@keyframes rwdcur85899 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4klEQVRYhe1XvU7DMBD+GhV4CwgsqFJfIQLEjqArLXsmRm8MbJkqpu60MPYN+KnSR/DCUrnPABKChpgBbBzHceIGJvpJVe/Hl/t0d706wAr/HQ3XgPfhPhfyeu/ROV5H0+Xw2/Ue/9g+UXTOPc+T+lr3obEYHXAh/zoBExL/WMqLEbjQFyPwKiS8sgMuSNPUOaZ2BYqQpilEO4DiltQisHE2ge/Ppc4Yw+u0I3W1PclNgzdP73MknAjoCQEgDEMpE0LQ6vYVQud4nV5Zn+lcAT0hpRTtdrvQXwbnIaSUSrnX6+VsqgwArW4frW4fzdN7dwIft4dcfADIgdKTCJuJUBiGmaroKG3B++bRt3SXS2hDmb8yAeCrjFEUgRCCOI6NZ4IgyPl838dgMFi+AkmSGO1Pl1sZffdiXslnQukQerMxGGM5e7rTQbrTyQeU+JwJ/AZs82AlsHE2yWyuKIp+AmdjeLOx+aEWn47Ki4gQIgnY+mryDYfDwvMuFwquVqAK2HyOl+dnQcCYy/VGw8WyAZBZwTrUvtsIOA+hWk5KaW7ATDYbav0KxOLRE6oLydb/ZQjIMsZxDMZYjoRu1+N0LH0hCYIg811mL0KtFuhJRBWqJgeWeC+A8rfsgNrvDyv8GT4BOg3cbxdGuw4AAAAASUVORK5CYII=) 13 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 1, auto;}
}
div.testarea{
animation:rwdcur85899 1.3333333333333s linear infinite forwards;
}
