@keyframes rwdcur188820 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIUlEQVRYhe2VXUhTYRzGnx3nR3M5jXbMr01M25pWZtvSTCo2zBwU6jK2QqUv+sCuuikJDJHIC+2mj4tdRBcNSigsMSLpS0HdlGapOyqSB9fmJutrhuRp66IWlmY7CfNmz9V7nvc5//fHn5f/C5lMNgRAi2WULyEh4dtyQvioWp9PIpHMLgcE4V+06KxciURiDDYEMfdjOSCIP41gQ8wDCDbEggDBhPgrQLAgFgUIACImkBqLiYMfc+Cfwb1GKUNRlK4ku3Iig8yqSxKIUwUr4ngjziF4+aNT9veOYzfb7/SwBeAutrnjRgIcDsevbFGW1qjNOeKWiwpIv+mapT6dLjuTaB7pfxAfJ7x0ufnqFTYA89r3RHiN8a/j4+MZAJUAMorlqrI04dqvWYly0uvzwmLrnmobuDs8w3mHSG4kCjK3khq5+lyVqlzJBuC3DlS05TKTk5NeddUpAMCdklfcQxFKjclkurVrw7brJ/dU8BqMjZ7pz5x3z4bb9vXSHVZFxibpyuhIY7XmcHaBTEF2U311AHaz7kBFWy5jt9trpqen6277amf8vsvlKgVAisnk1OgoHorzs2e6bPdLeukOKwCYRizW5s5WnXnUMgVwIBYmpbHpAAEAKkOK126319A03eByuQwGgyHCH9Dr9QyAE3F8AQ8AaOeEu3PINDi3SMdgj7XV3A7D49sfXo9bSQD8gAFEIpGHIIhzNE03/PQcKSkpLf5AZUR9VF5e3sn3no9fAEBEJq+Sp2+UzS2yXaaUauQqHC3Ux24QS50APAED0DQtnHM4AKCrq6vp4EMFAwCtMU1MWFiYe9w58fYrM4tBeiRKI1ffK8zZKQOA/PUKqTZfY5Snb1oN+DDuso0Fejjw4xLOLOC/CA8Pv6Vr2VLKMExzf3//JTGXXH3R2Jh7tvQ4X7BCsM48anl+RH3AbZ0YW1OtORxDEAReDvY4B2jqAhsADpvw+f3VZ4pydtUUZCpJ/6+P+p56tko289+8pZytve2s5wArAACoUpUrM0WSerEwKTVuZSxvzEGDso1OuT9/+K9JuFQt+S0IKaSQQgrpO6jYNpVEym2uAAAAAElFTkSuQmCC) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur188820 2s linear infinite forwards;
}
