@keyframes rwdcur156114 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 1 18, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 1 18, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 1 18, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 1 18, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 1 18, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 1 18, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCElEQVRYhe2VXUiTURjHf++H7h3YXO3LAsdaQmPYEiWJuczCbmwYlldGZiTRRVAiLAkJCiTsgwgTA4mI9MILGRUW64PoYhdeexMURIRFiIREjLGLp4t3InUVyNnV+4Nze37n/zzPOQc2QZWB1+smCYzWuPg6eow14DOwsJl9/5cgcAX4Asg/K6taXgdc2hdhqanelgZqkG/3KL4aZhaIqpQn9tZz99FpFse6KRyIIc+GEKAEPAYalZlDHrqCHqaBt8AqIBE/8uEGv3LDTANhVe4gMFjrZsplkks38vNmj116XWOtv40JVCY/miAd307+TBuloSOUKA/boRirbzI8BJLK5IAFdALPW8IUGnyIBtIa5QdwB4iplOtA+4NTPD2bogDIwGFEXrIy0W+MY98GZVhRP6ktFvNAIbUH+TSHLM2Yy8273ePYyXWVB2h/N8LrzjhFyj3P9G5duX7Sfw3FyauBJGhZ4PfVHqQjhoQC/u/hUO0Yih8ZgA4gBxvJL/fWLV9I+zLADhSW3QRagfmpPooRH7IriMxmtn08mKg+B3hVideJv7hI1tA3kjc3uPJWld6H3XOlA9cEPAHk9glkZgDZGTDeA92AR6UY7L5OAqVbx+3klsmcptFFBcoOMFi6/9dfPgnsx34BK8JCWZxvCXPeNIhiD2TFWARGsH+ziqV2cHBwcHBY5w89zZJfqpqA8QAAAABJRU5ErkJggg==) 1 18, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/UlEQVRYhe3VX2jNYRzH8dfv7OzPYc2EMdoyNc2snYlJ2/yNCyx/biS1oabEDYakpVywUpJY1JJWduFqoXNBJsqKC6UQN9JSSpLkYq21Hhdn/l4p/XZ13vXcPu/n832+z/PlP8jPU1qa0oSu4kLvu7b6infI/M++/0oZTmIY4a81ELd8Dg41zveioSIrnVUsfLho9F6nfiyIU16frnDh+m5Pz2wxsrJGuH1YwBj6UBebeXaJTWUlejGIzwjzZwpvun2726kXlXG5y9AxLeVKYdLd1jpfzm3Plj4R+dre7JI4k2+u11pbbmhvs7EjG4yZaLa1NT7fP+4ammKTowjrcSc9z0jVdCERCY1VPuI8auKUJ7Dqaptb+1YbQWhvEsINny7u1C37GmKjqGqGlpKUAYwsKhfudQoPjhlePNcZ1E4cMDZaHp+KBjemo5933rHK24PrHMXcOMUFaCosSmVIjO5pFtIVQkGe16VFTor5k4E1TH3Er+RtK7zascwBMSdPEi1nSuZ5n9F0tVAxXTi7zbMlldpRGqccap50pzK/J18426P8PLtkuz3WhmuIoqgf4w9PCy9PC9VlBrEFJXGKyd5rD8Z7d2eTJ7mZiGwyCWWHjrHLf8zyHqyQ/QEnhcyEeGhppf3JPAuQnCw5PMUJ2Wk2aalz5MiRI0eOH3wHiwyQdmwa+NEAAAAASUVORK5CYII=) 1 18, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 1 18, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 1 18, auto;}
}
div.testarea{
animation:rwdcur156114 1s linear infinite forwards;
}
