@keyframes rwdcur232261 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhe2VsUsbURzHP6a2iJrSKXBwFIfeYqD2qEVrtJ4dAm2hg65H/oFMSpE6ODmkZmjp4F7EoQ7pUNAhQxM1UQuhZ4XXJctRAsHb2lqxUrTDvdCjJLlc6Ga+8Hjvfnz5fb+8+73fDzro4LKjKwg5rWm9wFNgZL5cnl2LRteBh8BX4ADYADZNIU7/u4G0pk0DS8CgDO3Ol8uxtWh0C3jgoR6aQgy1mjfUgnAorWnLQMYjDjCW1rQdU4hJIO+J3wbI6vrzrK775vclAPPAHHAMfAdOgHO5xtOaljOFmAIKkn8m9yUg5Zc8UA34YS0a3QNGTSG6srr+A+gHZuKW9S6wgYWBgR7gI+6VngHXgN2Ubcd8TBRNIWJZXf8GXAe+APfilnVSj9/sFzyW4kjxfT9xAFOIGqdb7oO4L6cumhl44jkXUrZ930/8H/R4ziPtGLgj93zKticCinuxG7es2XYM3AS2U7Y9lVTVXBvCIaAQt6xYyTDW2zHwIWXbk0lV3QGMNgzk45Y1UTKMLdxuWRdNn2FSVYvAGHC+UqlcCeqgZBg5XPOfhvP5u/U43fWCUvyVFG8LJcPYAcbl50EjXkMDuD2ghpaHixTfA0Y9oY1G3GY18B63iQD8BkgoSrEF8aIUr7XkQ2CzEd+vBqZxh9DxSqUSTijKBbC/Wq0G7QkN4TsLkqq6DMytVCpXE4ryC7crFlar1YmZSKRWZOeSfop7WyHcRrSYcZwXzfK3Mg0XgEV5vib38YSi5DKOU5uCIbl6cft/P/ASSPslDzQNE4rymb/zAWB7tVqdnIlEas8V3LpZzDhOwwnoRaC3PRQOvwEs4CdwAdwaCoeH3x4dPRrs67sBvAaeZRznMEjeDjq43PgD6bzAFdi//VYAAAAASUVORK5CYII=) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232261 0.53333333333333s linear infinite forwards;
}
