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5.8823529411765%,11.664705882353% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.764705882353%,17.547058823529% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.529411764706%,29.311764705882% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.411764705882%,35.194117647059% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACm0lEQVRYhe3WPWgTcRjH8W/OtGeJSbS29MW+iKhoFUQRoahDB3XQqQgiuNnB4VpdBBcRBHURq4g6ukgFJ6HgoAhSlS7aYrEvVtO8t8amySUll0ua5nFoR7FNk1wH/c3/u9/n/s8zHHLspJg79j9knaLgdFLZ1KyZ2/etD0LOX5SzIiJHT4jZuMtyhILTiQM48+E1akO9Zta2WopQUFU2AW6g49MAanW1Zla3WIZQUFVcy4Aq4ODEEKrToRnuRksQClVVVAEqYAfyQOu3EcSGlnTUlR2hYLNhAzYAOUDP5IhGo7iHBjFMQ4tRXVaEQj7PIpAG5oBwOIzh9ZLz+6kfeMNPYloEd9kQCgsLGMAsEEqZLPr94PWCzwfBIG39r5gioYXKhFDIZokDIWA6EIDpaYjFQNchHod4nPaX/XhIaMEyIOwkk0SAgJGBQAB0nSdXulkEHMBmYCNLyxkmoQHdJRVI5wU5IiKMTwrPnstjkGHcD0pa8lfA8VPSMG8I795LH8gXK8sBZM8hsU/55S3IqNXlAJmaFhkD8RRYLk27pSSAiN0l4ULLW/eKW89KVN1SNMJel0vaCn0ol05jmiapTKrY/rUnYneVZgT/fFY9f+m5JmQyEImA349t+GPBu7PmyM27Ird65aqIdIqIHGgXc2tzSXZgxa+Q63eEmhru9XQRAkaBCeYYtLWQwKCtgFv8U5QVT1RUcL+nixQQAX6QIOD9zrbBPmaLaV6OfcUTCwvoQBiYAKYmR8DjAcOwCDA3hx8IAmOxcZichJkZyOeZLwFg5RGEQjztOM0EvzB9vqUflXSa3ks3WLQCkP06WofXy2f7TkilQIRHl29TCXQVuYCwyhfojlrXdGo2MQPEAQNow33uMIkXxQL+5zeJEijx6Dd3qQAAAABJRU5ErkJggg==) 0 0, auto;}
35.294117647059%,41.076470588235% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.176470588235%,46.958823529412% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.058823529412%,52.841176470588% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur13340 2.8333333333333s linear infinite forwards;
}
