@keyframes rwdcur232059 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbklEQVRYhe2UT2gcdRTHPzO/JGvBWGe7xP7sYYt/GqEeQiM18c+iKKGiEAW9eJW1lFRKc8vJrR5KUBLSdLWhhwpiEDwYPBiVFjVCVyNJWyJmXYu2G5MhQYy63ZjNzszzsGPcbRM7i7s99XuZ+b3fm/f98ObxDKrVoAxx2DhErGcEeBk4C5wGjjCR9KotZ1RhPAwc9E/THDbaifWMA/vWcyaSwev5MgOa58rMAfYwKFNMJJ8CMhW5XX25aiH+v2I9BWI94gMIXX3DQT9t+M/bxGUTcCtj0WvbPJEMrQOUdBB4JQjA9X7Bq2Xvaxua/wtRedfVN1QLgCf9Z4ZENBSkoK9pPjt6qBYADwGfkIi2VmneTnf/SKBsva3R1pbau+Fl4nKpSG9qqgoA6O4fp7tfrp8IJqaJG2p+Y0OIRHS/b76nCvMfKO2Gs8EAxOSrb2Zjjr5/6BqI3tRQleYFYJd/Oh0IQAzDbLljOx9/9GlHcWfHcAXEQGflIMXHNm9rqeVNZZEjgaB1ZIv9Z0FkLidyJr0k4Y6npyogelPD9KZkHSA+VghUOKAMHQnZF+3V7StF+N2B7y79yksHDpwPff/hfnvZnfQhcgx0Npd1IMPJZ1t58eRG83GF0XhzUAAT8TCBRgW3GHD3jghvHT/RVtj93Mh6JwY6ry64i/jYOKPxdmC6LH68GnMA0xBBGdBowhYFW5ugdYfF28eSlRAlKeA1ShO+j/jYiA9xjNG4wWg80PqtkLaU7YhIwRXJrYksXXHl4m9FOb9YkHdSCxJ+5Plzm+6JWkhbynZdEUdE/iq6srxSlPk/CpJZWpHUpZy8l/pZrEdfqBuECWCaII6HIR4KlyZxCBkOW5tc7mq5jRNHX29bu+exZD0gTADP8wAPcVzwXAzPodFwCUmRW80i0UgzpwbefMCN3DtYa4CGfwBc18UTl8WFOcLhFnAcHm7b+QWqwTQKeQdKE1hzaUvZq6urks/n5cdMWrSl8h+8/67M/7Ig2lJntKWeqYdvBUC5ubbUXm2pmWw2K99Ofi3aUjP19DcBFubniD24ewV43N9+2ZkLU9xubQPI1rULfpvz5RPud2E2nU7LxJefi7bUhXr5N9jL7hNXB+1ld1Jb6qelRfs+KxwBcOoFsKm0pe7UlprVljqlLdV2wwFu6qZulP4GGJ1sz5z5qtoAAAAASUVORK5CYII=) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur232059 0.53333333333333s linear infinite forwards;
}
