@keyframes rwdcur215126 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 14 14, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 14 14, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhe2WQW8bRRTHf29m5KwTy6oti0aRS4sQCAFCXHIBKWqulaoee6j4KHwK+AqccuELIHHhWsEJSlvUKjiBYq3dze5mu56d4bC7cagae+0gOLR/6cmj3fdmf++N583AG73ukiZOu7u7Zjgcmp2dHTMYDFpbW1tmY2NDiYg7OTmxYRjm0+nURlFkDw4O7L8KMBwO1dHRUdFut+n3+/R6PbrdLp1OB601WZaRJAn7+/vvRVGUHR8fZ4eHh9lkMrGnp6d2NBotBFoK0O12TRRFs6+95zfgZ2Ab2ACuASfAD3t7pGlKmqaMx2N6vd71OI7jPM/ToijyyWTi1gYIgsDMZrNOURR9YAD0lVKDdrt95cbz+Kvp9SHd7+6Teo+1M6KHD7D3bn8kIlMRiYAsSZILq2CWARRFgXPOAhkQA8Y5t5kkyeYvT0KK0YjRB1e/BFIgBP4QkY5SKlNKpSKLc1wK4L13ImK99zWABVqAKdxZZdPqXQRMvfexcy4D7KUBrLVOa22VUqn3PgcC730AtMjz2m1a2TNgDOTe+8w5Z0XkwvVvBABQFIWlzBylVAYEItJyk7B2eUZZ/vo3r/ytc24hwMpSSgUicuNz7z1Q2x7wPtBZeb5VA7z3BmjdL84e3aHMuM56JTVagpcAWoDJYgDuVh89bytp5QpUMcYXZ2P3XwMY4KdLxF8aoFQLgG/+NwDV/geKWXeudYIswGcatNYopVoiUkOs/KduCmBEJNBad4A+wCeA+XUMsC0ib4lIX0Q660A0gQyYN525PQzPxlrrW1rrD0VkG7hSxSyFaXIjMsDsbe85Bf5ywJ8v4OkTePwAZhbeeRdufvoF8DtlO44rSykb1KXaseFV2b9sj0LPj089337vgY+BHcrWvLAKTSsQAF3K0var8SbzHeAqyyiP5IjyVAyZH+EXTr5Mdac7fx+ImG+92uq58sovW/ThdQDq9XzVvjfnzFV+NcDC9W90LW+g8wC11j4f3uj10t/Mb06JeFY3CAAAAABJRU5ErkJggg==) 14 14, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 14 14, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 14 14, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur215126 1.9833333333333s linear infinite forwards;
}