@keyframes rwdcur202527 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdklEQVRYhe1WXWxURRT+5ty70+X2crvdbkv5kbprSbc1tWwaCZrgpqHFBCMqD4QYJEoIEmMa0ydejE8mRptAamLUEPGBEAI89YGgIJsFomlNgw0B5E8QisAW6rq7bJd758740G7p/rSUxCfT7+nOnO+c852Zc2cGmMc8/l9QaHr5jNm46qg1Vw82F1JDNFZvcLqkwBK/H39lxUy8yLqfGzWvvJIdlzcy4yxy88ya5JNi05MIoa4f6iortF8XWfpXAZOONnedul6O19J5erlZzc6f2L9qLFClHzENdTa8dsD/pPizrsCy1cf8lmUM15p0gBjLAYCQyrz/0N188cfo0jwvvHbAT5S7tdin9+bnhIR3NOW+Pe562q+ffCkxU44ZV6AhGvNZlnG2tlKbSg4AxCCg4J3OzT6yJRgIRPBXcw4AOiFXW0UHFnicofCr8fqnEtASjZmVnIYDJh0iQg4APDp4OMh7GGMSgD6dv0AyAQXyV+l83+6VHwAAESG4xKA6S9uvKQyFOo8vn5OAxe39hqqg4RpTO6Ixls3POxL2tRG7jzHIYr9kpSkVgLG/bfuNdwf3AMBCU9f7Pm3drgF2vZ9/H1xsXWyKxp6dVUBDNOb1+avOBQzq93pYLhzk3VNGCTgOBFSpnyedLRH1T8oWb20b7AMAo0KTB/e02XqF9kvLulhjeQHt3+gGp3M1C7V+XaOUUBA3bjt7ixWrMlsw4nABgKp9XC/mA0A268jNO4f6Fvn0vUrR+fICQjskgJCHsVS+4pytsigCY6qkWoTapa4x2v9lpCcfdemSBRONSoQVIdMEAAZW4vt4cJhJxhgBQDjo+ahcJXlhjLHCSg8z6UrgtXcGPs9zvv6s9cOJb4kvPm7ZDgBQssS3QI1SSoIIN++435XLHQ7xXUQEpRQw2QzFvnm8vnVw6kx4872JxpzkFfgW/wVCKUXZnEyVE3DtluiVUk7U2D5UvN9CKUWBGi+fLuS5BtPMj22pfAy4jPZvp3wLBEiSTYmU2KGgKBzk3RqxArvjSAEAYEw21lrF4iUUsG/3C92GoU3Zej9p3mZ4NXIkrAdpuR63a1ox9L7I20uO4pbO08sZqYFnAvohx1HJiYILcTcldo2hqvre8ZVTTdrcFU/XV/M+UlIU84WEmUi5G5JjybY7QxsKGrvkILpwYs3NR4/cF2+Nik2uVHy6LRzkPR4dnAHwPcyUrIBSsiSekMocTbsbme1GipOXFQAAV+MdIxnbjSTS7laFxyKujdh9joQNxqRjeEu3AAz+as5pcs8dCWM0JTfayUzbhXhHplyuGS+jP+Mdd3MqF0mk5RYpJy4fx4GABKCU5MotakKWUVLxvb1tO+vrKrxCwvsgLTZlxlnk6uD6sk0NzOFBsmz1Mb+10BgOWOygBsreS7vdjrCfv3Ky869ibnPXqesBi/o1omwiKbYI241cjnfcny3+XF9EvkpOwwqoF5Kar/y05o+ZuM1d8UsA6nIub5rtHfDUaInGzEVdvxn/WcB5zGMek/gX0ArDYFvaOakAAAAASUVORK5CYII=) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur202527 0.66666666666667s linear infinite forwards;
}
