@keyframes rwdcur171753 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 3, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYheWWUXLDIAxEVz1Zbhb5ZvLJth8GLMsYg0v6E81kCI4z+1gkBDApSJAASXDkfz+zACAAmMbRYIppMANRHBCRJggJqo7ZOxQkqZuJ9FF+xwfFMwASgP/M2hrv4KWbESLPn0IUwd7qiACaxHUQIgvWxts88hBZmCRV+yGymJkVcf/91pEahJkNOdFyIY/9TqhzogPCC8WVm1mfC1dO9CRmtL81bwLcQeTVtBy4G28BIgQcRF5JzYEry+OzLoAWRK066itm1YGh3kWSIuLnAEofgYgICe6dkQDl2CnDONSONwH6eQFZUjODAKtZEtnEZXtV/LiuNiJ9jNp2mNlpO3rKdQqEurNCfX50lOtjgAgB54Zz4vbM+NOVLOYEACwieL0Mi0vWZRHUyhV4doM7RayO9KxUR4Z5p0rx7025lFadWPbSfJOA7te+GZrViDmhbv9zUmrIiXnXclScUJTzwTuxrutM2XM0q6PRxP4HYqQVz4BQlHvg4cD6uHiEwMWhNOUc6IEogvHA+Pr4BTk23QSThImoAAAAAElFTkSuQmCC) 2 3, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 3, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 3, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 2 3, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur171753 1.4s linear infinite forwards;
}