@keyframes rwdcur95323 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1ElEQVRYhe1WO47CMBB9rFJEW5ByhLRS5GZFmRtQ5hZUlPScgTtwA07gW6TMpkFISJZLb0XnLZbJJgZMHJJmd58UxePfexnPjAN0ABHZLvP64KULeZ7n1VgiHgoYGxPfIBFZIcSJ7cPh8Ka19q4JReQbjOP4Uyk1bdpDkv/jCkRk0zQ1XeamaWqGyIyIiQFACHFqnvkjXALUAkDf4Iw4zwGgqqrX0A14rZTS9hERaa0nUsraA6EbSCnfgSc84Cy2Iak2Rl34e/C671ZKHo/HZEgB3lJ8Pp+n7l0wJHknEJFdLpcfv/Y67oQx/4gGy2GfSF+teFoAE8dxjNlshiT5SZI8zwEA2+32rpDeAojIMimAFjERteZmWVYLcUX0EtC4Pb3kTFwURW27IoKzgL9cCIEkSbzkq9XqSshms2nFS680ZLe7pC52u91VH3ujlwD+euDb7fv9HlmW1SK01vXTJOI2jzW94C3Fj7Ber+8JbRG7Y1LK2u7sgVt5rrVuvY0xtc197lx3z6Aj4Ki/tTGT87sphOc044WPMugIOOKVUi2b28aYVp9LyqLKssR8PkdRFGF14PIDi6qqoJRqZYNLfA9lWWKxWEBKCa31JLgQDXUxcTH6AlCR59cHDAdfAAAAAElFTkSuQmCC) 9 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur95323 1.3333333333333s linear infinite forwards;
}
