@keyframes rwdcur259086 {
0%,6.15%,100% 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) 24 5, auto;}
6.25%,12.4% 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24 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 24 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 24 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAxklEQVRoge3ZMQrCQBSE4UFEgiB4BisXq5SBHCQ3FCtzk6SMBFILNlZWYbDxCsMgzH+AN3xsuYA4slzVG7LIciMvLyViozr86wysK4CTakANqOb5cVQOqAH7aUKlHJC/wDhqB9QA9L32vhqwDIN2QP4C6gJwF4C7ANwF4C4AdwG4C8BdAO4CcBeAuwDcBeAuAHcBuAvAXQDuAnAnBzQNgD/+6EbXgQCoui8HtC3eAD6q+1vV4V9LXR8qAE/xji6y3MmyU93/AnPYJN45B8ZeAAAAAElFTkSuQmCC) 24 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 24 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 24 5, auto;}
43.75%,49.9% 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24 5, auto;}
50%,56.15% 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24 5, auto;}
56.25%,62.4% 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24 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 24 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZUlEQVRogc2aT4wbVx3HP/PmzXjs9Xodr2M7xlml1rLZLGVZopCkYZWiKi0CokjQSEhQKoRC1GMlEKo4cUQlB4SKBEVCVckhoCqHUEUBIZGsohKStpR0CVFYpcvW6+4fr9eZ9drj+fPMwa1wzIEDLyKfo+fp9/H3vXl/ZjQGmrk2TarsUNiZiI29t9WplN/itm5HP0JnsdN5ZNEmuTMZn1htdb6UNDl6Zz8pnY5BtAY4nsG2Bdl7rfYXXqxw7PwGX1cwq9MxiNRYS+QsnPzI8NR3/rZ17PwGxZTJWCPkG1c/ydzsuzQ1uvRzOo9cPEC5+hl+WrLZFhDZBtGEw6r3GPsflFfbLXR4GFmwyL62wYGKj1OKEY47hAsemabiuC7PINoCTMSRtqB0aZM9ACdHqbxQoqJAvljhy7o8g2gLkLNwGiHlN5ukJ+N4z+S4/rWdvSX07DqTF/aR0OXqR1uApEniVotP1ALkyVGqM0NcMZ14C0B1EQeHKehy9aMrgACS17aYVCCeyXGzGTH/9812DuBbeW7lY+YDmchaApwchYJN+p1tihlJuDcd/1Mzon6u1psPp/Jc/PVa9LQO1yBaAkwlEIa0cnc9UtMJWkThTYDzG2Qn4/g5ixs/rvKEDtcgWgIUbeiGQWHFxzkwTH3DC5Z2OWbqThvnVJ6VEFrXtsjqcA2iJcBYDOFG5GohcjbFSivCxXbG/C6cLvC2bVDMSkIdrkG0BEhLRC0g70aIg0kqnsIP2tuTtoEadmJ/nG9x6Cuj3NXl60dLQTdEVDrkAHaN7lgSBuJOm0+PO3ib7c475zeY/V6JSxf24ejw9aMlQCmGWOyQlQBO4n3bQF6+x+QXM6x4iqULG+wpO/xuekj/0VpLANtArPgkEyaKwF8RBsnX6xROZJiv+tQXPBK1gMWk2RslnWgJIAxwI5yUieo21utZSeZ6k+TBJG9ddfHCLrgR9VHHKuvw3efWVES4EQnbQHmKVmxkR7EeIm3B3ck4shTDqwWEQRBM6/ANuDUUMaARYidMwpbCx7InJahmhJoeInsiQ71g49xus1eHrx8tT2TNCNGMkLbRW+vf/2D18awFnmJfyqR5Ks+aI8j9ocG4Dl8/2tblZoRwBMo2kK+uMelGiLPrPOV3+fanMvFUzmJ60SOjy/cRukYAN4KEAAXJczWyLQVnlpl5ZRWVtdrypTJP3m7rfybQEiBlgqI3F1Im2YU2NkDVx676vTa/b3CgGT2sO3EEtgGqC4a0il4XcXgY72ASHxAzQ/g/rFAWhg7b/WjrEUdACCIKgkcA8XyR+RdKvA3w8jiXVgKko73/NQVImpCWKE8hKz7jEtRXC9bFExl+CzAW4xeOAWMxPB2+frTMgaSJylmEC23k3D3GizG8th9c8VTvuhtycyaJOxWnpsPXj5YAbgRJE99TyNc3yR3fQa0RclcavdPnxU3WTue5OZV4SAMkBCoh8L0u4s0tnJfHmb/rUdvjkAZ4/j18/wiXH9pVyFeorEXTDaHqI46k+PP3/4kXdlEftbHiQ+/ucKy/6vD1o2UEFFCyqTc+7OG4bd2ac4OwFf27TdDebrYUazp8/WgZgUoHVYpR/7CgutcJqoNtrPhQwQ1Z0eHrR9dGpgoWDQEqa6FaEe5gm9Wt7c8ueP/5+/+KtmW0FGMtZaLGYvjSwB9oIl6qMjvn6t8HtIzAtS0wRkY/SEtUQqCEcX/H/HIc+9V19sy5+l+taAmw4qMw5Uophl8PkY5B+nQemTB714+lyS51egc83WgJUA9RtJr1RxPUKx3kUCI+/twukr7q1d+dG53ZP6T//gdNAV7bgI3mduNoioobIbZb7ceKNtm07O3Eq7WNp58rcFWHaxBdO6PyFI3pIRYV8MoaR/Mxc0IYvfehZ5Y5/myOX2ly3YfOR8rWRJzFrESdWaa86UePS4MpgJ9UydRC3tDl6kdbgEaIb2V3/WM2hbvUwT67zhMLbZ4EKNo033D1H+S08pu9ON3Pjxw5O8ENIHo0wdazO1kGuj/YzZX/9//7rxxNIRuHGV86wM+LNh0BkWMQSIhqh/jmg/Jqu4XmXMJagLs7GfvLU2nqGUmogJkkVV9xWZdnEJ2fGlAL8MpB5+Z3P8a832VKdeHoCOeKN1jU6enH1FmsaNMtO/Dx8iNGyW84nxvh+qFhfvaj5Qc3gf8FXjJcYlzVZ8cAAAAASUVORK5CYII=) 24 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAy0lEQVRoge3ZMQrCQBSE4WERWYSITS5g5Za2YukhZC8oVnoSsTQIqW2ENGoTszZeYRgC8x9gHh9bLkCu5HRg7gfmeMnpiBB2TAQVAGCFb98DWLIOsAHx3jQL5gE2YHb7IDIP0F/g+uIeYANwfnL32YD2MvYXYGeAOgPUGaDOAHUGqDNAnQHqDFBngDoD1BmgzgB1BqgzQJ0B6gxQZ4A6OmBTARjxRzf2NQYAA2ufDtjO0QF4s/YnrOF/7bquIoAH+Q6vktOp5DRl7f8Abqwf0N7h1loAAAAASUVORK5CYII=) 24 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 24 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 24 5, auto;}
93.75%,99.9% 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24 5, auto;}
}
div.testarea{
animation:rwdcur259086 2.6666666666667s linear infinite forwards;
}
