@keyframes rwdcur11135 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+UlEQVRYhc2X3WobRxTHf7bjOpHTdWLJYJUjrIIqgcmtYWEvomcogTxGH6H0EfoYIX6IvTEIfJlIIFGoxJ7EsT421rheRTX29mI/svpMWwLtgWWRdmbOb/7nzJkZ+I9tAyAMQwGSZ5kpoBsbG7pqoHiMaNA17ebtQfyWruvau/2+Q6vFwXyrYlHJ58/CMGwsGzwMQ+H01KZQEIZDXdVuGWgKEPT7TvDu3QtaLXYAK9ur21XKZaFQkDAMG8RqJMp1XdfeffvW2fR9ye/va+xoASJub8c/FUgBGLRafGq1MK9fR0RZCBGhUrHxfaHdPqJW64VhqF3XlUG7fTRsNu3DN2/kYDoVqlWlWNTEwYJKx8cvublRTk7OsiEAwGR7ZCFUo5/TqWCM0GzqwHX10vflwhgZdTqy6XnsJO0sy8Z1e2EYZvNGGI0cLi9tBoMGJycsAHwRQhU8TyiVZCrClSq/ex5G9bNangfVaqRUvS5AFCrXtWk2bYJAGI/T8RcA1kJkQVaZKgSBcHEhgKRx7/cdjBE8D6zPGba5apwEohm/zdx3CyjNwyV9VRn5vnRdVwD7/fm5c9Vs2iYIBN/P5kiqgOaKRd3udtUSERPPcJ0SFrNFIwthPI/balUm/b4DcDMcyv31tQBYlqXUar0FgN18/uxpuSxXlYoN/COIeXWMKqbTkQ9gT4OAnuty2OlgicD+vlKvp8n5AKKCEIZho1soSOD7cjedpgBZiB1gChyCPgXdBr2LIORPEAukH/cZex4jkNsgSJI3ApizNAkTiEG7fTQ1RoznLUC8j9UKobELZw9BHwIbIPfgfAP2fQQCqhhVNBOq+VyZAUhCcVCr9YbNplql0gxADKFb0LiDV99CYy+Ozg3IRlzV7sC2QPZihyZ+WyJYudxMAi4AxCpoz3V1mVxT0A9wNoHGj5lBdmNVANkCeQgiwJhMfpRKMJeAMLcM44Ih3/m+WNniEttd5Eh/ms3LCD4uvZvxNwvY43PSLkvABQUAod0+OjBGRp6XSvhvLFkh2RWzzFIFsuXySacjorpQZL6JYi0/Lzk3dEAMyKfMtwRiWbGaAUh3Ktd1ePNGiGdfAo7jR4BtkE1wNsHOQvwK8hbs38D5OAeQyr8kASEbgkJBRr4vk0wNmJf/QbTe7XuipfdLPNgY5BE4W2BvgOzOz3hFAs4CDId6v7+vt9WqGpBxvMtl7RYIozDYRGtfAbZAPoLcxbPfmZd9RQKmAGkRAm6KRf1oWfa0WhWCQIwqZhFGiEAAuAcmmWeaabQq9gsKJBCAdl23N2i3j4KLC3l8eCj5alVuOx1JQNatjIW9Y0UBWgBIIIgOEFqODhPSdV0J+n1nCvYUZByXV8PqJZpAWCI8qlTUKpcb5PNnXwRYAiLlej06RAYBJggwRAVmDOtBRJhUKjp5/rzBs2evePFi6Ul5KQBkTrDn5w7DoeC6WHEeWDFA1iwRrFIp3fG2czl9Wi6vdb4UIL2kuK5Nv+9cNZv2H9fXYjod8LxotiLslUrsiaT1fjuX0x3L0lx8LM8Vi7qbz58dr3EO8c1oxvnpqc1o5NBs2hgjJggkK7MBJrmcfso4Sxwe1Gq9cr2e/PfF29SMAqnkx8cvubyMTq+exz3oxLJ0kHH2uFjU72ed/W2HKwFSu7lRBoMG4zFYFk9qNX1Sq/V++ArOllkagjUX1K/m7H9pfwErQNpMUAI6xAAAAABJRU5ErkJggg==) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur11135 1.3333333333333s linear infinite forwards;
}
