@keyframes rwdcur203834 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 9 13, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhe2UW0iTYRjHn+/Qt89Pvx2YTvvaFq0551BT3AxTnM4EswNeGEEXEV2EVBAIQRcliBeGZFAXHSApESqoCAs7iXYwK5duamquWrnMbAe38rCD071dDSIimQRd9P2u3vd5/vD83ufiBeDh4eHh4fnHYMsFbgsKaWXCjNrppzgsQhVsQGbhPC7EsVVEZDiS9ZH0+ywycu5Lbvjth78qcDc+c2+qnD4oi1+VhU84vI4Z6Ti5ODvgi1e88WKsN4kNySVxwfQ4GvIS/G4Om3TBeJC67cAVx3dE+sZXLNBNppk065Y6GUz23uai6oa+kS9JGlXoBJ5c+rtXIxJ81koVifQCwS243QHzBy855MG4ZpwggsaI5c7qiFvXBTn3/YC2bIeB2FfSweiVo1hGMQDAfUbTvKTPRMG09SgsF6HAxg3Ik2l68xjL398jysp4wZVWj7MaK5ICekWqrY/AcG8JAI1BIpoFPNwElarYDQCgMd4ofgYw70lhkS9dh6azN4WGuNJzZjpb/Wu2H8t9N5hkvNQJOacdQM6fhKq6aYClVii6ZAPp1IoEDkN6G0pfg9wqQ38/q69+SBjE0d41Jr+qQ1JSHL3fSKgko+cuka73Fuhar4DhahNsa7ABM3IBKz8Qs8B1APREkFP+u95zNufQA4G+8udae0rFvpDJ6PSp5egVUN2NsL22h+DaRwm6pZcQ34tZ4BRIJi+D6Vwbs3Fzn8LQ2yMt1PyaOQ8m8im36ehiWUl4SqueqoeiWve6ZHQCdjb4lDLfWSjbYxPLnS14Uc2fZpG/K07CoV1GqO9ei0N1wKsaswSVnmivlS5PEFG+mhLtXF1gNuC62OE5EhHp545t9Vy4YVY9zIPBCvuicCYpWVwQpuOY8Bw6A5GYdwDQTmzWDYPstZ2lkJ1NnryLZT24Cdq2T0IGBVeL0AQAMmNKa0gmQSOc6PtxUO4GALCz6tehFDEaTuXQacKQt9ycZX/CTqZYL19LVQiFqDTu66hw2uldmAkGwIUnegcQZQmTks5j4ZGuaP6KeBspxScKrX589GjQ6lrB23l4eP4zfgC45TDxRJ7OmQAAAABJRU5ErkJggg==) 9 13, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 9 13, auto;}
}
div.testarea{
animation:rwdcur203834 1s linear infinite forwards;
}
