@keyframes rwdcur164156 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2Wb2jUdRzHX94OR0etMYcht9agYeZOXU/C/POsmRA1kFF2UIyD1arbfDbzsKgnQqD2k8DQQDburnR2q9EeLAm1ljth0YU6zeaMcOmstd1Pt93d7n579+B3aw4WdVtFwb3g++D3ffB9v79vfp/37wd58uT5v3ILHgXKBU8Dzk5w/CvCglWCy2pCmW1cM3egvg/5ZbqRTkEnsPSfEnYJItqIdA5pCslEZuIxXcxkn+vRYDX+BGz/m0TjARGvTIBXIHVlhbLr5IlulTikaE/E3htDuo0EErgWK/6WiCvDr4NXq/Hr9qzwlUuGttak9Ob+ATlGX1GFW7KSVbPmPkWCyGLEHSIeE3GJfVK9fTtzxKdAy7CKfKYKhnfpxohPF4ZeU6g9qlDbN3PS0UYkWLUYA+fFmPTcXllJj0KtMa2pshTrC6ot7ZErGNPqh6a1vm5CyK17qyyZI75ZA+eQ4PJCDRSLuKYZlY48pcPv9eue3dd1wHIr2hNRhVuKtEellFuNDWMqjEa09+uQAi3Dc1NoQtlxzdnAcTv+PqkZpSc3qcQhjY7XKNAyrMLeDnWZXj1TN6FipAfc0o9TK1XpM3XlkvH7hGS2ce1tdnrDGDfDGMXzaf1ReTQAP18g87w1xJAz/RUfdX9G6P2DNLUEePDFWp686xQAW+om6flyD0PJddxcnmCf8QJ7nGC6ljFxP2WbcYaB5cChnJO4BevVPBvplsdTKhjeJVcwpo72XnWZXinlVqQ9qgp3dhxTbu0+HlX5oX6dbV2nEIbC9po3gT9FMDBTPAMXD6jIZ6ot7VH5Cqmwt0OrPZZcwZiCaY9ifUGtrbIUao3JSnp0Y3udPrDFz4cx5k3b+Rc81PIy/ZyCysod+EufZe23Ozl67GO6PtlA0+kGyjL38epLZ/CXJuj5ooEixxFoBI4+jOwzMgu6/R0pRGZa0BzxaU2VJcNaodHxJ2TsH9DWmtTsyzdlt+HVavxB3hnMxv/GYg24BNK4XUih1pjufv26ShzSyRPdc0evy67iBHjDGCvDGIFFic+QAO8Pj9CsemQlPTp8sF/pyU2SeUfx2O0XyeU7sCRHH0sFx2jEwWY2cJZS6yeGCtyU8S7fA7VL4Lscz8ydz+3+cGZ/RsoX1HZ58uT5r/AbRapmMLM5dk8AAAAASUVORK5CYII=) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABIklEQVRYhe2VW26DMBBFz0TF/a3CLrKlrCI7ySayPKL8xlS9/TAm5AEMFLWqxEEWMoK5lxmPDSsrK/+FE0edOGrpuBuveGe6E+jVAHZTDZhXXIg9h/Qw9rwc2qAF8PljA0/ifcIvjHhNvHni7Tlggq35lkAVDQVqc2TYQ6p5RCjd88hXd75Fae5cE6MOBeqmvgz9WaiiUQZRxSZsKsWghqsEj5xlqL7NrfCXZxEDqu8zoWiU2cjEWK594BEr5ny1oIFMFY0qWmuoWxYv80vArQxT0z6Vtg0VU5vl1vuVNoT7Vhxqw0wVrdmWL43IR6+OqwQG7wpcTWnFjxLgi7NrgU3ZKoPgCoweRkl80wj0//1cBo9jcVEeSwu7+FPxlZWVOXwDe923Sto8trcAAAAASUVORK5CYII=) 15 15, auto;}
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}
div.testarea{
animation:rwdcur164156 0.2s linear infinite forwards;
}