@keyframes rwdcur38065 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhbWXQWsjORCFP6nldvwHct7TsBDCQmBhfMpfHwaWwP6BwJxyzWkGpiV1l6TSHtrdsR2HTc+kCwRuWV3v+an0VDYsiFprnR9yBtXxs7Xg3PyVMca8N6f7/yVnoQoikDNP374B8MenTyOBtqULYVG6ZQRqHcGHAURI37+P8zFC2xJDwKe0IoFSIKWRRN9TJgJ9Tx8jUZW4KgHVkUTOIILpOgCy9yQg1Uo5KpOPJ3AeC8F+n4Ax0DTj2GzI2+3IY7OBWqmlUKeTsQoB5+ZqB0hXV+P8djuCG4NZdQuMmcGxljQpsNtRU8JuNrSlLEu5ZPFsRLWeGJHkjKiitTIMA9fX1ysaEYxKbDbzo20aXM5jQrdQVDiz2F+IfABvmoYFLowxxvzeMTyEtRZjzCLw7uAh9iMIAIvAQwh474GjGnh6eiLGSAgBEXn10n6/fzOhta9/x8PDw6s5ESGEQAiBu7u7UwJd1xFCIMZ4kUDO+QToHFSPDEhVZ4nPCXjvZxw4K8Ja60UFnHNst9sZ9LzSVXUmkHNGRCgX/GBSYBgGcs7c3t6+FKGqzvIcE3DOYa2llIK19s1jNpGIMdL3ParK+eESEUTkhLA7lmySZzpW1lratsVaS9M0XE3W+wa4iMx5JgWstbNyOed57VS0DuDx8ZG+78k5z+NS3N/fX5yfknvv8d7z/Pz85ppp9H3/QsB7j4jMezPJo6qklE7mgNGKS+GfL18A+Hu/Jx9Ju9vt3p1v+V0w9YQp8e/Xrxjgr8+fiSL4lPjRddzc3Kx4F6Q094TtMABgYsTkjMkZt8CQlhM46wk3h32k7zGqGFWaVfsB1Ze+MCWcyAgsAodmZN2G5CyqMePVvFD2Xydg7cu/oLalNwbTNCRASkFqRVZV4NCM1lLoQ+DnwWyCKqEU+lrJTbMiAUCdI+ZMLIUfB8PyqgxAdu7ULz6agKrSeY8XIabEn4cruiuFYgxayqK+YDGBtyz7ksWuQmCxZb8j/gPgUHID3e8o/wAAAABJRU5ErkJggg==) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur38065 1.3333333333333s linear infinite forwards;
}
