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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABr0lEQVRYhe3VsUsbYRiA8ce788zFsyYxMVUCwRZFiopi6N/g4GKhg0txcCm0u5uDOJZCR5eWOpSqHRUCQunUihlaB6cSNDmUREU9L2nuLnfp3ukuGjP0nvn9Pn7D9/FCUND/Xkczhx5OLmWU2PhcvXZ2eZJb/uBY1+f3BXgwML38KvHk5YpjVwWrHkKsH59re0vzxum33WYAgtdBRSIWU8j2pmZWO5WkUDv6QsO+QunLxMPxqbdAqqWAdISFR1HikpLAdUzS5iEh5xQaApKcCAOvWwoYUKEvzA9Tz2uufYNa2yfyp0ClrHFd/L6T7gVgomUAWQRJ4Gnp4M3zy/yWpohFxNI2V8fvNqyLnc10hEWg3y9A8jpYrsBEkpFJM/u5ms/m5ASpLmOLYQtXHWKzU0AGfvsFiF4HHZezqMKLoSjJaIhRy4GqDY9jjKky3ZrOWlHnk1+Ar2+oyvRnBlm1XeiReVYyyBkW7806kYLOR6DqF9B0syP8ygyyftt7PD/CVhUAbgVotBPgNsC0+do2AECXRKGtgLsoALQd4HkZ/ZtuopUr/DQdjLsEBQXde38Bna2KWscFgM4AAAAASUVORK5CYII=) 0 0, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur182604 0.4s linear infinite forwards;
}