@keyframes rwdcur89537 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxUlEQVRYhe2Xy0rDQBSGv5kkD9Ndi3tpVy76HuoqUrAURIoWEYqF4Ox8DilCNxb3alfi3rewZOJikhrbSbzkgoI/HCbNhJwv/5zkTCHWMqC9DGhTs0SSXDp0AHTILYDXY14HgJskd3yGAMtLM7EMzFg1iJv+8RqAd7AJ4jog/GpAVkuApOMdMHwNQGyP8bYGxCAjKUBilqZsEHf9xPkMjhiQAhkChMrMR/FYFohIDtIuXO/CTiO+YHuMlBKn1ScGGYFxpAyIDQcA7l/MuNOA6G6A04Pw8QIAp9VfORKp4k7I5MDrMXcFt6FidHIDQsDsGYQ0yZxWf+VCmZJZEw8vZn1mT6l1qkORoh0qToFoumcC7BEqTiNV7OuZ6QBA98qETXoxwfEZaugUhdhQ2gVbaFWeE7kO2HSzD9L/eK6IE5n1FSnaGtOgkiRnXTieZt8sVIy++33ILfD0E2neG5ZNejFBNg9/BPElfVYXlPx2/BhCLyb1QZx1/534A07UCvErnPgVEFlhK8xv94IsCZ+5xGxobPNagWwesp60NIA8iPUGpstMalNeTVRWA3kQeckr3e4lLV1ibLd1ycr3m+knrurvXSG9Afy6ZzJYOtbwAAAAAElFTkSuQmCC) 2 2, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur89537 1s linear infinite forwards;
}