@keyframes rwdcur227804 {
0%,33.049171270718%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0UlEQVRYhe1WUQ7DIAiFplf1/hdY4j6UTRChnVqzxJeYmmJ5D0QqwMbGxsbGZcSYxjJyyGOsiGOks78WcK4W8FolQImcigzxiao/OSkAABZCPvNpAo4vEbqLdfT1h87iY1mKaduknSBtCR3HsCS37DT0LGUB1OjQmBPIWfkuAo+Q7DFkH6ElAv1IPEhyJkAKr9Z2dkKNnCGIZ4WODFjkLZ/DMuBFjlj3Dv2bHwS4ab+F7OjqNtwlL4vR7ANayp7B5PsABdbO2vILifgXzNgGu2bee59Sr5XHFSkAAAAASUVORK5CYII=) 10 11, auto;}
33.149171270718%,35.259116022099% {cursor:url(data:image/png;base64,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) 10 11, auto;}
35.359116022099%,37.469060773481% {cursor:url(data:image/png;base64,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) 10 11, auto;}
37.569060773481%,39.126519337017% {cursor:url(data:image/png;base64,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) 10 11, auto;}
39.226519337017%,94.375138121547% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA10lEQVRYhe1WSw4DIQhFM8te0/tfoA1dqPEHSgiNi/ISM5MZgccDiQAOh8PhEAMxL3hdCg5lIVp6jpbO/prAc5vAW2sY9r/7hqtb+x4MB/szNtIh0kEHMj1BFZnYHGmPVyhLZ/9MmaKFrA1nhaYm1GdCB6/q8H5jZjY0Foyq1G+ndyr4J5UBmjgSYTXSAqHJXH0ticFciq4EsxImSNNzAZGyVglKgd2eDGISWihB+ViDMwSsSMggGMWSctDZjc0omgMa8M4l+PF9oJaSJ3j9QiK4SFicCB5fM+5LwPc+uM4AAAAASUVORK5CYII=) 10 11, auto;}
94.475138121547%,96.585082872928% {cursor:url(data:image/png;base64,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) 10 11, auto;}
96.685082872928%,98.242541436464% {cursor:url(data:image/png;base64,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) 10 11, auto;}
98.342541436464%,99.9% {cursor:url(data:image/png;base64,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) 10 11, auto;}
}
div.testarea{
animation:rwdcur227804 3.0166666666667s linear infinite forwards;
}
