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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 12, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 12, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 12, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 12, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 12, auto;}
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33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEElEQVRoge2Z32sUVxTHP3c2WYUk7qI+lKbQqEHTYAkUK2Kxre2S+NROsRsQSlPoS0yl1ohY/4I+9akPXZEg1qeutUyDtFSGCglNKbXUhxIhyZZSgn1RscnOqonu6cPsjLOT2ezM5OeDXxh25p5z7/l+55w7986sYrmQMQC6gcPAHqAT2Ag8AMaB68Bl4Cqmvmxh1bKMkjHeBT4D2kN4TwFnMPVvliP00gRkjGZgCOiN0TsPfIipF5dCIb4Am/yPwP4lxB8DepYioiFWL7veL1Ob/C1gBJgBNgGvAs8G+O2vjNMTiwdxM5Ax+oEvAyzXsefCMKb+yOPfALwFnMGe4H4cxdRzcahEF2CXzr9As8/yPfAOpj63SN8k8B1wyGeZAVrjlJIWtQPwPgvJ/0Q98kDF/nbF34tNwHsxuMQS0BfQdrIueQe238mQ49ZFtBKya9kCkp7WMUz9lciRM8YvwD5PyxzQVDV3QiBqBjqoJg/wdcQxavVLVsaPhKgCNgW03Y4adJF+QeMvCk1EfhOR30Vkawj/oPRujBp0kX6RygfsDOwBXgKuhRDx94KW5rmRqEEr6Apo+yvqIEpExHP9J3BQKVW7LPT8Pqrv3iNgDKO3HDpq8FryD6b+fOgxKtAARITx8XGA3dTPxF3fdQPwTMS4H7BwLTEjjgFUBJTLZbLZbFgRtwLa2tHzm0NFzBiHgM8DLF+E6u+D+xSanZ0NJ8LoLbIwCxqwGz1fO3MZAzJGL/ZWwv8ovoqp34gjQImIPH78mG3btgHQ0tLCpUuX6OzshFpzQs8ngb0E72ZLwDRwD3t+NABpislrwM4A/yLwAqY+HVtAuVymra3NbQwpYjN2psKtJbYAPx4BhzH14TjkqRU8VDkZvXex33XDPX2a5w76WuaA7FLIQ4CA+fl5ACzL4siRI9y8eRNqi7iN/Q4wEzHudaALUzdicK5CYAkppUgkEiQSCdLpNBcvXqSjowNqlxPAVuA5IL1IvHsUk+3At5h6+HUjigAveU3TSCQSpFIpzp8/v7iIJ2IasJ/xzdgZLmNP1CJGb+StQmQBDnmvAE3TSKfTnDt3jl27dtUXsYqomgNewv6jWCzS39/PxMQEhFuxVwWuAC95/69SCk3TsCyLgYEBJicnYZ2IcAV4y8Y5lFIueefcsiyOHTu2bkRUZcBLPKiMvCKOHz++LkS4u1EvUX/peDPhXFuWxYkTJ5iamlpTETUz4CUfZHNEDA4OrqmIQAG1SidIWKlU4tSpU2smomoSB5H0l07Qb6lU4vTp0xQKhVUX4W6Hg0rFe97W1sbQ0BDJpH8rH4jdwA/AyytF3IErwE++sbGRDRs28PDhQ5RSJJNJL/ky9XehpZUi7YVbQt6ySKfTXLhwgeHhYVpaWlBKUSgUnBIByCqlGuscr62qAC/5XC7Hjh07aGpqoqenx7Xl83nH/aPVIBcGVQJSqRS5XI7t27dD5eU9m826pTU6Osr9+/cB3hCRyJ8BVwKugFQqxdmzZx3yN4AXgYnW1la6urpQSjE/P8+VK1ecLkdXn24ApIJCoeCc/iEimyu2j0VERkZGJJPJSHd3t/T19Tl+/4lIvL+olhFuBjx3/k2llPPZ5CvgwYEDB9iyZQtKKXbudD8szBD2fXglIU/g3nmffUhE5M6dOzI9Pe1xl0/Xgu8CiMjPIvJrEPmKvb0izsGkiHwiIqFWtHUDEdkrIq9Xfwt+iqd4irXG/5vtNdUfZZixAAAAAElFTkSuQmCC) 0 12, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 12, auto;}
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54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 12, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 0 12, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 12, auto;}
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}
div.testarea{
animation:rwdcur251219 1.2s linear infinite forwards;
}
