@keyframes rwdcur28656 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABM0lEQVRYhe3OsUsCcRjG8e/9FJFAL7XjVA6lFAqpJeIQyYZQWoJAImiOHBqamusfaGlqEipcAoOWoKGxISKaGm8QkvDIDCQoFbwmndq6oOH3Gd/35X0ekCRJkiTpP7mJxfYvE4nlv/p/AuVrTdv5cVmF+YtwuH+mqv0tyLkdvgdTFXitglOB8nAuAA5B9OLxq0gm4x33+bwBOHe7QAhO55LJiZBp8plKHR1AeFTAB9FYYTGqbxboBoM4qmrkc7mSW+GmaW70dT2reDzES0Vm15b8CsyMCuzCS6f/fueM9fjIpmlomuUIkXcjXNd1IYQo1gOBW2thEn9UodFu1m14APAOD9/Sxspjq7P+pPD1bFm1e8vquVHAtu2BbdvbAxBGfnq122wbLT1SOwZX/kuSJEm/9g2L0U+Q/46MWwAAAABJRU5ErkJggg==) 16 18, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAxElEQVRYhWNgGAWjYBSMglEwCkbBKICCVUJCcaslJbenMzCw0dKeOfz8mxcxMJTB+EwMDAwMSxgY5Nh5eaf+//fPg5mBoZdWltcyMBTJcnH5sAgJtfYyMJjBHfCbgcFEOi2Y57+2FsNvFZUIGxsbLWpbbmFhofVJVTWXXV6eQTk3moWJgcEG7oBHDAxb3jN8W/FWXeDKIw6O5g8fPrygtgO+fPny4g47e/0dfYkz7zj+7HjMwLCA2naMglEwCkbBKBiaAAAY2y46dwiQFwAAAABJRU5ErkJggg==) 16 18, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAjElEQVRYhWNgGAWjYBSMglEwCkbBKICCDaKiUnSzi58fbhcTAwMDwxIhIStmFpaHaQwMVrS2vJiBQY2Rje3mfAaGOLgDOBxNXVi8zFk+aWoW0toBr7S0CjmcTXn4Yj0d4Q74rivT8UxBzP7e9evhtHbAuocPs59pSVu/V5XJp7Vdo2AUjIJRMAqGBgAAr74ZA3H+pS4AAAAASUVORK5CYII=) 16 18, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAATUlEQVRYhWNgGAWjYBSMglEwCkbBKBgMYI2oqFUSAwMTPe1cwMDgxMAAtfRvmLPLa11dA3pZ7mRsrMSRGhxIL/tGwSgYBaNgFIwCvAAAyMkHg3IZINIAAAAASUVORK5CYII=) 16 18, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAPklEQVRYhe3OMQ1AIRDA0IbhlJAw/Q2pKEEJXtgJBpgvf+gz0IIkSdIfrNYiuzkgAArAjNOzB/ZX05uSJD1dGsYFI2MbA6IAAAAASUVORK5CYII=) 16 18, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 16 18, auto;}
}
div.testarea{
animation:rwdcur28656 2.5s linear infinite forwards;
}