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18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRElEQVRYhd2WP6vaUBjGn4TiBdFBEXQw16k6RBcVwSHcXBBRqC2I4GC/gBf8h2MRXJzu0iIIfgFxkorgkqGdLO5C0Unp6mJBHKS8HVqtUdOYahT6QDjJe07O+8ub55wEAAg3FPs7+80g2J3smiEk0Nng7OZEK0S5XKbddlfJZPJ0MAJo9zgG0Wq1NIFJIKpWqyfdw+4HjlVisVicmh/z+RwAsFqtThrPkELZGVmjnw4qsNG1VscBwPf7e6yNxotClEolajabFI/HD+faN+GX52f6msmoGvNURaNRkkAkgSiXy6kDKB3nQGSzWSoWi8e9pmTCo4NlzWWkaMJj0sOYmgB0gbjku/6b0uk0SSAqFAqy+bcV+HF3h7eZDKDT5mO32wEArz68RyqV+gOh95NvpFQBXCO5mm6a/Grief42DxqNRqnRaFC32yVBEA4gNO8DWsWyLF4+ZWF88xqRSOSwX28Ag8GwPR8MBgf9qms+FArRcrnEer3GZDL5pz0iFouR0WhEp9PRdr/T6aR2u00SiCqVCvn9flUjBQIByufzFA6HzzOdzWajWq22/ZZLIHp4eNhOKooicRxHoihuY4IgyMYHg0FViBdKHSaTCRaLRRazWq0AAK/XS+8+f/oV/AbMvT4ajUaM2WyWjWcY9YormnA6nTL1el0WGw6HAACO42TxzXW/32dq4iOWH7voZJ9Uk58kh8NBHMeR2+3elpPneVmp9zcZn8+n9SdHmzweD7lcLiQSCfR6PcxmM4zHY91/4f9P/QQ+LSAHKmZWvQAAAABJRU5ErkJggg==) 0 0, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur126968 3s linear infinite forwards;
}
