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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYhe2Ub2iVVRzHP+c8z727u957d9nVCduM/MPGTCy9KmgrmPZibUgRFBUy8E/0IrA3UUHCRcTyRVAvKqMIohKLYWjSnxmjUZmak0Zk1qb3KrZcu9PNefe4+zz3Ob9eaG5ittx23/mFA+fP75zvh9/vnAP/rg0BpQRov8l6UbWtNhSSzro6WZ9ICPBeMc30td6hvgq6L88jEl2xOhplaTjM07NmUarUBmBLMSGu6PilhaS97/j5wjYisd9bEgkJKCWvVlfL3GBQgHXFBTidX0rG7yHt9fDRgTexAxe3VlaKSSalo7ZWFAhwf/EATrn1ZLxTpL0TpN2vSb2+e4bW8un8+ZIMh6UxFhOgl2D0zuIAnPQaSXsZntuW5d29p8i47bQ8s98C2V5VJSaZlJerqgSlDpJK6YkPvFVlvIfJ+GdoaBKWrRrhrdZeMn47q5u/aS4rE5NMysaZM6UyEBC03gXTDXEy/zhp7ywNTQII967J8/7nvWTcNuoWH60KBGR9IiEmmZQHYzHBsraTSk3Z1r7WU2jUuJXOgzZ2oIKAfQ/7f/yhd9XceG1ALwC4Lxrly+HhF3llx1ng7SlTAJAurLsuAyCESoVVqz32fJ/ls6OthEoHm8vKBDgGPAKMEChpnCaAfMsNACAEQ8KSlR4Hus6zfecewAfqr+7aAmSBBcUDAMGyhbq7ffYdzrB+8z6gB9gMeMCHwBHGl3NSOlO4OcA/7a4lPq0dR3hgbRswAqy4unsn0DoZ27Gn5PsTR//VZ1BWDe/syVGzqBN4CljMlR+ye2oAYhUmjI7OAEuNolQ9bT91ES1bChwFXgNemgzAWN20jCKYa+NwBBqaDRufNSBX4kpCQ8yZ+xvwCwVzkBd2fMIHb8TpPv7FZMyBcS+/x2vEYifPb7qDaNyhfo3Gy4fIdMNAFmbNNjyxqZ8Z8b1odQjfTWOrPzj/5xDL5g9PFmB8BnIoZXhs4wXKy/uYVxfh26+q2btbk+2D2dWGh56MECsfADOAtnJc9lzOhycu3f8CQIZQ1scsXxlBKKD8RSBxRIfxjSZUYlDKwfgXMQwjJocpuPiXpgnA8YcI0kpQxzHEsfUglXNs1m1azMXBCImKC4RCHYg6DWaIgu+QzbvkuqYEMHYHMoNxhoMRSqwIAR1BqXJQNYgsR0kMZfXje21YKk3BHyCXz3Eu69BU404FYCwDJ7IO5eUGKXHxLQdL5yhR/Yg6jIdGFVyEUcTPkXcdfMflSK/5j7NvEaBpV4HOtQ5OhcvM8Cgm6DBqBbGVxkbjiyFvXPyCi++4HDvnQseUAdQNM6mUpnKtpiZhEw1qQrZmSEPcwGjB0D9SoLTX0NBhYGsRAK6n0Tz669iwdSHTYXpbt3Vb4/U3gOe+Qg9QFQUAAAAASUVORK5CYII=) 2 2, auto;}
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}
div.testarea{
animation:rwdcur113913 1.5s linear infinite forwards;
}