi0uz8glIlkizKCroKsEzQA7b29EYN7lCMY7CKCNks4jfhphCjIDcw62WbTg8iE8joBg1WJaQ15mVC7DZonQgu3AdBByUJvmpezL2iZoG9FWkVawjUEacLVBagMN0CxW6EsAcqq0vsGfe0Jl8YUlZZasEhgYGBnsUoatHOSCGkgkVBMoxFmYAwTBdIJpwUwNeq5000Cs/QLAgifDH/YmKem+RoWokMCWil0CO3a4WyVuUGHLAnEWlURMfv7FRAMBfO2ZvZjSnjRwophzEC+f1H9oD74W4KUePXmwr6qT0HZEWjpT09BQp0AXLKoWRFCjIHMHiEAUNM5dcfPzcXD2++6TV8X5Rt/oX28eRuC8RgE3AAAAAElFTkSuQmCC) 3 8, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 8, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 3 8, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur7454 2.3333333333333s linear infinite forwards;
}
