@keyframes rwdcur184594 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWUlEQVRYhe2Xv5HjIBTGv8e4AYd34caOhEpwDduBwCVcCS7B4BJ2S7gShCPHG27qDvQukMAyAoT3Zm6T+2Y0QgY9fu8PIOMK5iuY8U2i+eQ7EMUDmJmVUqCpi5lBROHufzufz4t3a7TZgQLEFcwxhNYaF21XDWkheBiGh9+IKMDy5GcMugFGz3MQtAxKUn13KvZLqwPEXMI3UuEHkHxpTftt/Vgxf9iBaA7SdR07Zf4dwJr0z/WJjy+Pd2AMv3Eu+c7mmcm7H2PbfKbH/L6N1/EF+PWx7Bdi6W81gJ80N3kMMpevo2IRxtJac7z8aiZPAaQ896qOwFclrcZpyn8qAlmAryy/kp1D2ybDnQRQSjEzozEqhC/OIxGhdolqKWGaE1Sv6gAAwF4u64YzuxsAtG0L5xwYgJEmQFcD1Ci3tgEAr6+AtTi0LQBA9aoegJmhpVyceF5CCDBzGmC/v1/HI5qPcUPInSlJACEETk35cAEADR3gwhF9u4He39Ftt7Bvb2GcUw7SyjqA4gpQAKbtwec2qdvYr3qFi75k7WZrQLuxwHy47x33ZhFg2op96KWVsGe7yEMWwKlCgU06nA+IP0Lmmuc9F9W/WgV916+OaUyDxjTPFSGAUDDzAvPyzz63JRERjHHQelmARQBj1lOgVPPw3UdEGIbh4bl0EmYBas8Bayt2Sy2hVJP9ak4CEBG0lovQx17VAHh7OeVTIOtSIIQIYY9Bffvp74HqFLQVKXCyaC+fAieDF97DuLhqorT2rykJYO1yx0oa7zr2kH4FzJ0Y7zWW/usb9QczR0T0pJzwPgAAAABJRU5ErkJggg==) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur184594 0.5s linear infinite forwards;
}
