@keyframes rwdcur25407 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgklEQVRYhe2VMUvDQBiGH1OpKUIVUambdHAQERFBLI4iKHR3cnB2FlcHB12d/QkKDiIIuqjg5OIggouDqBWsGKuGpj2H5CCWNJc0bR3MCy/hjss973cJ30Gs/65Eg+/NAkngtYlZAmsFMIF7INNueAaoAMLxNZBuZ4AdF1z6DNDbAZ/3gEsfAFor4X3Ao08AAey2MsCeAi692Qr4ckC49Goz4cOA4QH5UoRYagZcAy4UoHouA3NRA6yHAJoecyVgqlH4JHYVQQMY/G5Q0i/ASFi4DtyEgKscumV7dbsoNoFcPVhHzTiH/eP5amy8m3RPF+VyhWLR4u625Lf8CRhS7SmlAWvY3/+ZOlXtH00LQ+SFIfLi8HRGdQIPfsDOmnEV2AaOse/8BeADsIBRYAJA17UCMAjQP5C8BM6dNZazh+k8LeA9aPUq9QJZIFv4XNySJ2CI/EaUTWtPwE9vjkmlEt+u+UqUAI1eoe73qnGAOEAc4K8DRFKYRuTWCXblGnAVJcAPKf3pO57KqskAAAAASUVORK5CYII=) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur25407 1.3333333333333s linear infinite forwards;
}