@keyframes rwdcur24202 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 8 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG8UlEQVRYhdWXa0yb1xnHf+/N9msb25hLIDcIl8EICbRLSEKyhGyF9sO2amvaKFq0JGq3atqE2kbatEmRpvXLlkldxdop/RAl7TqppK2qtGqzrYkgKaFAyBJyIdcScCgzxBhjbPMajL0PxyEBDIkm5cMe6cj20fHz/5/nfiQeldQ3q4AVsAMWIAYEgQgNNRN3j0mPAFhOgi4HSpMrAwgB14BuoAcI0lATVx9CmXzfTpyGmvgDKNiBMqCO4d7t3Ggqw98Ljlwo2DjA4lUfAEeBC4AvtQUEsPW+JQNxIJJcBg01sRT/U5M33k73P16i6TU7UxMzz1TtgvV7DgCHgEvzWcACZAJLgRxiEw5UkwF4k2uI+uYgEJtlEXF731fbpsGLt8LiVfDvIzA2CB1vQ3bJTgqquwCPPBt52ocT4/mMj1bj6Xye7s/2Eh5+nvHRHURDm4CiJEFr8vxdcQClXP28lKkJKHkCntoHPadhzAvZxeLUpY/tQAXgmksAVMBNzCglOlbLp/ueovn1Mj757XcIDb1AxL8LI1gHlAM5gD1pegATkMXwLfGrYBOceRdunwXdCd/+pdj39QBkA9b5CDiIxwqJhtcwOU7d+nwYugZNfwZ/XzVjg7sI+Z4mFn0cEe0u6ptNiFQL4cgRmnrboO2Q+P7kPggPJ+2UAyIrDCWF+S1APmH/FsYG13KjiVfrv0tOhp0zbefhqy8gY0U6mv5NQAMmkvExmdSSAdImrh/XhSXiUPEjsGdC8+sQM6DymTi5KxuB9pkE1u2WkgTyMEY3EvSW0NfB5seW8MSGQipKcvjyfB/R662gO01YnCuRZSuJxBSaxQCiwCTpSzUiI48zeEXoHbwCN5oE+JJKqHnpQyT5KNCTioANWIoRrGJ04Bt4zrKmJJPC5W5ys9Ko3VjExetefJfbYWoSbJkFKFo2iYQEUgRFDQB+VmyI4ly8mvEATBrgzofKbbD15Q+Q1UbgHDAyfyGS5BiSSP+hkTCSJCHJkJNl58Dvv89rh7/k6PETMNIHlc9WklnoxupyIUknUc0DQCOldecoratAZEwAuAx0ApeAIRpq4jMt0H44wbrdJiCXWHQV4eFyettZlmVh05rlyIqErICqKWyuyiMz3UrLqfPQ0wIZ+U5USymSpAJhVFM/cB04AzQDp4CO5N4IDTVTICJ+tsQBA0ULoppBd3FnJIKsSEiysIIkS9z2jtJ11QuAzQbhU2/A2p12llQ+hy0jm/jUMXRnB9AL+BBNaE4ZT5WGouRKShDNEsedxx1/GEmVkBSYiE3x8YmrPPPzRo413+TFH3+L997cQVVlLnT8DW6ehBFPDeHhHUT8tUwaZaQuWixsAc0ygqwFMdtdg/0hZEXiRq+Pv77byelODxVli3j5pxuoWLkIWZF5a//3aDjYwaH3joKnE9burMSd58KaboX0OJqlm3v9ZFqUOfAiE5zISh4RfxWB/rSo5yIWi8Kv/3Cc2wOj7P3ZBva+WE3eMtd0XCiqTPXaZRQXuDl18iKx3nOwqNSFyZaJogUw6YPAGOt2G7QfTjzIBRNABFkJoQgj/eVwB5vX5XHkwDZ+8lwFDocZWUHEhnSvqdZuKaTxrWdZnhmCE/uhp6WIeKyKWDQf0axmYKYiAKKkGshqBFUHYM/2x/jTvlpKi7OStxZBmUoK8tJ5/+ALPF1bAB3vgL+vCKRMRJGbgTlfDEwABooaQXcAULzCjW7VRBZIc4Gj0Rhfe8cY8I7R/58gAz4DyawDCbh91sqSipQXnq8QCRKyFkE1AzA0HEZWZgIHRg32/u6f3Oz1M+wfF5uaDpPjICkgK1BaB7nl3agmP2AkdT+QQNICWhBNByS8d0JzbvyL33xK1+VByCmD8gLQXWB2gCUNrG7QnUM4clvRnU2IOTD0YAINNXHqm0W6KFoATQdFm0EgHk/wq1c/F+CrfygmHkcuKJoHRR1CUnyoZi+y2o8kXyMW7UE1e4DQ7GI0nwVEX5fkIVSLge60DA7dI/DHN1o48cUtyF0FRVsgfVk3JlsLmuUK4EeM34FZn8Gk3hmyEIEgqvkWmuUm5T8oH7hyEIB3jnTx9w8vgj0L1u8BR04rmv4JmqUDMS+GEL42knomWGCaXigIQ6gmD4p2gayistE25OMtPex/87Tw79ZXIG1RK5a09zFZ2xA1PzgNCDzECD/Pw+TeWJ5P4OsaZOVJrv6rjq6PTNgyYOsrBmZbC7rzGLqrFRFggftfPA8r87+MxKDpJuQrIh5bjS2jhER8MbEoJBIDJKYuY3VfADyA/38Bh/ldAHfdYM/sIToWIhrqQZKtACimACbdi2izKYPrYWXht6FwhYoYty3J73crpVipXkiPTOqb5VQ9/f9a/gsNGInm4VieFQAAAABJRU5ErkJggg==) 8 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
}
div.testarea{
animation:rwdcur24202 0.66666666666667s linear infinite forwards;
}
