@keyframes rwdcur239083 {
0%,34.987719298246%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.087719298246%,49.022807017544% {cursor:url(data:image/png;base64,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) 0 0, auto;}
49.122807017544%,61.30350877193% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWklEQVRYhcVWv08iQRT+BEJCooXa+aMhOWNrRzF25taGztZ/YC6GwsoYE4nVmbMwBOtLtLaQQmxRozljKRpUcoH4AwspjCHA4VyxzGZ2dwZmgcCXkGXfvDffN7Nv3jwAACUGo8RgGAQoMRjHIET4AKBeLKFeLCF5mka/RQQAoHbz1zIkT9PA/CLbOzsZ6psADi5EJULcHS9j2gJaiaDEYDu7ywiGZ0zHKGxjidSWGZ/PATFo76BPNVAvlqz/lBhsez2OaiZkEihQy+dQzYSwvR7XziXbDvy7ewIAvB1e4P79xe08O4lq5gnBsHyyaiaEwOykDq9dACd+zxbw6zZtDfYjEQNNko4SqCcCBkEqQpmE/ULblfNs3tldBgAEwzNYiW5IfROpLeuUrMb2AbTfXeWgjNgLdIVIjbzoiMTiqnnRcULmIwqRiXAZXBWvObGKVAVnTC2fk4rQSkKv5F5i/OKLbPW9gn90HAuRKZSzn5tXhcc4t7suIxmcWd9qdV58baDEYJXrA9Yo/7H9KDFY4/WIiaDEcPlxXxGN1yOXb+X6wNZ5tcwB1Xnv1leE3idYSgJIak34Y36xdwK8ZH8nJwXo8i5YiW50vPVtBVQuv/Dxu2g9ncQAsEaHsUaHbTadeKmAvbOTodXYvrLlqlx+uUSMTcxhbGJOSi6DrBoqcyAU8QGRafOFP5twfu9E6rs7VoxzxIuwVcKrwmO8nP3cXIhMwT86rgzieD7+iY+Hc4x8I219VXdBy9uwVyVZRa4UwEUAZj/QqRBODHjsB1RCvKDrjkglRBe6je5/ZGeVQRhohBsAAAAASUVORK5CYII=) 0 0, auto;}
61.40350877193%,73.584210526316% {cursor:url(data:image/png;base64,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) 0 0, auto;}
73.684210526316%,85.864912280702% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85.964912280702%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur239083 0.95s linear infinite forwards;
}