@keyframes rwdcur86425 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYhcWXS28TVxiGn5kzV894Gid24gQzxnFwnFipUHqBFqnNoqqqLqIKRV22XVRIVaEghRZlV1WIf8Cy6n9AYo3EsqxYtAqVAKW0aaJACA5KmPhyuvDYsStDqB2bTxrNnPOd877PucwNuotBMZq4Cwx2qdNZiOTgD4BUR2KXXgtAZOLoOiDDc9/jE0ACcuzDt7eBj/vq7k6mb9YBFkA6ufTNTnTUDv398l75VL2gA5WgdArw+wJg+MkLV88vWo0y8NHKqmX6yfP9ADCAr23bblTo4SGlPBvmewqwcPW7S57jOI0KEbpeebjuAWd6CuDk0ku2bdM8A4LaDNiAk/OXeglwQtO1ccuy0DStBUCEAELTJoA3ewIQyR5d/Cn2OOI4DqZptojUAX78/X7EyaYWewHglYO9BUcTmKaJYezvtTqAFUJUnpc+B7xDBVA8+6vx909UbaEihEBRlEauvgQ64ABX0llLjdpfHCqAl0h8f+GfXyOWUDAMAyFEC4BK7U6wAVsIYsOJy4cJMOclYgOWJtBU0DStZQ8YgNZ0WJpGdCg2AMwdCkAid+zyw8c7ri0UTFXBdV2GhoZaRExq028DESG4qLvuyPHMgbPwKgBjpaA0h6riGSqjjiCZTKKq+113AQVIAiOAZxhEdJ1qsDcXVncOED2S/GZLty10Hd8VvGGobG5usrGx0WgTADvAE2AA8KNR4qbJ0sW/rcEjo992A6BZunYOXQfLoirhfrHM2toaxWKx0agcQqwBD4CqlGQ8j3gcdE07R21rdAQw7xfyKpEIlMssb5VZ3alQLBYJgqDRSAIloAisAne3tngSBExNQXp6UgXmD/BpH34hf5vZWcnMjHzvs0+fxlNjwbGZ6TvOcPxa4fTJ7dBbngVZOH1y203Er43PFO4Mp8aCD87MP71xA3nrFjJTmLrdiX8ckH4hv56aPP5zOAo3zE1MvftWA+BLkPl3ZreBiTDvAvPpfO6XzHR+PWwXb2fywrUBHgGJP39bftQuKSuVxnUVoFJtTj8Drq8s/3G9aTBtdQ7aA2071UI5oPxqOp1+E6L8x1B9OcALowuAl5d7DqAq+107Fummr9L0KFYAtent+L90OvRP6ba9kslmn0spURSFB/fuWaXd3TTwVz8AoPZH3PwJvgdsdqH3euJfkujMo0HttWQAAAAASUVORK5CYII=) 16 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur86425 1.6s linear infinite forwards;
}
