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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFfUlEQVRYhe2WXWxbZxnHf+f4+NhOHMdxEtf5TkO3ttAmbdpGWVuilY0yQNuQFm20IFG63RQudzFNiAskPiZxA3fcTGPigl4gxsZIh0BrStcGhpK0XT69JrabL8d2nHNs59g+Ph9cJNWiLCEOt/SRXp2b857/7+h9nv/7h0f1qP7fS9jrhjdOOzslgR5gv0OgGZB0i3ndIpbK2yO/vmuMAQXAKOd7UrnCP+1x9tb4/ee7nn/5QlPX2VZfQ7vbU10rIghoq0lLXYrpMzcH4y7lzQ+Wsplrv0ubH5YD4ihH/NUjjv7eZ/p/3PeDn3+nqetMUBREZ1FNC5mFObJLC9hmUXBV+qTWE2f93c99q9tW08dc6rQ1rtgzQAkw/2eAl9od/edfuvyj3m9f6bH0oqhEp1Hm7qM+mCWvpNGzCmpshvxqkkJaRXJVCgdOf7meUulwavITa6XomS5R0neC+K8Ap+uE3r6nnnn93IuXe/OJedTIFPHwWGF0ZDT87o2hW7+6OvD+O9c/GlxZXljQV5OgrvoEy5Isy6L16Cl/JplsnZ2aTCkQAXTA2hPA4wHvpRcuX7mIlpEy9yeITIyl/nx79B8/e+/2H+48SAyltcKdVC5/byS2PDRw99Pr9Q7b9tl6K8VihSk6qG//QvWtGx8a8aIxCmQ3IMoDeMIvHOk5d/61Q4e+2Lr66QTKfKzw15HJwbf+OTkAjAHjQBRYBBJA8k4sPdzmFlxe0ejScgWnpzYkZjJZ70JkNpKziQFrgL1ZR9zx9y1O7mtqaU/EIqiJZSZn58K//XjqOjAFTADzgMJ6pxcApUhx/o2bI79cTiVupx8sU1zVONjRWVdlS6cAP+DeKrPjGNomR+fCYW+p0k1AsBiNxsMbotEN4e3GSwfSqbj6rrum/mk9lyO7EJdd2B1AAIgDWlkA2ATWlIx7dnqCdE7hX+nSfSC1If65s9wMEZ1YHHQFdWZGp9BbayUJ2+/A4TMx5a0v73gEtoWxpqiWW65AKhrIJUMHcruIAyDrRd3tcSBXgJ5V8FIpAvJ2ejsCSCY5S8nqba5KgiUnJ5zigd32PKxmQ+/WZuYJ+OqocwUMD9UPocsHqIa5lkw212LaHKzbx0lBPPK41xNim0baXDbdYpXAs4FaPxWyk7qWJl3Cp5iYBtv0zbZjaDfCkEZtyDCf7LLFwOH+fva1d9SiFQhj313TtBzrFrtVnDfl8Mv1kvjD1jNn3KmJKcbvJpY/thI3Vsl/wvrI5ncF+EkWOl1k2qDvcLCxo/niRaHmm98Q21raDgTVXJXpsMcjK2ltM4RNt/ttd/SVoCi83nTyRMgsFIjPRvVhQxwfQ/1bCSMMJLeC7zgFDgGtKNjXVY98UqqpqXNUVdHRfbzigr/m0pGrv+/53lx8YLEkXOugwhKd4rH3hfmv7fdX9wWPd3odvipWBq5RtJoTKVu9r1FYBNLsxQmHSxRzIpGDqeSXfJnc/prjxySHLONtaxMaluLBhhXlzP5C4ZLfxfcbmkNfb+w8/Fjziy/IxGKsDn7EYjGQGtLd9/5C+D0gzLoHFLbq7BZIZCD4R8H51ld7z37F/cp3RSkyiyk6sGUXZiiEjYgeX8KIRNH+PYyymDSm83Li75r33m/sO++w7pph1j3kc5dROYlIBkJvC/5fHPJ7nmyrqgxW5TVJdDkxZCcGIvmSbeVLWPG8Mze5VvngqjU/csNK3iphTAGzrN8V2waTciOZDIQuIPc1CuITp8TGHheCv0Fo8KehsGzrimK7Mjft1NSf7OlhASFuYkb57L7Y0bz2kgllwNcIjRkBv21LAQ8en4UoAVYaNePAoZmYCT6zbI1dItleQ+lDS63YeD60V2tjFTatskLpo3pU/wFBk35DqHtW5QAAAABJRU5ErkJggg==) 16 16, auto;}
}
div.testarea{
animation:rwdcur222683 0.6s linear infinite forwards;
}
