@keyframes rwdcur228114 {
0%,12.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7klEQVRYha2XTUxcVRTHf48MaSVBGOgH7bwZGSoSJmES21BxChmitl3UJnVBUqEuqolNS9IYQ4zFhQu1NunHAqWtGxtTIRBDXJDGVruAgrQBtQGbQWzlYz5K0cJMJZlNJ3NdDO/yvgaq8k9e3nvn3nvO//7vOffdp5AFQgihPSuKomTr93+hmIPpgurJWAeuESmHEELY+fr4TtSWjI6UWAsSikagsfGgNPpazwAwOzHBlooKAEInW2R7Z2cXQog1USHHbIjFMjMfu3qNLRUVjF29ZrCvNWQO6FVIbd/NRm+p7PTX1DSOX34ALLO3JofJ92pw2Bnnei/hb++S73faPsTlUs3dhCtwwtZpMhEmHuowk7MlJI2aCsFgLQD9/YOyk94mhOC5Vy/aT8dMJB4mmQgDEA912JKw5IAeduX3b5Dn9LDBW0teoYcltazlrgsmzLWvKIpiZ39SBfTQ1DArIRVYCoZ2aUmm7mpFb/8vwTXkFXosttUyVZTvu2DbkIyHyXNaHWZDMp7JBbMKK+WAzHKXu8xwf5LgWkBtjNbfrMKKSagNikUmpUMNLneZgZj5Pc/psZDQ4PQ1wVJCrkjAjFhkEkCWluZcs5sJ6sdkg2Ej0j4wQgih7mqVdjvJY5FJw5LEbIhqKsTIDqmAEELMNbfIe/THk7YD9EsRi0xaZmheqtVgWYK55hZLJ73kyUSYB93NhkD69oXpfqK3L9u22UEugSb9XHMLm9vPyDOAvgz1ju0QvX2Z9YVeNnhrbduTibClCgw5oCgKQgiKPvsJZ9sIizMT3D17SMta1hd6edDdTOHeFopKg0bn8TDq829w98pRrc4lshEyExDOthFyWzpID/WQVitxeHw420aIH68G4EF3Mzlb3fz9azcApfvPy+Sc/GI/66oCWQMB+Pfv4d7AbwabIQcWZyZIhUMUvN6Kw+MjPdTD4szEcuetbsPg6d5jMhfWVQUYHR5lZ8MRhBDsbDjC6PCohYQ5JyzngZzoOPGBzD2tVpIOh4DM5zS32Cjt4/kI073Hlt5OEfpjgcDbb7Hp2SqaLn6Jv9ovlw/g+nsvsan3+6wKKKmzh0irleRExzPsPD4cHp9lFtngr/YD8MnNPmnTJ136fsQyxqKAs+41FmcyQdNDPaRvfkv5vguEf/6KN1/28vnxd8jZmE+qIN/iLLUQ5fT2LTge/Un6aUF6eHhV0mYCSvx4tTw0VAa9jGszKdrG+Y8+yARaCr5wq4+imnrLc6og3/asV33uRsZXoYd4NgXIfCbF3ndrABjvnwIypaSU+Xg8vyxjUU09C7f65LMeqYJ8Q5VoeJKvoTjcEWTrjnVcO3eLyqCXu1eOAuAKnCC32FgJRTX1luCAJXi2Ldr2VHypqV8+e3ZsZrx/imQ8THFFAcUVp8gtdtPYeJBYLMpT23fj9m7j956LuFwqnZ1dOH1Nhs3n4dQg7heqDDGcvibioQ5hp4DC8v8CXa3fURn0Ehv6FICxS+8zG5nNKOJSqd4ToKR8szy2z0Zm8RVEeTg1KC99cG0f0JYi25FMCCEYGxlj4PoA6jMqB5oOALDrxSCDQ30A1NfX0fX1NwAcPNRAX98AALWBegDu348xNXMP/+FTBufzE48kmawHksR8Ak+Zh7pX6ojOGH/LykrLAWg73U6JWkKJWkLb6XZD20pIJpb/F/4BRAo5Hsz1jZgAAAAASUVORK5CYII=) 1 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur228114 0.8s linear infinite forwards;
}
