@keyframes rwdcur80860 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYha2X72tbVRjHP/cmuaEM03SgVqgh3YuuKGiGxDFfjEz2A9SmfasvFPwBdd3A/Q++903T+UZn8eUGNp3gWgvGigirsvaFMqey27kixappSoV7b5Lji5yTnvy4yU3qA4ebPPf7nPO93+c8nOfAIUwMrsQPEw9g9LGgGshnUf4uAkVj92yxXeyhCcjFk9oY0gj8A9hq9EIiHBQoF00BJ+QzBcSAErAuxx2JXf9fCWhffwaYkgsriwGnJaE4UBSDK4FVMAMSTcqRUYvviF2e2nuTv0RJJ5LRsIGsKwFt450AEsp/zV3iXvUh19wlHZ6QuHjQCgmiQJyavJk6KSGYcxf5YOAic+4iQggdn+EgHYcjoOV+FO3rb1XWOGo8wmVrirhxhKXK93pYQuKTQVTopoAikNKdOSfPjDUJwIw1Sc7JN8elCLgPghAY1Qlsim2+q/zEq5EzALwWeZFvKz+yKbabCYwGIeFLQJNf1TsAV52bvG6dZ8CIAjBgRHnDOseHzud6eEzGdU1DJwVa5HeFx8fuLd61JhqA09YEH7lf4ApPd6s09E5A+/qG0rteXuXZ0DHGzJEG/HHzSZ4JHeNG+RvdrUqyowp+CrSUHsCss8Cl6GTbgBkry6yz0OzO0KUkOxFoKL07lV/5vfonr4ROtQ3Ihl9gs7rNRvU33a1KMjiBps1Xtzl3kenoBCGjPeeQYTIdnSDnLDa/6rgZOymQVH922eeG9zVvWy/5wGv2jvUy170CJfGv7k7SZwrqQfPuMhfCaYaNIbbEDvPeMrcrdwG4XbnLvLfMlthh2BjifDjNvLfsO1eztTuOFbiIrP+ck2fEfJSn997iD/E3jxlxzoWf4/mBcT51V/iy/ANXxFWeMI7yuDlEzslz2ZpCm0fN23JEtyNQlMMGEo7wGDNHSIePcyGcJm2OMevl+aWyVQ+4GM1yKTLJWvUeS+U11so/4wiPqBFBzqPmDKSAIrEOpKJGJHbzyPs+sAMzDZOToXFOhsYhWnerbsm3OfHbAzZwH2gp7B5tQc5jByYgWymlwFfAap+Lr8r4dTp0y51SYMvnZ9RKKeGDbWcPZJyS3zcFbQloKiAGV6DWgr+HdiqWxD6bYpuS2G8OLwGfAAVj92zX7jhIS2ZTa7cLypE0hymUNzi9d4VCeYOkOazjCxJvB5g78L2gXhVAIhs+RTbW9kx4QJdd32xdFZDpsDlQoeQDLaF9fdB7QS8K2NR2dZHGZkO9Uzcjmx4U6PduqI5rZfc1Ij3dDfu5HUPrAVOvml5vx/8BAHtU4SzXCgIAAAAASUVORK5CYII=) 16 2, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 2, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvklEQVRYha2Xv28TWRDHP2+9Z8vocB5GSrrIVyRYsgSmSUkMFFCAdH9BlDKKicS/wH9AkVjQJJfUoEN00MS6NgWmDA1rkKJIEdzGJ0Va4/Nc4ffC84+118mN9LTW7Myb7/u+Ge8MXEK0iL6MP4C6QEC7MM/Q/A6BMFQqHOV7aQAmeMFZ1xwAfwOBXdOA8JMamqBl4LZ5loEc0AIaZn0wto3/FYBz+rvA7yawlRxwxwDSQKhFErPgJQRaMKtig3e/faNVKtH9/t0FUnFsE8lEAE7i3Qbmrb69s0P38JD2zo5rPm/sdNIKScKApkdvxSpEhHatRvb5c9q1GiLi2lf4eR2XA+Dc/W84p++8e4fK58k8eYLSms77967bvLEvJGFhEgMWQNlVRltbpKtVANLVKtHW1qBfmSnyID66SFmLPNMip1pEtIjkgkDU9esyc3YmWkRmzs5E5fOSCwKxNsb+mRYpT4oRy4BDv613AKIXL0ivrKCyWQBUNkt6ZYXo5UvXPWf8El1DHICCFnmqRZr2ZDNRJGp2Vq5++uSeVq4eHoqanZWZKHL1TeNfmJoB5/R9pffj1StSt26RWljos08tLpK6eZMfr1+7aluSY1mIu4Kh0gOINjfJmOQblHS1SrS5OaiuMKEkxwHoL71Gg