@keyframes rwdcur231882 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACV0lEQVRYhe3VvWuTURQG8F/jB1LEP8HsHaoo2m9rHTIoiOhQHFwCnbqkHdQMpZQOMQ6aJZOQJVMGJQg6ZLDVtr66iGZwr3+CFVGRxiE3NUjzuZoHLufcl3PP83Dfc89hgAH+dwz1ElyrGsZ1jA2NWlqcV8IVfMFHvMDLfMmPbnMe7YH8JtYxEvYXh0ZNLc57jUs4hySqONNt3lgXxLFaVRZPG+QBk7WqrXzJLDabvo9COul+Otk5f8cA3MUyvuErvmM/rOla1Ua+ZA7bIf5XsOvIdEreUw10wuK8COP5kqF00h5O4lam4FmrMy1vYLfixG7Fp92K2m7Fz2B32gnIl0zgbdjuB7ueThruWQCuCv8Tx/EunjDVTkAQ0YhpFPiI+svpWcC1Jn87njDRifwfnGjyx/oRcDbYzXjCTI/kzXibKVjqR8BpvIknzEVFG30Qx7CdKZjKppT6EfAqnjAbFW3hch8CNjMFM9mU1+rd8lC0fYZR0Q4msT9xx5FeFWRTNtTFf7iXc/6wmJatOCp6HMj7QjZlC9Nh+7FVXLtZ8L7J73q4BPII402fXrSKbVcDz/E5+L+hnGvfiAL5TiBvtOQqXnY6dyiioptRUS0q2gsCauWcqK9kLdBxFkRFWSxP3HGsnPNTvStu30iZebJ6UGSNtvtD/bZi6o1oZWHNg3b5u5mGaawE/3iw0+WcjYW1gykYC2sYp9SH0CM87JS8p2lYzvnk73yANzdSZp+sHjxX6nWzsrDWegI2o5sbaMYYbqGADxgp55QW1kwhh9u40C35AAMMAH8AekWpYl5PGoMAAAAASUVORK5CYII=) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur231882 0.53333333333333s linear infinite forwards;
}
