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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,20.733333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20.833333333333%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuUlEQVRYhe2VS2gTYRDHf0m3aWxDSapWKYJQT2oRRHoSD+JF8OSjXkOQFLxKLa2KelBKFa0UoaCtrUIu1oOCnrzYgwehSsGCKFSq+KLGmMYk3Wwe62Hn627TJFQQPLgDA99+38zsf97gkksu/e/k+cv2NMArDFASLtRSqEVOY06D1WR9QEa+twIGoANZOVdUqgasESgCeWE/tofVbGXmim8Y1bsBPgBtQCvQIvZWOVzJmA8IKE8GkxF1H5C3agAANm6r204Ok6uZEwAvgbfAFmCzAAk4gThrQJMfNANfZwrPeZq7w+mmMfXeCSSxQlkpnF4xHgReANzSoxSBk/7bSmYPkBA7WcBQADSsEDcDn6fzUzwzHtLTNFTDWQB2lzngF24UMLHp/BQzxRjxJYO+0ATAAeCjAEkpAD4gdz93gx11e+nQOgEuAPUj+sVzIU+IHEukzO8UWFxRhfV4qMcqkmw2T1/LxFGsqvcJkA3AtYF4mIXXPxja/xhgHzAPLCg7fsAc1bvNm3q/CZTz+Qp3q3gwGTEH4mETOA4cU/fDetTse3VEyfUCB4F2wO9xAGgD5gbiYcyiidZQh9YQ4tS66+VhD2PlT8fubx/wqFxwTO8hUUiQnP/F5Y5JgGGs7pgF3gHfnCloxarWdiAGcCUZwSyZ5LMF9ITOpV0PALokf2nsYnTWUHBEj8aSGYP+9XcVlrNYRZoGvgDvgU9AQrVDSbyKi+BhINgbHB9ftjDbpY5pAZASHUSnETBG9OiTn4s5zmy6p+Qj2MMojdUBcTmXnG2oika1UkC+m8XDSZHbid1KukPfDyzJ+ZDoKsAp4bQAWU5h+S7QsKegs5188m5gh9+ZAqUbEMBB0VeRVT9XdbO8G2otIycYNQFL2PPdYOWS8bJyDnhZwy5Y6zZc61L6423okksuufTP6Tclyvqz2RuaMQAAAABJRU5ErkJggg==) 14 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur215323 2s linear infinite forwards;
}