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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFP0lEQVRYhcWXbUyVZRjHf+fZ8XjyBQlNsRd7RKJSZL1MQIwQ5cBERm+WmpZl1nTzJT+YOb/0suX60tbmZrXc+mCjNzXd1CmttQEmojWPgOlEaZYiAqFwOC+c5/z7ENjhvIGy1n+7d7b7Odf1/1/Xfe26r9vGEGGKjDu459V0ZpYFCU7ooDX5Bh2OJFICKUzsdOJsbOD4oQCt3zfbOD9Uv7YhEJdnUvK+gZGeR779BLX2T9hpjGUsduwECdJFFy200Eh94At2hgyM8/Uc3txs4+BQhcSMuFSu2rVa09WoBoUUUlBBzVKm/PIrHkIK6YwatUZvdJXKddIUabdD/nSh5niOqsYKKTSAYJkWW01qiisgHDWqtuYqz/+QJq+Px2WP3Hhc01eZpH+8nU9HpZIaZfAwmTTRRNoQAvuDS8YUTPs47vxwnC75am3uzxIaTNe9zz6jMk+HOuJGVakjek/v9A4W/Smd0nzlq01t+kt/6RmVeUxRHpfcFOmFyvO0qCWu0xu6oe/0rTVTaXpSuf4HdJcKNce7WZuuH9Fh67quS5La1a4iFeiMzty0vaIrKtQcT9yaKJWr7mcdtWIR96pXe7Tbn68cz3zl7zDFIlOkmMLo+51bpIIdBcr17NZ33iVaZB3UgShf1aqyFqioLlb061/Qc/7IgpOkHvVog9Z5ilW41xQTEh2hKVKeVG7VbD2qbnXHzOJarekyRekAw2IVni3XAusNvWa55Va/kKCC2qB1nrmavS1h8USgQLnbNmq9p1fRpdKgBi1U8elw1RlPqdQjuvWTftISLbKWa4l1Uif0jb72l2je3lsh70eJ5u3do90xG0apXN6btfCgJr1ZoQqv6Fb/OqZjWqbF1izNtAZLezyYIiVfOZ7+wgzHV6rwztCUtwCMGWQ/lUWWM9w4x5bJClaGxjLu82YbbbcjoNlGhwPHrjqOhyK/ZZLpzCDLBWD48GVMt90f5eAHKnsuUF1xO+T9aKKqopIj3ZH7qUzGhy8TwGjlcswUH+eoE3APRwDgrqXGGbk5hjF00p4MYA/gN2JZtnLJDtwYpoDOLjodU2NcuhOY4QAwHIyMOiOAidwXBJKGKSB5LMmBi4jw9Rs+RuAIABgTuTtmkWWT5wOyhikgK4c5vsjNbrpJZnwngOHEea5Rv0dZFuEalcYTS4fDPo38pS6Kx0Tut3AFJ856AKOB4/vcuAeovKQOaqgyhFYNpw8ECCyfRXZUjdVT7zuHu7L/jzc7YZOatFVvW/OVb01TkkzhN8W+2xGQqBMuUJF3wK1YppKzL2mp5dJcyxSKWB5T/Hd3QV8W1vdFG0keLmJIt2GxCquKVWgN9Ta0hRnXAY8BMfsCEACCwC6gEviRf/pEEvBIOgXP9+J/eQOb7Kdx20cwgi1sHeCrmurQB7z7yyHbD7NiCUgHTgGjEkUJhGwYxv3kBlq4aJ9MWiCbvEARrlHZ5NiTSMKLl1dYzgpWUspCAFpo4UUW9VykZmazjQvxUvhsX7rjHYVMoSIVDDoT9o1gOqdzCWfCAVNxs409pkgBPk6QidB8SqKm6UikkspHbGcdq0MOHL5WLm9strE/oYA+EZ+bog34EnASURN2xjObvMH4AejBE+qiM9TOn1vO2q4mHskjYYoMU9Saois8/VNlxJ33pH9fRqv1ev/LyLwl4hhCyk3xa19t+GdoinVN1+SXX5Ys+eVXm9pUr9P6WhX+BSrylqnkdNTgGQeDPk7DhGQAK6aSV34Ho1PauZrSTadjNMmBCUzqHMnIxgbqDgS4uv9WXsf/O/4GE5ygS8SsGRMAAAAASUVORK5CYII=) 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,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) 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:rwdcur95809 1.05s linear infinite forwards;
}
