@keyframes rwdcur33383 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
60%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAhCAYAAAC4JqlRAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTklEQVRYha2XTWgTQRiG302yza6tEA+tpEaLNTQYqP0RAt6sp17E2x4ETz0WesjBpZRe9FBzyUHpqQiFokhvpZceCgoioYVqtRDbUpFgiiVaFEu6jZs4HsLM7s7+ZJP2uyTZnZn3mXe++WYioIUghBC3d4IgCM2MFWpFOLOoNWzjF8QXAC98uUt0bUvb+AVpCEAIIWbheNS7fTwq2kC8IDzpqDgv/Pqj7trHqa2qyK5OuAI4iVNhVZFdAZzcSiUMo3kQxyVoJO5lqTlf7t+ug8qPY7b3dAxfSbj3HRgZED2tp0EHJoQQKhy+1YVafNMCQ3PDBsDPnorGoyJGBkRkFjXXxDLXB148uDeISq4EbbpoAfXlgKrIyCxqGBlwhyCEkPBcBwIHESYMwFMcAAKNZk/XXFVk5oYZgoelwpVcidleyZXYe75fAD6jGQg60+pCN6oL3ezZ+k7VNm5TpVgQBIG6xC8HAAQOItCwa4Gg8fJN1bGI+XbADOHkhFk0sjrM2gLeZ0fTAI0gmo2mloCH4JcDsC6Dn2jJATOE2Yn1naplGbzuDTQsDphnBTQuPHwfJxfctrUjQKthhkglQtCmiwjPdSCyOozfynvWzqmU2wBacYGGqsjISsn6j2f1D/YbgHqS93ca8sHvd34QQgjJSklcq4WR1vNYEocAANrXXUxNRbD9pA8AsCQO2SbiCMC7EI9atxqfXFkpiaRUQ9+/CgBgsO0COxNePeoE2oDO2RkMjk/aIE59I1IVGUviEPrlCnr/5NnzQvsd9r1zdga1mzcQ3PiEH+OT2Pz7C/f0DxD83Fy97oSpRAhZKYn0Sd6ltxHH82sAgHMPH6BQjjGIhjlAlwOob6lvJeNWnEoYs+1pLwIlowAdbWk43y/jaKsOH3QZ31cSmm85FMSpuz42AfH5UxzPryEI4HjDKiy+fdEagBuIWzgJAYC4vGJ71vJhZM6fz+I+CuUYxOUV6GMTnuKFcgzC1SC+BOs7pqn/cU5Ba0BSqmG0zTBGvztqEweAnxev4N32IdsFpy7FNEnrFa+G6/ol9LQXbXYXyjHIvQHktg/Z7IEzPguyUhKQ9oFyzNYm1EOYeNpUkk+9BOYwnHCPNHcenCkAhfB6zxe//wZvHxliI+8GAAAAAElFTkSuQmCC) 16 13, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur33383 0.41666666666667s linear infinite forwards;
}
