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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8klEQVRYhcXXz29VRRQH8M8rr4VKpYhSqqKJBko0JopEo/8AC1fFCGzcGk2qG7V/RQmJi8adUeOmaiiJiVE3Lo0xdWMwAjUKoggF+ygtBd5797mYuen0cu9rKwtPcnLnzr1zznfOz5maddPECJteZmiM5d0soYlebEX/BS5P0j7B+Jn1Sq2t/cuxUYanWcBePIKd6MGfeBgZ5vAHzmIbLh5i/ORdAJgYYdcM2QAvYk9UmtPf+ASvYjiZzzCL79CzyKX9jM9uEMDxI/RN8QJuYxBPFv7J4re+AjD4GdewOQK5fZS3Py3TVFyJ996kf4rDOIAraFQs3VIuwnxc96wgp38qyF2Tjh/h/Q7zHTqRs2S8EU7XzXeC3OOvFDUmLpgYof90QDy0DrDdqFMyN4fPsLw3jYnEfrtmgs83orwTOUM74awwznA/nsfQTCohAjg2GqL9Nr6o2EGqNFdQVFQEkc+1otxbyLYxMZpLq4fH8DTPxR8z5cmR7jZ97yTv6bNI2zEg6PlxOldSC77feprXlUd0rrRTwQrjKhC15NvHuLGP8TM9obzuLVFeNHXRxN1cUBYD+XsHj2HTqKB1aCyU15TSRWXjKkBl3CqZG8aOMaiHxrKzRHlq+rbQfBaFnnAtPm/hCTzoTjeUUe6GQdx8NAJYCoZwUSid16OCeaEC/hPHWVFapN+F1H0Gu9YA0InyNmNZBNDEBXy1xuJudBnfYJ9QvquoiS+FetPKAdQFEx4VGsuSYIFG5NwSVRYguPApwRLtOJe7I03pHhyMeuo5gIG4aCgquTcZp3xDcE8eB9eFwrUn/p/HSk5pPNSS5/a4fksOYPMF5naHQ0QeeGXchx1RQLEutJUXpTIABKv2no82uTIZYqAsvarSrlsKlqVdce4yFiYjgPYJfrVShtM0LCs8ZX1gvWBakf9C+2Rik486PC34tIH9FRYoAqwq0akbcrOfEQ6vvfgNr9WiBWDuEDNCcDS6mL9bFcx3V9x5S0i/RSGQZ9E4pAAPH1xnz0DI5fWU4W6WSC2Qq+nBeVxa4I3B/Et95aer+1k8Gw4OeaSvB0iVK3IQ+R6XhKrZWlWpkhY4PkvrKN8KriimZLeumLog52Yyv4RTaB8uHtE3WUVfn+LgVc69FKpbH74XKuOOCiuUWeUcLuE+wfe/IHuLdz5UoIp7wbEj9E6Fc0JTaB4PJcryXTeTNalLrgidsi5cYLLDvPt5maY1bkaDP9DZxuN4oLDrBn4S2vE9Vh9grgnFxgI3D/yHm9EqIKMMTof2uVMo2VuisoaVXnLDSp/oxfLd3g3vADJCbZStYzQfDebPhDiuo+c8tybpnNzI7fh/p38BJcsvkGJwr7IAAAAASUVORK5CYII=) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur100562 2s linear infinite forwards;
}
