@keyframes rwdcur57932 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 19, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABe0lEQVRYhe3UTUsCQRzH8d+M6+yo2/qEUkKsPUC3okuHDuWx3kCHgt5AL0J6BZ09BNHRVxAUBHXp4CHEg1IUPiBFomnlqq0zvYZ2YSLY7wv4zQf+MIDff65QKmmX3a5ZbDS42w3qBWBlUvvV5vOJqcm9fD7vaou4ffyiXT8c6uEjw5jJDvr9R8MZFXYy1vlvdzS3AABo1Z9OKaE0yBgz4jFXG95OYC0bIIBlLR1QPZRQDcgAgBBCCClH8ntsqAaAEKJtr28Udg1ji2gsqhygc76SBXA9nXYBKZQDhJTvNQAj2y6LybinHOBMJ4vNt9cbSWC63fAEaHVasSDTzcrD/YtyANGCM/FkKvElbXQCH10AbaUA6Ti1AbXbYAFnNbu26HbH0wkWptFNxjmbFTxLda72I+Jz88UAD9E2etVAKGKyRPpOKQBAmgQZjSGSdj4HNwDKSgE5QhpiZF/FSBhibN/mCBkqBQAAYfox79sV3Uyeednx8/Pz8/vTfgDvqHX4LILR+wAAAABJRU5ErkJggg==) 16 19, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 19, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 19, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeUlEQVRYhe2UP0/CQBiHf3c9oEKLQZFAE2DQ2ESYjYMDYXJ1cXBwc/QzsPoVXB39AMaEQUIcidEog4OJMCBGqPJXWujVicTVa1Ki6TPdDfd7n7zv3QE+f5mzWo2VDSN60WzKohnUjUBWWzskitKIMuegVCoJZRHR4letxtFN/TEnSRK1bZvv5vL1PS17/tscJioAAInV+LOb84DbEWQ3FADQ9fzxIgS0+cIyzfbPvVcCc7ISYwoIERqna4GUlt7SVbVAWTDiuQClFMPhwGpw3udTs+e5wJISOaGEgHN7Ipoh/AwJpey12zJ6vQ/DbjkvWkDsMxTuAAkEYzTE+Ft4EN3JbG4TFvj0VICbk3s1sryyrm0mH0bvd85sOvZUAABCRk/ZV9PFmEXiohnCd0BOZdo6kJABSCE5HIzFqyI5bjpwawGoOtMODcocgOKpQIGQzlOnfUqAvv01ugTQFs0SpjweJ69tu1uZzYqeF59TcZyF1fbx8fH5H3wDPA9ulnKNSOAAAAAASUVORK5CYII=) 16 19, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 19, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 19, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 19, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 19, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 19, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 19, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 19, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
}
div.testarea{
animation:rwdcur57932 2.6666666666667s linear infinite forwards;
}
