@keyframes rwdcur38700 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 12, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjElEQVRYhe3WQU7bUBDG8R8INRELhFCFKkRvwAJOkV7HC5Y9A9eBU3CFqq0QC4QQCwSoarp4YzWO4+eXxGk3GWv0LGvk7++Zz89mG9v4z7FTUDONdRTrb/waCmC3V/wa1+ANxzjA+F8ATENYNalU0wp+4ASHQ0J0iaeMo4pDGsk5Pm0KoikuckMQfR7IxW0A5MZRw36I3CsBGPkSZzd/b1GpwNXOlRlj5iCKDNzVgc+zEC1xDWMugljLwHs4whlzcy8z5iAGHkfRuXoIZcZc2sBdI3jFE+5xkSNdMU7xEfu5t6AJUWrMvjoupREf9QFkIbLG7Krj67xAyceI5IlDaW634eqGuElAzAg26pL4ezzQHb7hrhSgBYGmeH2ndsvnxe/xPdanZXbCVY3ZKY7XZTpQR7MTmRH0iVPugSKIarKc+DoALYiM4TrF1wVoQcS1y1if+8SHAJiHOJU2GHjEz5w4C77PK0T9dpB+Vp9nAB5y4gzTgTrG2I+El8hO8aEBSB2t95ZBf9+3sbH4A0wmEHByxDpjAAAAAElFTkSuQmCC) 16 12, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
}
div.testarea{
animation:rwdcur38700 1s linear infinite forwards;
}
