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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 7 31, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 31, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 31, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 31, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHAklEQVRoge1Ye2xb1R3+zn3ZTvy4duIkbUOaNgmk0CHaqpQ9hDRNGvxBC0JiZZvYmNC0/TW1G2ulSRPaxqBTK4FWYNIG63hobECfE0hoKJMYWlhLmrVlcdYudG1jN3Hs2Hnase893/64tZtA0tg0cTYpn3Ska/tcn+87v985vwfwfw6x1AQAcNpz2XyUBSRSNkKeKl7esx/9TzwNr+FaSiolgdNHwO3hwC+e4dDeZ1lTVcV53p0TFbGAaZqMxWLIZDLIZrOIxWIIBAJw6SoAIC8JzHSlklERAel0WmzYsAHZbBa6rsMwDCiqs3TQU4X4079G9Px5+Hy+goVKRkUEhEIhnj51Cn6fDwJAMBjEvyIR+H1+KKoKQ9fQUL8CQ0NDiEaj8Pv9JYtYdAGm28Oex/YgZLiBP/4JyFtQABi6AQWAMHSIB++D4nIs09DQgEgkUrDGvNAWl76D8ZER3LnxNhw/eRJ+XQOEAFwG8K3tzgQhACEghHOLGoZRCVqlI1xTw8uXLzOfz9OyLNq2TVtKSin5cUgpads2o9EoS7VCJUBN16mH/NT/8jjDJ/czmZukbdtzihgaGqLX6/3fEGCaJiORiENI14gaP8Pv7ZtTREFAKRaoTCQWAoZhIBQKIR6NIXbhAqaqDNzccwCjMjdjKkmQhGma6O3tnfcwL76AgIfi0G7IagOKokDTNGi6jpDqxpmbH4ZfMUASUkpIKQEAqVQK7e3tyGazIJfQi0zT5MDAAGPZUbaefp4DEyOMZ8fZduo3jOfGi+6TSCTY2trKdDpN27aZSCTY1NTEvr4+XokJc6pYdAu4XC7UaVV496btWH/2JXzmxLM48Y9qGK8eA8YnwCs7b1nWJ3bbNE309PTA6/UuNs3ZYZomk8kkLdumZdvM5HPMptLFw2qPjDKRSLClpYXxeNy5Xm2b8Xiczc3N7OvrY01NTdnpxYIiHA4zmUwyHo+zta2N6VSK9mSWMjNFO5cvkk2lUkX3aWlp4eDFS8y99Ab7Pzq/9NepqmvUGoMMtjcxeWGQ1t0dtO78M+OfO8i2lWs+sfsF/w8Fg9RUdYljQUOA/tV1PPTtnaxeXUejqZbhVY3896YX2VK7mvHBmeRra2ppmibPnTu3xDtf52Vw7UoOHDrM8Yt9PPOzpzhx6Txjrx2kf20Dtfogg6Egk8kk83nHldrqmxnZeIBe1UO14jvf4CPqnaCjrzD5gy/dy/ThY7RTg7RHE8VhDQ9w+I0j3PnFe+haVUO9qYb66lrWr2nmwJbXOXj76/Qqnsqm04EbGxnr/ADRzuPwrV1Bt65h6y3rceHkWUhLAhAQQgEgIC0bF7vP4qE7voCLHX/FY3dsxVD3WXT/rRO3JHdi1YkHMS4zJRf3C9GVIMJehOvD+PDwW/jnc3/ANztexakjb6Lqw3Po7TwNWLI4WdEUNN3ahieffxm/H+pBd0cnzEAAqZE01m6+FWMfxcritaBtlfD6NYy89Q683mro2pVSI28Bx88AUgKqCmxeD2gqEqkUtnzlfnS9/S4CPj9SI2m0fPY2jI6NApYFDE1WvuXjWmXyR/ds5/jAJdpjScrxYXIsOWPIsSTtsSSzg1G+s/PHXLNxHYdTKeZyOU5OTrI/GqW3dUXJZ2A2lR9vNJXVeBJ1XtbWhdH7dgcCPh/EtEoLdLJNK5PB+3tfwLbXnsFINAltpenMEQKUEtal4ZLWmltA1z7nadOjmPFchstpjSaDZrAoBADsTBZ/3/tbbDv8K4xlMrBTGeAb2wBDd8pKEpiaAg4cAfL2dQgooGtfgfi15l8TaqNJIRQIIUAB0GPAfu67gKICR3uvrlYQQAITGeDFoyWJmK2oL7x0XT3LAuz+tIDfQxzaDVS7HaKKAPISUBXAnrZMwdU0tfAN51t78Qsan9shH6gCdNUZigAMBbh3HaDO8o7LAL7zAPDIfYB+7Yi8uG0Vr4s4+EPA53Zco4DCTisCM+6J6XPyFvDKm/O60eIKGJ8SuPtxQgjA7wEO7gK87qsCdAFsvQk4FgFsOAKyU8DvjgI5CyCvKxYQXfsWtphQBKEqhKbOHKpKKIozylxvNgvM9gfFu6JczjMgKQDC3PEQ37/hdny5vxsfNG+BT6hISQs39r2H8f2vlLXG7C40dxxYGCiqk2pUe6A/8lUYhhv65ATwRFfZfzW7gKtkBTY9uih5eTG9UxQnR1LV4tEoB9eKA3N9/vTY8TWCAmk7j3X/6UTA4yn+FKqqRu/uPWiXkmN7Xyg94i8YuXlgfv9hdt6wGXcle3Bi18/hM9xOo0txQhFJ6JoGivJCU8UEgLJIdiybwed/+VMc3/ETWFJi3ZO7MJrLQkoJ+6mXy7J4RXNu9Xtfp60IqIoCW0poqgp+CtLLWMYylrGMBcN/Ad5b5IF9PoW8AAAAAElFTkSuQmCC) 7 31, auto;}
}
div.testarea{
animation:rwdcur242918 1.5s linear infinite forwards;
}
