@keyframes rwdcur137886 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhe3Uz0sUYRwH4GeXxZVFwsNmu0sESYgIQXQsKOjQoUM/0K6dukR4nD8i5hidgv6BggoqxFuX6NBJJAg0QgwWkRIz0WUYO8wYm6n5Y2Yi6AMv875f5p334Z13puTQCV+iH9cIFvc7u3x4gCs4h9eE9b8B2MzIQRAZAloHQmQIGD0QIkNAFaMxrXg/iCzPQEw1YnSV5p4RWQKipFUjxpZoRntB5AAQUe0wtkCj8ydEHoC4CzHPsV0ROe3AZuvtcHOGgbWdEJV8ANN9TNaTzfglI3iO8zkA1mOe1lkvM7i8zeKbWeoeZAh4XKedPm8oXb20xkaTYGmnWRmegXYFy0n/Uy3ZhY1e3NptVpaH8D1O4wufazRW0vo4Ya6AV3iDiwRzeJSUv1U40sEpXNppcikDwJaEg5ilEnNmnncn8IzgxnZ3Z/kK0gQfMUFUphRTjnGVsFUQANxPLjMDDC2k69wpEjCBOb7W6F9Na7cJf/vscwIEMR4k/cU+jq6ggesFAZB8DR1mBzi5kNbGCwQEi3jCBqIKPREuEI4UBMDPw/ihwXA7rd0tEBC8xRTfe5g6nhaHCwSAe1vGD7sHOfwJt0t4GWfxgmC6mDX/51/JD9lKhn9CXq1LAAAAAElFTkSuQmCC) 11 30, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 23 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 17, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 26 21, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhe3Uz0sUYRgH8M8uiysi4WGzXYkgCREhiI4FBR06dOgH2rVTlwiP80fEHKNT0D9QUEGFeOsSHTqJBIFGiIGIlJiJLsPYYcawzfyxvjsR9IVh3nmYeZ8P77wzJYdK/BJ9uEa01M4M5cMBXME5vCau/Q3AVkbaRQQCDLSNCAQYbRsRCFDFaMpAelBEqD2QUk0YXaNxIEQoQJId1YSxZRrJfhGBARKqTcYWqTf3gwgNSLch5jm2J6IDK7B1dDe5OUP/+m6ISnjAdC+TtWwxfskInuN8BwAbKU9rbJQZXNmh+VaWWwuBAI9rLORzDeXdS+tsNoh+a7o9gfbAQgUr2fhTT7YKm924tdeToTbhe5zGFz73UF/N6+PEHQW8whtcJJrDo6z8rcKRJk7h0m4TlA4JaEk8iFkqKWfmeXcCz4hu/OmJUK8gT/QREyRlSinlFFeJBwoCgPvZaaafocW8x50iAROY42sPfWt57Tbxjp98BwBRigfZeKmXo6uo43pBAGRfQ5PZfk4u5rXxAgHREp6wiaRCV4ILxCMFAfBzM36oM7yQ1+4WCIjeYorvXUwdz4vDBQLAvZbrh603BP4T7pT4Ms7iBdF05/v9z7+WH/J0hn8YmQmfAAAAAElFTkSuQmCC) 17 11, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 10 19, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 19 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
}
div.testarea{
animation:rwdcur137886 0.5s linear infinite forwards;
}
