@keyframes rwdcur866 {
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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 18 18, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 18 18, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 18 18, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2ElEQVRYheWXW2yTZRjHf2+/brWntaNbBxtmVLJsAyVcSMwSDsZJjBsD8bAEMWZxoy7ReGFEEi9QbhRE4hEIsjlFIQIxJJKpBGQBUcPFIByycBJF13W069aTX2nXr68XsFJYt3Vc4AVP8iXf837/9//83+d5Tx/c6yYyHSnl3QkqbobV3ZWI49j/LkCfC0gIQV1DnZw2ddqYmLbP28SYH8exCTMghKDhqYZRweOJON5+b9pvcbfIzNpmvo/Ln+lkTsKRUY/4iqLgLHai1+sROoHqO0njrG7un17KugMP43K5SCQSqKqKGlMJhUJ0ft+ZVUWmuDFLcEOMAKhfWi81TcPn92Gz2YhGoxTcyN2csjDrl55l2xkX+fn5OY06pwzcrnbVy6uklDKN0emuK1AUBaPRSFJLohM69Ho9oVAITdNQYyq7d+0Wt/PmlIFMkLvVLa1WK6lUimg0iqIomM1mADRNIxKNoP4bx2q1YLOZMBgMDAWHUFWVppeapBBilIgJMyCEwN3qlhaLBSllOviIGQwGCgoK6PX0olesvLduLQCePh/vblyHtcCaxppNZrZ8tkWMxMh5I7JYLCSTSQaHBgmGgmialv4Wj8fx+/0IBIruJk1I6yKZ1IhGYwTDHvx+P7FYjMYVjVlTkLUEQgha3C3y3PlzADidTjRNIxAIkJeXh91uJxgMUmgvxG5MYjSqxONJDAY9KQ2m2AtwlVdSUn2WUvPz7Phmx5iDzCqgeVWzTKVS6HQ6ioqK+LL9SwFQ11Anh4eH8fv9AIRDAV6Y9zu1j86nq+cMD852oo8HqS7fg4gk+PDtKp5ePhNVVdNzJicB3n4vs6pn0b69XQD4fD4J4JjiIDAYSOOMYoAq2wD+nv0sKj4MPbAQqJgax2czs/pcjwBoXNEo9367N+tEzDoHnE4nGzdsFHBzNSiKcktwgKF4Id+dNnKoR+Gq9xqBoJm+q3qO9ZeTcLWmcWMFhxz3gSXLlshCe+EtAmQggNfjIakoaCYTOzt2AnD02FGanluGwWbhPkvRhDvhuKtgBJhKpQgMBnA4HNfbNY3a347z6pVeaq/6R/XZvsjFL1+1juLLZjmdhjqdjqrKKtasXkN7RztvuuvYXH2MawmNiqCKzv8PFy5dYN/+fUQiEcTsei4f+YPFr0zMnVMJmpqbZEdbhwBIJBJy8GInJZEd9J7ys2fTr7C4hBPhWoKhIEIIzHl5uIJh1h/6ecIS5CQgW/vXb5XJS94UXX9WYDI7eXHla3Sf6ETo4IP3N4x7Fo95VI8cNrk8p8+clU/WL5WlM2fKygWPy6NHPPJ8T0J6PUk5Ud9Mu+Mr2ZZPf6TmkZXETFbOxwKs3tRKvs2P3hSeFM8dCyguKcXlKmeNey0khjne14tr2RLe+PijSfHc0bX84kWP7PdKHpgxnW1tu6ipmcfcORVMKyOne1hO94GxTFXjsr8/iKPIid4UIZlMEgqFUdU4f3sj8nLfX0x1OKia4cpJzKQEDA8nZXf3JQ53neadra9Dnp4iVyWPeRdyuf8KWw98Qe9AHwBP1NTInz7ZPKGISQkIh1UOHjyFs8zOQ5VzrzcWO/CnBoj6oqxc8Cw/nDyEyWgkGEzkxDkpAXl5Cg6HEe1anObl7qyY5vnPTIby3vw3bMp0/gPKNEb+84upvwAAAABJRU5ErkJggg==) 18 18, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 18 18, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur866 0.7s linear infinite forwards;
}
