@keyframes rwdcur163753 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7ElEQVRYhe2Va0xTZxjH/z29PYVeKLSIFBUqUkBhQhC56OKlMmNQpnPJjJep2Qe3LCEzZnEa5lxiZjRmOmOM2YdF3YxK5oxGnc45gwYcIuB0DGHUcnEIFCilpW/b03P2ZRq3OOghfuT37Zz3ze/550ne55FhnCSYKSr/tbjNK5ellvX3e3D71w7njTu+ox4vq5fiUYynOBFxWWl0dPv7ORvMKh3cJgNMcgEyt3P2lYcoZowFI3XJxlFcv9I+eV1mSHlkyUIb1IIaAOAR/XAJwxjScE7PsN9dfa93/4Xr3WcZY/xoPkkdWFdmea9kgfWQ0aCMcnb5cLKpBXWNTsQoAL8ABARAr1UkLyiyYvoU9TEATQAaX1mAdFvijHv3O1WdXV2oblRg6zuZmJJhQq9xPbz1X0EICrg3yD89c6GloqVDdo4xNiDFHxFEtJmIviOiB5tf14m/f2MXn1wqF9srS8Wt9oQGIloqxTdmB4goCkAeAOQJQvn2ivzS6Ylq1aF9NVhSmIqGFjNS9Fm4VKXBrQc3KwFcA4Ati3R5iVGyMwaNjF2tD7x7uY3VSQ5QpJu0aG2M9XBwij8z0U7ob30ClSyMpvud0CXIwA8NIje3Gw1XdsLQO4LpLnHPDE693KGWn3H1CDkGE6yZCSpYJsnXow3SA7BwsEwviJn9k90I9XKus9V9u/hzg2tydTTPMFMHedCH7g4fiNNjsHMIXmMYNpe6IDlGWRCVGMLISBC7To6capPJKv6vxqjPME8br48XwpU+3psQUhtv2DXm0mlpKquDe8pxnAdz0xWoqw1DZRSgN3I4fykEbVhZa80O5U+1KIKnq4J7G/2y3YwxYVwBnrHJmHKgkExbk+br0YA+3Pn+D6TkyGGJEjHVokJYAGqagxhsIng4fHtdFjgCYIQx9ttYbi6SAG6/W2VWRcNZ5xm4cNNZ3iuX1d51ifCajFDYktFviIFxqhk9c6gZYriEMXYnkuIAII/kklOBR+mK6LcdwcAX53u7DvUrlaempSh3LlyaBplOAzcPPGEclHLeFDJ71NOSNCUsIK8Z9vGusdySRzEAkHaKVT55ZRunnQGR90AI9EMIDgAj7bXzU+vqC3NitwR5eA4e7ykuWxybFgoJay5Xude+bEeMK0B81o6LJkth6ciQA30eN4ThZoi8D3J9BoTBu2UFyXfj178184gxVu+K1iC2xTHctG1Pw9yX7QXJ25CIVsyalV0icirUOv/yhnuufQQAiE79EsoYrcKyurKmjVXE/uxYPDfHXNk3EHj6U1V7OWOBUZdSpMVjj5+42PrLrcfits9uiBQ35/DzM32qvXjZfv8nn1eJX5+oDm/84MAxIoohIv1oTqkdSE/WuOIzwj+gKiDzwPfg+POTYJd7Uqy8eVHcrdk6L8O57sF2xphbon9sdiw3fH1zV5ZIRNtf/L/KRqs/nUf+g2/qHm/Iot2vvPAziEj7cQH1bSuOavvnu2hTNnXutWtCq2y0kYi0UnwRDaL/YEq3aRTzsimJiBYAoDSLIqkoV6vgVZyKMeaVIotoEL3IitnqD00aLOsYFuW3/wxfBXDF0Sf44jRYGOTFN5pc8gae51sj9Ul+hvZ86yaAg00nAD+2gjHGtzLsq32EFlOCcjEQfijFJ3kQZZhoFgsjT6MAcwzjNGNMqmKCCSaY4F/8DQiOApWpWbdSAAAAAElFTkSuQmCC) 16 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur163753 0.7s linear infinite forwards;
}
