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23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABdElEQVRYhe2Wu0rDUACGvzRJmxrRFqwSu+juM/gIOgkOIoKbbg66SdFNR0fxHQTXgqOD6Kq7l2hDbaoNROjFKZCmSa3m0iUfBE5ODuf/zoVzIuazfO+tsW2YzNY/eQS+SBAxJ3N8uIkiiSwaJvmkJcScTOVgnW6piDoOCTErU9ldpTM1gTAOCTErU9lZoZMRYBwSklNoWHB9D691pGeDedNio1yi+WJwErtAowVXN9jVOy5rH7zZHWi26JZL1OIMByAn0zvaonlxtn87N81C7IFeipO8Ly9x7q6zbbvnfeLKl9Q8pw9PVN3hmioNNHQkFEUR3O/uuv8gaBozuo4JtIPC3ehWGwCnnW61wwk4hVHCg4TCCGS8nTkjTIo+87/OQtjR9wkMC/eue5QSmVHCC4VCn0iUZH5v4k9UMn/ehFHPwsChErTOXjRVSm4TDiPScyDpcHD9D3g7Bv/lcH8PG+4r4B5V0C0YRbAvcV67KSkpKUH8ACff1By2KrgoAAAAAElFTkSuQmCC) 0 0, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeElEQVRYhe2Wu0rDUACGvzRJm1rRllqldtHdZ/ARdBIcRASXopuDblJ009GlIL6D4FpwdBBddfdSbYhNtYUIvThIIE2T2ppLl34QODk5nP87F86JGI/yvbfGtqozq33yCHwRImJM5vhwE0USWVR14mFLiDGZwsE67UyKxCgkxKhMYXeV1tQEwigkxKhMYWeFVkSAUUhIZqHagOt7eNWQnlXm9QYbuQy1F5WTwAWqdbi6wSjdcVn54M1oQa1OO5ehEmQ4ADGZztEWtYuz/du5aRYCD7STmuR9eYlza51hGB37E1S+lIhz+vBEyRqeLjZ7GpoSiqII1ndr3X8QsllmymV0oOkWbkXL/+5bs52Wl7wJmIVBwt2EvAhE7J2ZIwyLLvNhZ8Hr6LsE+oXb191Picgg4clkskvETyJ/N3HGL5mhN6Hfs9BzqLits510sRneJuyHr+dA2OFg+R+wdwzOy2H97jXcUcA6Krdb0I9gR4K8dseMGTPGjR8wgMaltszr4QAAAABJRU5ErkJggg==) 0 0, auto;}
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84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur15229 2.1666666666667s linear infinite forwards;
}