@keyframes rwdcur208620 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFUlEQVRYhd1XMW/TQBT+imCxFMtyYSP/oEP2s6IwZYqSGalLG8kslWoJ5k6dXCkSsGSAsWsITBmqAsreof4Dp7C56RAkFoaPwTzHDWnw2QZUvsXnu+f3fe/dO/sZuMtYNOtcNOss4+N+GfJa0E7GmND+PNsq4udekYdC10rJAaAWtBG6VqFMGKsOXYvP3zxdu3ayf4oX19+MfBoZr5J/HUwAJBkoKqLQFgj5MJpjGM1TIUVgXIRCNozmy0gj0C8hwgiha3Fdwd02//+g1e2w1e38NsK8doLcNfD96hrT6RSe5/HBQxcA8HH8YUtIxeb83Xt4npfXrXkRPrq8xKtgD4/3AjwBCADnL1/jy9sBDgafTN3lR8+2KWg4DuM45uzokLOjQ8ZxzIbjpOs9266+GJVS7Nk2qTWP/d2EUGtSazYch8f+Lqk1e7ZNpVS1ApRSvDgbp9FTa4aulQqQsWTh4mz8iwg+Q35Rq8ZKqTS1IkIECaGQi00lWcgKaXU7VEotI/15zY6pNZVSRsdws4BRP3UkWZBIhTwVkVnLRm+U+k0QATf2X7AyV3kRZgWIc6kD2f91NpUi+4rNFmO2+Fbt/iiyJH+FUFD159joWxC6Fv2d7eQmAqUhuW2+cgHAsv/zBxMgSo6Yv7O97Av3T438Ff4vqAVt+GuaUlPcrbZ8k4gi5KWwaNbJUZ8c9Uv/H5YS8c/Iq8IPvivAISPfuJYAAAAASUVORK5CYII=) 15 15, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4UlEQVRYheVXLU8DQRAdCKoJx6ZAMFTVIk5hJmkaDOpoTREkNW2TItsEdBWqJGgEFkuQCAx/4ARI0mRTQ3IB0SbYh6C7bI+Gdm+vfIRnbj/nvd2Z3ZslckA3m0E3m4GLDSdyXDWAq4aTiIWk5EcXB2Ntp/VLOn55tbZnPWESuYsIq8Fx8uHZDRERLbd3E4tYtBFgQpHHy7ZYciH27voLRESDQg4uIqzQzWYwKOQ+Rf2gkPu5I/k/UCwFKJaCqVsc5jcQ5jfSdwUzAwCYGXESVe9mMwBgFQvWp2D9/p7W2jXarLUp3NkGEZH/+ERERCv7e7bmZkfZ86DgC4EoitDvtNDvtBBFEU6aVd3fq0x3lTWYGWXPA6TESbMKXwhASkBK+EJoAb1K4H4ccUhjBpgZ4e21Xj2kfPf3SIAq+0LoXUj1TlABqNzgC6EFAUB4e63Je5VgooD4omaCOalYCsDMHysdfc0ypNSnxIl4EtQuqJUqci3C6JvLlawEjPlfIdbGzPO9iIiIVBwo/08akyrMq9gMRrXtZc9DfNxcYZJ8C+GvQdoJiXVS2txa1XUzJVNt5w/PVkmp9d9QZcDDs5sxYp0Z1y+t7CXOis1U3Czb4m89TL4SkfRplhhpPU6dRbiSvwE2S78UbGPFAQAAAABJRU5ErkJggg==) 15 15, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur208620 2.1s linear infinite forwards;
}
