@keyframes rwdcur129075 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRoge2Yv2rrSBjFfw55hKT2+BXyAp4XCARufyPX26eMZNKkSpMiLAQkJ8EPscXeEazrZfMCHtcGQ5pAQqTZQh5ZluVYIzsQwz0gLM+MpXPm+zvm6OjoX+BP4IA9hZlfA/ZUhDk5OdlrEebp6ck8PDzsrQgzHA6NMcYMBoO9FGGGw6FJ09S8vb2Z+/v7vRNhhsOheX9/N6+vr+bl5cXc3d3tjYgDgDRNSZKEJElI05QfP35we3sL8BMI+cYiDoCcfFHE2dkZNzc38M1FHAAYY0iShI+Pj/xKkoTT01Our6/hG4s4BHLys9mMq6ur9PHxsYroT+A/4KY42O2GpunL47jXavpbi0PIYmA2m3FxcZGORqMPYAikpbUp8Lf90m77BkBrnS8QQlTer4MQv4zWGiEEWutGglqAuby85Pn5OR2NRh/T6fQU+KvuA6yQ9SRF5b3WGq01KgAZLOZcRbTI0iXHx8fvruTLcBED5AIgEyGldLbEIeyGPMBk0s9f3G77ZtPuB1KhVEZcCFFYE5q6Ig6BP6bT6TPwzzbkYTWgq+LAxoyd0yIiUBohsjkbD3WxdRaoykI5uQ1E7Lqq9XVd6bAezVV8lj7r7GDZpeyY54Hnqdo8Gglot33jYmbYnFYtechiQilV67mNKutk0m/Zq+5vXAQr5dVeu3Vr4CKm7OOfIY57td6/097mK62yDo2DuIyqFGrzfRErabQwH0WLOKiLrQRsk0LtfCAVUkpAEygJCCJP4gFxHBsA3/fp96st26gOuKZQNemvf1jor65Xit4gLg/vRkCZ/Kad9taQ98oD4zGoCKUUehDTr8mtcSXe1LjBwj2KOV0GEVGns7LWAxiPiTqd2uRhiyxkM85yE7YKpTIRmZ/P4fuIMFxaFwF0OquW2YCteiHrTp+5USBVfq8HMSIM86bNiipbxAM6X+1C3W7o3E4EUoH0iKIob6EtdG9RuDzqC3B1IePPr0bkAVSEJyoW+ItsFAHj+UFrE1wtYIpJT5x3M3JKZt/X1IByMPcGceV7/QJpj3pWcLGAKWdsG5yBVEwK6bIc1IogF7mOfBGeA6nGWcgrFKBASdpt3x5CltYVWwpFwPn5r8Z/w1ShrguZ8LyLLlTHovtMlotVC5YLnj1Z2TFrIUmwZBEfjFd4UB0XcuqFREkEYMmvvKjqOLgYC00USVCSEExvELfGoW/ofdJyrEFtC1iHEeddokFM3DAFj0PfIL3FgIqg189aiVI92LkFgBULuEIphbRfpEe+6ypaErHabFTD2QIWLv1K8Tnjz2bnDR29vhWwszTaKntnt2ahccLy7n9JJf5ydHrVSWEdXAQsWUGyeyu47LxFIz8uxoOafzpkpZU4KARso7/XmyA7qxYG1PyzppCy5Rp3xdudBxxcqGnd+I3f+GL8D+IjRDBO20niAAAAAElFTkSuQmCC) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur129075 0.2s linear infinite forwards;
}
