@keyframes rwdcur33962 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzklEQVRYhe2VP2sUURTFf29YQmDJskqK7KJikUJTSYqkcQOGdBZ26WxTWW4l24ndNn4KP4Zwx8ZUWgVsxGgQC7EwhTHMuRY7b/N22GKKJAs6p5k388475/7jDSwYAeANf7wO+RFL4bIDyOoSr8K8dgBXZQ7Quk6zeajdgiaA/yOA6x7AKepeRA3+TRjKDN1L3jG0cRla8/aqnAzoAEcJ9yXwIT3s7nWHtKo1szdg5Qjo7PS+XnAMdbeEl+v9uE7NI5Islgz1KxmuGVpNtDB019Cd6GPI4zOtAO+CY2gTeD3O1E5En+Vhws2DP4kZDpWdASeGRiVvBHwDvo8zYQjgfKjsE/DZ0AHAUJNrZ8DKTORdesduqDD0vJKVG9o1tO+0Pcmib2ijPBd5twztOm2vaETetAIzLU02HpYme+X3ZXf3LRGDKwx1o4Ghm2VblpOyr0VxQyNDRak5Na62oBVLc5jx1tAN4Ieh+ztkHy1IY/QUeA+cTobiFEIA0LYHDuG3ZRJwAKzmk3a2gBfA45xf6wMPr/LghP4X3G//3PZw8RMw1DFUJBVZN3RuqGXoQdKes5RbWW9GDr3jWIE9Q0VSwU460CwKCzVv0KBBg3n4C7ChU1b7xVO2AAAAAElFTkSuQmCC) 1 1, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur33962 1s linear infinite forwards;
}