@keyframes rwdcur82771 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9UlEQVRYhe2WP0vrUBjGH+8ncHArDkI/RqfOjs2ks+KXcBNcHMRR5eqUQZwUnEohGDKZLC6htItjtcUm0lNOznkcekyT3j9Cm3C5kAfe5Qzn/Z337wEqVar0v4lAk8AlgS6BibGuOWuW6bhOwCXAb8wlUC/aeYNARIBstQbK99tJHIdSiEgKESVxHCrfb7PVGhiIiECjKOf1L+fatj0pxEgKQSkE5ccHk5cXqqcnKsdhMh6PtG17GYjVI/EVdm3bnnp7Uzw9JU9OyIMDslbLhV+5LuV0qjIQ7qrOmwRIyxpIIUb64iKf71qN3N+nPjujfnhgMh7TRGeUScfyhUngJwGqIOhIIaheX8m9vZnz9XXy7o5pOhZM+X7bAFyuAtAjQFNw6eX6/p7c2JiBHB1lX55aEsehAeiuAjAhQFPt+ReGIbm9TQLUjvO7KEQGYPI3Hz+WAVt7f8ea5wHPz7MDpZa55nstpkANh+ThIbm5OQv/1hb11RWTKCotBbki1Ofn8w5oNMjrayb9fqlFmGtDNRySx8ekZeXbcXeX+vY2G4li2tBApINITqcqDXG/T31zQ+7szAfR42Oxg8gA/HkUZ2CU4zCJouJHsYGYLyPLGqgg6PyyjIKgQ8sqfhllIP7dOl4AaZru6GU+JD1zVt6HpFKlSmXpE51Dxxr9yL6XAAAAAElFTkSuQmCC) 15 16, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur82771 2s linear infinite forwards;
}