@keyframes rwdcur107534 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 13 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 13 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 13 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 13 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8UlEQVRYhe2UP2hTQRzHP/fe5Y8xHCGKaCQBIxQd9GmGikJVCFHEUSmCHdS1aEfBvYi4KQ6dOnUWwc2tiIKD9LbqUKHWEkso5TW81yTtnUMRnJr3XkbfZzo4fvw+970fP0j53xFxC5TVykJjD9YD4X0fVcBJUNM3ULYwqawetX/0BIpWNwRsbAtvDeCw1SUHCgK6vvD8pAIHJqCslsrqowA9eLND/uc/hfUAXgYwp6zOJxU4MAFldQUY64PpwfksnHMha/Zf3t7BeSLJcYjwhC+8dhIBOeS+DfgZmHWgIOFbCCctxQcO3SCD6UtCzxdeW1k9DizH/Y5IM6Cszu7C7+DqwxKnq9AcBz+AzS240yJ/9lTLwJwLrVB4K3EEhiXwFxN8WiqpxXkXMCHMGjiehYUBZB1qH1xWX7mwEsbpHkVAWe1YGKNeBZgysD5APnOoAKudPJS7i2/h2qOZmL2BaHugLOAxS8sEcEtA593HLzxtfyUDLwQ853PyfTBUwBdeB5jGdbEgLSzkegPuv18E2BLgc/MKRatrSQSizkCJiYvkKNw1BNXJ5qWNXXht4HoG1vjxC3HhTCeJQKRV7Atvk1oLSZCTUPeF15cwL6G5BxWOHWFbeEESgXhMNCzT9yxgmbptuXF5/5ySkpKSkpIyAn8AtD+hAEgvmvAAAAAASUVORK5CYII=) 13 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 13 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 13 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 13 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
}
div.testarea{
animation:rwdcur107534 2.6666666666667s linear infinite forwards;
}