+7Xr/iPHo10+OXxY7rNJv9+/OiqbUkmBzCQfOfSrtXIrK2hUqmRG6lUiszaGlGtNvhqumTUIlqLrPYlXxiK0lpyx8d9yTe4csfHorSWmdPTwWRcjQMw7grOHdp7e/gPH+LNzdE9OqK9u0vn4ACAzsEB7d1dukdHeHNz+A8e0N7bi90rCQND5efduCH+/fvilUqi8nnxikVJb2yIFpH0xoZ4xWJPXyqJf++eeMVi4nIcxUBoVgAgUYS3uIi/vMyV7W1yJydk1tf7HDLr6+ROTriyvY1fqeAtLCBRZF8Hzp5DEteQhPS6mrLKZHK/vn07jjQAlOfhLy3hLy25atstxTYncTkQAJ+BNxMjj5c3Zp8gzmCIgVCpUItYBkJ6JXnnAsH/AvZN8NhuedwVBOb5pwExH2M7Sr4YP3uI2CsYCcCgDQF0r9u5BjzF+SpKq0W32URarUH3FvAHUA+VmtgdJ2nJAnrtdv3cqVCgU6/zz/IynXodr1Bw7evGPkiw9+TBxPyDlem15KuMv4ov9E6/DzSStOYTGTCbBPxkYYhzIy2c0yedC5JORhbEvvltez7tvLOTUcCYpBuUi86G9nNt5bMDZKrZ8CLTMQx/YM6rZtrp+D8zhOaDxAYFsgAAAABJRU5ErkJggg==) 16 2, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 2, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlUlEQVRYha2XwW8bRRTGf7Nr78ob1TE9BCMhyz1QJJDAvbS34h6AC4q4wgEuIIWGSvCXcGlCL00bcWwlKnEBcahVCSH10nDl0k1RRaUG4Tiyk9317nDwjDNr79prhyeN1h5/b+bb773neQNnsFVZr53FH0AssaEeqGdXfe4C3UPxopvle2YCavOmMV4xCPwL+HosQqJUFKg2bQGX1LMFVIEesKfGE4Xd+18JGG9/DfhYbaytClxVhGpAd1XWC6tgFSTaVKOtN5cHCUdvvUT+k5hE2ga2kM0lYCTeJaCh58M7xyR/xoR3jk14Q+FqRSukiAI1RvK29YSUknB7QOW7KuH2ACmliW9zGo6zETBifwHj7eOfQ8R5gXPDQ9QE8S+h6dZQ+GYRFeYpoAm0zMlgq4+z6QHgbHoEW/1JvxYF86AIgQsmAbmfEP8eUf6kAkD50wrxbxFyPzH9WspvLolcAob8ut4BCL7v43zmISqj/zBRETifewS3UipUld/cMMxSYEp+GUrCnQHOV14K6Gx4hLcHyDCVjDoMixMw3j5VesN7Afa7ZayLdnqRN23sd8oM7wfmtC7JmSrkKTBVegDBzT7u1yuZDs6mR3BzKhnbzCnJWQTSpfckIvkrxv7IyXQorbsk+zHJH0NzWpdkcQITyTe2cHuAu+Eh7OwDVNgCdyO/JPPCMEuB5vjbIUT3T3C+8HLgI3O+9IjunSB7qWRssmQIxk7h7oDShy6ibiGfJ0S7J8SPIwDixxHR7gnyeYKoW5Q+cIl2j3PXmrSs41iDu6j6D7b6WK/bHL39Evl3glizKL3vUrlcJvzhmOGvAfLbBPGahfWqPfqnvDFWq2usO3VEZynQVcMHkIHEumhTes/B26lx7mAN93q6EtzrK5w7WMPbqVFqO1hv2MhgHAbfWLOQAprEHtASrqiu/HQ+B3ZqwhLYV8rYV8q4p9O6W8ptTvJywAeeAg/m7jzbHqh1/MIEVCulFXgIPFpy80fKf48Z3fKsEPjq+SOjUmrkYLPsmfLT8ueGIJOAoQKrsg6jFvwbjFNR9hLkfoLsJZPuPeAu0DkUL+Z2x0VaMp9Ru90ZOzVthp2Qo6sHDDshVjN1OHUU3i+wduF7wbgqgEZp3aW6vpaFe8acrJ+0uQqocPicqtDLgfYw3r7ovWARBXxGWd0l3Wzo3/TNyGcBBZa9G+rjWttTg8hCd8NlbscwfcCMq2bR2/F/hu1IDCYPLBMAAAAASUVORK5CYII=) 16 2, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 2, auto;}
}
div.testarea{
animation:rwdcur80860 3s linear infinite forwards;
}
