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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 6 6, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 6 6, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 6 6, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 6 6, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 6 6, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 6 6, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 6 6, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+0lEQVRYhe2VX0hbZxjGfzk7CVY0hjhtFI0YQ4e5qCGGwrwoKosrbATHoJbBKkMQthVkbPNubBNWHb0YOPbnYuC8csjYhdWhZH/CZDIUq05Eie6YVo2JSDhmaTxtjie7mGXS6Wm0283mAwfOx3m/9/l9h4/nhVOd6j8g4XE2G06wxwN4gXKgDDAB68BvwK/AL/8WgBe41Nra2ur3+0vtdnuOzWYTBEEgGo1qkiQpw8PD0f7+/h+Am8DQPwngr6ioeKOnp6fO6XSaZFkmHo+jKAqCIJCXl4fFYsFqtRKJRNTr16+HxsfHPwG+AO4/LkBzVVXVO729vZ54PE44HCYajZJIJFAUBVEUMZvNOBwOLBYLdrsds9lMV1dXeGxs7IN9iBMDeIEPBwYG6lOplDAxMYGiKInJycnvFEW5qWlaUBRFEWhsamp6GfCUlpbmOp1OysrKuHLlyp1YLPY2MHhSgM6WlpZ3bTZbbjgcZnZ2NqRp2kdra2ufHywyGo0Ags1mu+ZwON50u912v99POBzW2travgJaAfUwA1HH3AW8YDabc4PBIFtbW9uJRKL77t27Xz5cmE6nAbTi4uJPJUkSBUF432Qy5blcLqGysvKZ1dXVC8DEYSZP6AA8W1BQcDmdTuctLy8jy/LX9+7de0+nns3NTa2wsHAqHo/XNzQ0OJLJJCaTyTg/P58AvgcyD+/RC5GndnZ2zFNTU6iqyt7e3oie+QGpyWRybHR0lFAohN1uFwH3UV56AE8CuQC7u7sAP2Xjvrq6SiKR+DYYDLKyskI0GhUAa2Fh4aH1j4pR9Yh3XVksltycnBzOnTuHpmkAOYD5uABxIHVg7c3GvLu7W9je3j7f3t5Ob28vbrcb4L7L5Tq0Xg9gAYgeWD+XDYDH4xF7enpevXr1KgDan79gKZVKHZqIegC3gBWAoqIigMvAS3rmfX19ps7OztecTuf54uJikskk6+vrisFgmJqenk5mc4CH9RYQMxgMmZKSkgwwsw/yN/l8PgG41tHREZuZmclsbGxkAoFAprq6eqO6uvrIvNELIoAg8HQmk/E7HA7RarW6FxYWPgZ8wAh/jd6LgUDgxfLy8ks2m82saRqqqjI4OBhfXFy8gc4FzmoYAa8D9bW1tWJjYyOjo6MsLS09SEDOnDmD1+ulubkZSZKQZRlZlrdHRkaGgDa95lmPY+AV4GJJSYm1rq6OBwMHIBKJIEkSoVAIWZZTqqpKa2tr39TU1Hw2NzcX1e18DF0AOoEfgdtGo3EnPz8/k5+fnzEajb+fPXs2A/wM3ACe9/l8edk0fdQdOKjJ/WcI8KbTaXs6na7Y/3Y7FovdAW75fL6lQCCgHaPvqU71P9cfoKmMrHSYA8IAAAAASUVORK5CYII=) 6 6, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 6 6, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 6 6, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur142722 0.6s linear infinite forwards;
}
