@keyframes rwdcur8146 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECUlEQVRYhe2XzW8TRxjGfzO7Hnu9y+K4YBIaoSRSpQJSD/TaE8deqqK2h176p4T8OxTBpVcQ6r29VKD0g4CqtEQmcRx3P+Lx7rw97CoxdfgoDjeey+6s5p33mWfmfWYW3uM0sY6PvNDWrwtRp5b8zvk10sQSiCYzhtZoG6IIjOHr5hCeWRTFuyFw99w1UNc5KwMmboBD4wGJB2GZcElZPlaLID+g9pLTJXC7t4Yn39EGPpAxsXLsE9AmBWBEyEeyT6AskQxg9/a0Eq9do9dAIy6mwRMKoKGaeAS0gC4hPUKuAKIWyMWwKTuwZKYH8OdKLzh2JkOe+5Zcp2SEaMABA2Btqu8jtUDiDL+MO0B2PIP5YFgUzZpq0SGkA5wD2kAPOKx7WSAmJfUisHa6OuYjoLD0mxnPZMCBKimoZn8JMEABbNVPgKgEkoQN3OkQWEdzL9H8oX0OJGMItOqELWBYv+8CGSETgHh5eoj59sBVYBxoRHyaGFbU8WxHQEwlfxsIyBni0NYiHNXffAS+wfFokmFNnwv+CkpKrHj8BnTq0ROqZZmIpqG75MpxE5+a6nwEAC47n9K7SO5GJDrmidOMlSVXbc6KhyZlmxBfNcnoEkaGjfzIB+YnoNI+0tom8JZ5XGySqB6KgoWyYEl1Gcshog0ZqyD3ubG7NR3+KgIawQEGRVU6V6lknyGx9wAJexhdsNdo4+WOOHKE4zbnlePXRgelf+Sr51szoSemvt1bQ1zMZ5Mhi6LpNzPuJZoy0Hw6ybjsfFTaPzH2FpqHwAYOwQAWdWRPM5hV4O65ayBf0FBPeO5bzqgWIzdgIfIR8bGmT+ldRFrbqL0HM/HTCils/XZi8lkCd86vAddpAwWr5DrlL0IO9DK+ZDQxXPBXyN2IwFtGwt5LlXhDHBNYxydNLB+GA2IMDdUkI8QBgXiMOcOKAiUliY55XGxi9Mz5/n9x7IQ3KQhEM3EDYuWIgIiqnrvAFSp7nYjH76Xmb9Xjp0abW/O56XGwApwxFGj2CUiorGJUEzBUej0FxsqiVIGXOx7Ok35mE462aXQ/oU1Kh5AhlQKHVN4+qtu5arNQFsSR49v8pRvsTXCswDoaoojEq74aqvPcp/LzP+vePnBWPJZUl964XZfaKRDYwIExBEXCkPBo2BbQp7pC7FKdcENStuSQHeVqem8N74XWrU5J4Ra5RIdCBQDkQINqGUJAgB0MB+oftvSQq1m//vpW+M8OflbdXpvK4sk+j4BdUoakHAIlORMZ4wMTVlF6xCtM5k0wa8XSjUF/zqbs8NQZcj8iKmEC+DgausuB6oLc58vdn+dJfjIBAMGHJcP34w5YC0kC8TLaWnLlCCPDjdmD5d1g+vdKqBzzPU4R/wL8xYwsLJyxpwAAAABJRU5ErkJggg==) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur8146 1.1666666666667s linear infinite forwards;
}
