@keyframes rwdcur110091 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 10, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 10, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 10, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYhe3VW2jWdRzH8ddz2IM+W2seShtjrcdsv0SzgmLRSSToYAcjC4KCCr2RiAgqOsCeFILoIii6iIiiA10UiRFFR2aUlNqRVpuZSZjZKLW5Obe5fbv4P6UX3fSodePn8v///f+f9//zPfw5pmM6pmM6DFW7q1Htrsb/Zn56KKZQefO/hqh2VyOFK1JY3PGZ31PY+9KD/yFECqVTekX+Gk34Ln+tkLf8UMCjDfBs68tCg5dbX7Ho5K/cn8Jpp8Xf9+9M4aYUFh0VmBNWmY7dSpam0JXCKylE5Xsfa/BWx0an5paISr/I32jKEQdIoSOFp1JYncLbc3Za7DpR+U50DokUKnLeRT/ajwZAMYX5KUTheiGvgrcRrS+KFD6du9cZKdzQGVqPqPkb2QSceNJz3u/oFY13C3yKE/EHonPUeArrUohTB/TKW3PEAFJY2rlXb+e421KItvfE8bcZn/WMthTyuADm/Kjr5F4xd1B0DosU2v6pIYt1MKzY+bB5M1ZoLZ3ipylnai/M9NPUhbpQSqGMDdg80W+nMPvALhrK1v7Ty3L/1r3tDfdsv9Ijs570+LSVfsFVccCWXFETro5xxZH1BssX2zox4svxrW6a3KM4tctkrmAhtvXlDNUNUFM5hbOxNoa9lmv0RbBamA4TAxRngeex/8DvLinMMJDjCYxhM5qxLV+Pe7W7OjzWZ3aMmN7f5JaY8HqO8uQopRwOvnVphOWFaSo5zkUTOvAAEs6tNwHOs7v1Hi07rsVcq9Jme/FoCcO/MriG4y5jeBPNSyhOPfhoZAmM4bV6E4i03n2Ni2lcxqw7dGETxoZ/xjhTFzDSw6/XM7Q2q3X+oPkW7ECpUA9Az7qeh25X3fjtpT3bC1M056Z7f3LQvcWZpo3vYPRbRj9nfz+jGxj6kJaVKBnCbnyEbdhRzxgeqlsbLzdPXsvEoLbBV9nXwx9P4xwfHL/AC1iSP8+yQqN3ZNvyBFn8I9hafw8gZWvlLnSjeWIfQ2vYt4nG861vXuYxfN1XsCdNGJA1XotsAlqwr64eOEQl7JEtHoUyDe2UL6Rhrk9qZ9pNGujLPrUPW7EdA/jtcEswG2VZtGWUyheqxLhHcg32y/4P3xxy/iK0yUaxD5OHC9COszBUMyri61yDbbJUShislWoebq5BT8Fv2HW4JfgGk1iESu1aEy6uwY3VoJrRhUtqAEXZVM6uawz/0syq5hoAzMcPNbPBmnkBB7BQ1qzT8nRGtgeaMfNP0kpahHwyOQ8AAAAASUVORK5CYII=) 15 10, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 10, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
}
div.testarea{
animation:rwdcur110091 3.4666666666667s linear infinite forwards;
}
