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26.315789473684%,27.09298245614% {cursor:url(data:image/png;base64,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) 2 10, auto;}
27.19298245614%,44.636842105263% {cursor:url(data:image/png;base64,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) 2 10, auto;}
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45.614035087719%,63.057894736842% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbUlEQVRYhe2WfWheVx3HP/f9SXzSNkmNrmVrqrK4l84ZZjqy+LLBEKSzMNkWXyjSwpqVDGkKXW074xTcYLQoedC2zsEmSisM7R8qdFNaJNQlMdtqk3XZRp6uW9ou02HyvNxz7nnxj+d5Lk3bP56U5S/9weGe87u/e76f8/vdc+6F/3VzlmrisadW9AJbga6q1IgmPLh+18XDSw4w9tSKfXjRQOvnH2bl7ZuxFi6++hsuvPJblGb/3d+f3FGLdZdAvNe60UD7N49TmC8w+swGXv7V/cwVYjq+9Qek2zrwxye/2LtkABZna+MtD5M/+UuK5YQbHzzMTQ/9mlI5YerkEVpufZCE7NYlA5A0dWU7HuDc5AnaOrfgZlpxoxau6/w20xOjtN54D8I2ddXi/Y8cwDYhpKKsGpBS4UpZ8QtJSUdIqZA0pfEfeQYE2ZHzE8doWvsVXj/5Av/51wU+/OA8/zz5J1rWdDE9MYYkO7JkAInNHpydGmbVLV9F2gb+cmQ/L/0uR0KG9nV3cXbqDaRtOliLT7fh6VyrNdbHOD7Ghlh8rBNgrIchwDg+1gYY60tlvBltvHGpnKNf23ns+cshjjz50D5pooHla9bz8bXrADg/PcV7+WlwM/sf3f34jisATuXabHneQTt+RRAPi4+xPgYfg5f6jQ2wboAbRHh+Jh8LM7hx5+8XgDz3k0d6NdFWZYMu7URowhFtw4Pf27Pr6gfR6E9X21LB0v1YHnCwWMDBgWqvYsYoih9M885rx5g+dQKZCMIoi8HNfWPn4UcXW7IUYPjp622hCF96bAopRfVWVdra6rDis46Di4Mf+Jz+67NMjryEHzaAE+S+s+f5RUGkL6E0PiLxUCohjgVCxIhYVvuy2ip9GQvKccz8/DyfurOXOzf0USwpEuP2P/PDzZuuDUC5CO2SJAopKsKxiBEyrlzjyjWWglhUAYWgVCqx/Prb6Oi6l7l5gSV44poA4sRFKAelFLGIkbK68lggpCSuZkDGMVLESCHSrBQKRT67/j7wMhRE0v6z3X11ZyE9CRPlI5UiSRKEEItZBABKKT7T2cMrw8dpaIw2Aldsz6tZmgGhnWoJkmqtKy1JEnK5HFprjDEYY9Bak8vlFsSWSiXa1txMnFikcjvrBU8zUFIusbLppK7r4nkeANZarLXpQ7XxpUDGGJqbm1EKlLKr6gVIM1BOXFlUDnGphNZ6gWhfX98VD9Z8NRCtNUkiSRRIXa/8JQBF7cyUlMPs++cwxixYseM4uK67oDnOwp8pYwzvX7iIVJZEMVMvQFqCWDvjyo3a82+eouNzX04BDh06lArWRC8twZYtW7DW4vs+r58+hfECytqOLxogkd5Rx8/cn5/6O3f0bKBQKKTC/f39eJ6H67opgFKKoaGhNCabzfL2m2+BH5IofbReAK/W+dv4+dfu7l73XZHYFRiP6274NADd3d0cOHCAnp4efN9PQYaGhti2bRtaa4IgYHxklHPvvksQRPmhAz/fvOgMALS1rh6cmf3wuTMT/+ATq25g9doOALYPDKSrhUq9B7YPIKQgk8nwTj7P5OQEgefT0rpysF5xuMpv+b7BR4b+PSf6gyDi9ju6+cJd92CMIQxDwjAEQEqJlBLXdXl5eJix0TGkSljWtCL3gx8NLupj5F3uOHZi7M8PfP3elWWRdM3OzjL91hn8wKOt7ZMsW76cMAyJy2XOTE5w/MUXyZ89i7GWluaVuT2De6/9c3y5/eLpvZuKsXnCOl57FEU0fixLY2MWi0OxWKJYLBFLCdbJZ6KGwe07d9R19NYNULN9P969KbuseaMfRp2u568CB63tjJTJ+Nzc/NFdj++9JuH/W83+C77O/yGVRYv6AAAAAElFTkSuQmCC) 2 10, auto;}
63.157894736842%,63.935087719298% {cursor:url(data:image/png;base64,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) 2 10, auto;}
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99.122807017544%,99.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
}
div.testarea{
animation:rwdcur123406 11.4s linear infinite forwards;
}
