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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACf0lEQVRYhe2Wz2vUQBTHP8nEsUaRYsEe9KhS6q14kC10rXjtwVMPHry3OahZhP4FvWwqSHryD5AeS4+CywoW/wFLkR4VVKhIUeNuM4mHzLhptm3iD7qXfbAw7+XLvM+8+fEWpVQaRdEtBmVKqXSgEEqplKcPBwZhm4FYbSClbJ00hJ13BgFhFwMnDdEHcNIQTjGgFpu/x7awnwFXDwhCvwbMAzVgEtgCNoE1vGDzrwHUYhOx2sjGSvlSypVC4olLtt3+kCQXyCpnqncDmAIWCP0vQB0v2K4KYCmlUpNUCBGI1UYGI4SVS357Wrobp2zbfd35Hu+naV/lgFgv6Acwhxe8rAJgA3Q6nXpxxVEU3TErn5buxvO7C+7GvcckKQ7Q1QlN4i69arrAOqE/UQlACGG5rvsKII7j+2YrpJQvAKac0+0rZ0fd8dExdj6+Ty4LKwZWgDG8wALGtB8DiZ73HNCuAmDlnVarNTIzMxMZXzx5MM2IbN+UZ/iq9p2YNN5R6jpe8K5vptC/BrzVlTDVqZcdzAPXcHZ29qcQwjI/RuQ8YL/pRs62irs7SjUPTQ7oeJPedthkt+VYO/QdyFktp7GB5RL9ckFf+1eAydzYwQv2jlVn3/M3ZPIoaVWArdw4JvTPH6vOvse5yNZR0qoAm/ROdgIsleiXCvrSl7EMYE1PlAASaOjT3m9ZvKF15kqulQFYZQJC/xNwUXsGpgks4wV7uuxLOnn+if6MF4yXTV9WAYA62fNq9A7wCNgl9FNgV/vm6qH19QpzVwDIGssc8E1HYrIym9PuaN/svekFlRpS+RYYy972NlDshtDbmj/vhpUBeiD/9f/A0IY2tKH9Aho+9gOYvCRjAAAAAElFTkSuQmCC) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur133702 1s linear infinite forwards;
}
