@keyframes rwdcur165678 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUklEQVRYhdVWe0xTVxj/2kqBIlC1E0oVCTili1iZTBthL42OLXHKGA9jJDAnA2sUn4nBxxSNmUKIOhedczK7qQQX0gyfjG2yuFCwo25Qy+IE5NGWAu0t7W17L/ee/eHQtt6+nP/sl5z09Jzv9/1+3+053y3A/xjo3+E5Dwrs5xUntAYgtIYncxcjLwy+KkSE1oBcP5lifPD9i5NdQ4jsGkITcx8CjHsB8P0bYCB7JvC6HiAfWL5MMKwxxSMf6375vgx4JvEX+1z8QJJ6qxA2r1272o7jC6fHxMgPnz79V7B8gMCuISP5UNnW+LjZSbXbKir2CGbF/1nyYc62YPgT4ARggBHiWQlZK1avzk5NS4PF6RkcnCTfeSkkxHS3s1MZTJ6gDVSX741KEsaus2DmUrvTGZeUnAx8Ph+SxWLQaDSLUxMTm39Tq/uDzRsQNubmlny6c+fINYUC9fX2IoIgkCucDgdS1NVRxdnZVV8fPTbphQnnAISV5uYev6ZQIN3gALJgGDLo9ciCYYgJqlYlKs7+oK6h5sLztvqnOHXgIG9Tfn7Zndu30ZDBgDAMQwaDAVmtVmQ2mxkNIITQz42NqDQnZ/N/Epfl5xfv377d0NbSgmiaRhRFIb1eh+x2HI2TpFdxhBAiSRLtKSvra7xUG/xTuPz5F+wNWVnfKK7UPfM7U+PjiKIoRlG1SoVomn7yva2lBRVnZ9efPnTY63lgvAWJwtg3X14gqc5bVwC4zQZsDgc4nMehLDYbWKxnrzZJEFD33beQkJgEPAcBVN8gxIlEwBPGJjddbTCp7t9vCdjAx2vWDrbduTPzYXf3/J6HD1nRfD5MEwgYK9ANDEB/dzfEiEQgzciAyTwekNq/ATkJoM0WmJEqgZtXGxJUnZ2nmPiMj6Zo1w4CAIrKhcLqztbWIx337r1nstkgViiEgsJCiIqMhCtyORTJZMANDYW2H5tALJE8JrPZwOKGAHISwJo0CUJ54RDJ509vv9XETl2xjPbU8vsuWLVs2a+9IyMZarUaAABiY2KgsqoKxHPmQGpaGrBYLMBtNuBFRDwljVNAj1mBFREOeqMRyktLb82bl5IXjVj1GOHU9uoGzNzQ0NrKmhq1P31ImTvXBB5/PFIlErfD5g0EQaDKioPkjqIi6X6ZbIFrjsry8pt+xffLNs32FJ8Y72ZmIqfT6dOAWqVCG7KyTgIAtF67AZ+tL5YDAFIcOWbaWlCQ6VW45mgld9f69W9tzMs75s0AAKCTJ074NGC329GWwsKuptq6J7l3F3+y5PjefXyv4kul0n3LpVKbL+GJ8Xp6OhobG/Np4sLZs6iirCzZm57bNVwqlX6kN5urlGo116tDFzzq6wMelwszRCKYMm0aY8yYxQKtzc3KRSkpry4Uiw/c1Wguu+67tUncat2i0WqDap2YxQK9PT0wMmxk3I+YPBlwHN/99vsrz0UJBIme+25i3FBuQJW7gnA6Ya5YDNH8Kc/s0TQNoyPDMF8qfaVdqXxAORxrfBpIiBPJgzWgM+hh2GgEkiTd1imKAtPoKDT+0NB/t/m2LG6qQFJ5/nyHJ9+tE6ZLl1RGRkauPHXxojRQA6NGI3BCQsDpcAALABBCQNM09D96BJdqavSGnp5V8us3fpdfv8HIdzuEDT81UVnLV3z/xmuLMn9RKmMDMTA1PLyZHxUV7SSIMINOB/c7OuBqfb3l8pdnzlEOR/5XCsUDX3zGVjyk6UpoV7cXKBT1M82jJqkJwwS4HadtBIGTNGW24fZxzGodNWKYBgDO7CkpGRzo719EkiQvLCxsOD5+1h/7Tp5wBFLAPxInr9mSTuHiAAAAAElFTkSuQmCC) 16 18, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur165678 0.66666666666667s linear infinite forwards;
}
