@keyframes rwdcur112178 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe2Xz28bRRTHPzO7Hjtruw3BbkJUWa7cWlWlQoQqh1NOICEkhIqEOHBAHJE4Uf4NrlxaFZA4g3pBHDiVH6UOlx5AxU2UFAVEk7SYJt54x7s7HGYd1U5iO1akINGvNLf3fe/rN7Pv+wxP8X+HGIPjJUclpwudHD85Ry4gB8wCNWAeOA+UEhEa+B24C9wG6sCfwPZRCJBAGXgNeAO4AJzg4A48Bn4FbgBfA6tAPK4AF7gEvAe8CsxKgespgZeWKEcgBcQGdGTwgxhfG2JDiO3AN8CnwM9AeFgBEtvuK8DLwGQuLagUU9TKioVzaaqnXLJK0tIxjfWQm/cC6qua5Y0O24EBaALfAh9jr2VPJ5wBAs4AHwCvA5OFvMPlOY+PXsnz5gsTXJxVPHfS5dmspJh3qBRcXjqjuFRWREaw1ozwtclg340CfgH+HlVADngLeBeYLuQd3n7R4/2FHHOnFbm0xHUEIumfEOA6gmxacnrS5WzRRYew8mhXRBHYwL4NPYqAMvAhcDGXFvLynC1+fia1W/QgCAGFnENpyqG5Y1ha76AjskAG+A54+GS83CeHh737C1LgVoop3ql5VKdTgyv3oTpteZViCilwsV9PLck/VMA8cMJTglpZUS26yEOOLCmgWnSplRWeEmA/3flRBCjskFFeWrJwLk0+s1/YcOQzlu+lZU/eUQSUAKUcQfWUi3LHmdig3ITviJ68wwR0g5ECskoeuv27yffy1Z6YA7ga7IRr6ZjYjCdgH77uj9lPQNdYtI4MjfUQHY6nQIcJPzI9eUcRcBfQfhBz817AVvtALxmIrbbl+0Hck3eYAB9rqY99baivahob4aGvITbQ2Aipr2p8bcC65G36doX9JmEHaAM1A6VWEMvICM4WXQq5QdbRi98edLj2Q4vvl9oEISGwCFwF/homACAAJoDndcTJtWaEDqE05TCVdQaO4zCGRlL8yzs7NP0YYA24jh3FI3mBBjaBGaDia5NZeRTR3DE8k5VMuAJHCqS0hhQbCELDw1bM4n3N9Vs+X93ZYXMrAmvJN4DPgAf9hQb19B+sg80As742maX1Dov3OyxvhgSRIYoN24Hhj2bIrRXNF3Wfz3/y+XG53f3l3X3gE6wd73lJ/+mNqItj3QmfxLFtxf040v8FT3Hs+BfWsWILCyciIAAAAABJRU5ErkJggg==) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur112178 1.6s linear infinite forwards;
}
