@keyframes rwdcur141925 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2ElEQVRYhc1XPS8EQRh+ZufOIYQo7kTY7YROVAoJlWtEIaGiIaESpUIU4if4yu4lEi29XyAaQkh8FCK5QoTCt5zbjxmFmH1xl6VY46meeefdmSfPvDNvFtAMRgeBY15JyRY8ga0KjnE+kZ/7EwFPK5n0XSH5mK4VZuEleVNbLQYMZqyfF/Kp1mm4cYtA4FgLrt3STWMPi00Nfs4c2bORiF1ASVE5a144lvRsqzfOfQwA8JzmvqdcOv0RvF8x64WUu4LJ0UPkt+MUAADYGHoX8oHAsY6FY0nPMfvj3tsAgOFNCAB4ts1GAJCQy5LB91z3KG4BLCrh0s5KNXh+DSdqKlEyTlEuh8Q/Wa8D2gV8veMG8F4PCj+xncQL7oviVXSdMt9+dUDgj/HvjuA7fml7Xe9MyWXcnaWSce0OaBcQeQTUXlSQiTK2p1IpxR8f7sL8zjFF2f6a4tod0C4g8ggqu6YUz3QMKt422a74QTa0HTy8HT2rs4qf2aeKX5P1tTugXUBkO7492VLtmPGkinMWdmlqOwLyWDGuqO/7iid4uK12B7QLiLwFiQRJ4aTaidXBBXlwCLgVNmRqe7FYVFy7A9oF/O6vh1Y4qXxulcmnt4OAtAv9DmgX8AagFI1qIPupnQAAAABJRU5ErkJggg==) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0ElEQVRYhc1WPUsDQRScvT1NlJioKQQjucJGwSJY2SlYiK0/QSGCkNrCIgQrCzuJXIr8DBuxTRUURNRKiSEBUWPUBL2Yu7Ny7yUmXATPzVRzb9/tG2Y/3gL9BCOtxfI6VACo6GNBaULyOlRT13b/reBFEoOd4skkFK9rKwAwHYlOVvenxulANR0dTUY003MBD3vhgA/sNjjCn+jA6NZdNVUqcK8FMAAwM9oJgJxtW0XLVs4ZtwLcVo6VeIF5LUAFAB4vLAOAldFsxpCvW83VYQxueF1cCPjGm/EZLj6Wa3MpNABkAaCkr9giofbhJAf86Bin6JZD4i0CQolypWfpfwTPj5kb1LZvBYDVEunFdhJ/b9QFH6LzdPm33QEL/4y+W4Kf+KXtoaXtjtM0cgcd49IdkC7AdQmovS09s4vtPp9P8NeXZyd/fl1QdpoVXLoD0gW4LoF/ISH4RGxN8JnNWcHPVhzbwZ3TsXi4I/i1fiX4PZlfugPSBbg+OCqXR6IdMz4g4pw5XZraDpNcVsx5UDWbTcFV7pSV7oB0Aa6nQFVJCie7nVht3pALh4BrTkOmthuGIbh0B6QLcG/HFHSHk53PtS759HQQkHYh3wHpAr4AQON8c55JyOYAAAAASUVORK5CYII=) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhc1Xv0vDQBT+kkt/odBFUFASnNRNnBwEdeouuOniUCdnB4fi/yBIUtTdwdGhSzdBEMVFRUEotqAOSqXFtuZyLnp5rS2xQ3L9pi8vL/ce37t37wIMEmq2OfbLizkYkQS9sGFwx3rgtnlE7a5trkURX6s74xMpGE8AoGdLWhRBKfShbKXMBZZb+JqiL4o5GDxv3oaewfEqdM+xBM9b1dCDdYEGADxvHQiIc+GJZw79XvPceIwZ11GUpC2A51hCACev1cb6SDq2EMuWC2En0NZqpQpSk7ulxs9jAQAqdkZIh1rDdx5OoqudopcPsevUnwSPDHqwS7joPO10AF6b5T+yE/tnqy55iq7T49tOBTxEjIErwV/0KXt6abvrMq2zva525QooTyCwBFRexMmLHrInEgnJP6rvvv/chqTa5aHkyhVQnkBgCZLzW5KPzq5IPr05I/lVxpcdzO+Oxf0dye9s/2rxQtZXroDyBAIvHG83p3Icaywm7UzzpzSVHZwcVhqT1HVdyQ3mh1WugPIEArvAMIgLI7udSM0fyYFDwCx/IFPZm82m5MoVUJ5Af/9/dIeTnc+sHv60OwjIuFCvgPIEvgHxgoKNWjCRogAAAABJRU5ErkJggg==) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur141925 0.7s linear infinite forwards;
}
