@keyframes rwdcur164339 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 39 21, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 39 21, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 39 21, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 39 21, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 39 21, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 39 21, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACoAAAAqCAYAAADFw8lbAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVUlEQVRYhe3Wb0gbZxwH8O9zuXiXxHhJrUkk8c9MNBp1ii9sV6FsVdo3vnAvpnsho4Mx0BeaOix0FKl75fpK0FdrGbXbWuoik0LZRt2GMpiKbEytRo26GKOmhokxxuYuudsLMSqr2+w63+w+8MBz3PN7+D4cz48DZDKZTCaTyWT/HNmbVFdXgxByPRqN6sPhcCQvz47U1FPqgYHvIllZmbBYLLBardjZ2VlNTk6m5+bm1ra3tyOFhYUwm83IyMgILy4urhmNRtrlcj2tqKiA3W6HxWKBwWAIiaIYU6lUsX8d1Gy2fCwIsatKZRIkSQIAUBQFSZISY5cEUZQgSSIkaXcO7L4jhICmKeh0OqSlGcBxKdBoNAgEAkFBEMTt8PazzMxMWDIsUCgUz3heGOf5qEej0Qw2NTWN5eXlBf8yaHd3d9uNGx+1c5wehJCj1r6w/YNK2DuvJEloaHgfBkMavF4v3G43z3Hc5wUFBdecTufTPwWdejKV0uxsnvd4fjutUCheesijKBQUHjy4B47jAACrq6tobW2FUqn8vbS09FJnZ+fYwfXUrdu3Xh8fnzzRkADAMAwYhkk83+3pQftb76Htzcunurq6HtfX1796KGgwGKykaeWJhiSEoL29DSzLQhRFxONxbIW2wCiV8PiXUFdXp/P7/V+4XC52r4Y2m81nTzpoS0szSkpKMDY2ht7eXkQiEdTW1uL294/x8Kt+nK04h/X19SKfz/cOgE8AgPb7/fgP7s+RHA47qqoqsbGxgcEvH6KrvgnzKz58PTcFJhTF3P1vQFMKvHvzOkZGRrL26igAkUTnOQFmsxk0TSMUCqEwywo1q8L9gUcoKyuDoFHih59H0Om6ix8nf4Hdbt9IBJUkLMXjL9yHj2162g2e52EymTA4NwG3dx6OV2yIRqNINRkx/ORXzHgXUVxcLOr1+t5E0KKiwp94nj+xoMvLKxgeHgbLsrhy7SoGN5dA2dKRm5uLlXE3Gmrehs2SCY7jbjqdzqW9OoXRaJw0mYwta2sBJSHUiYRdWFjAmTPlMJlMcDgcsNlsYFkWwcgWLn94BSkZpnt9fX2NB2sUExMTsdKSUtozP/9GUhJz1N4vVSi0hdHRUdhsVmi1Wvj9fgwMDKCvry9YU1PTXlVV9YHL5TpUQwCgsaGR7e/v/1ZBJ51nGPa5mx+HdOB27v8riBDF/SEIPDhOi5ycnLDD4ZjVarWfCYLwaUdHR+h5ex5sTMl6vf4Ry6rOx2NxiBJACEAIlWhf+wEIJEkEIRQkSQRFUVAqaRBCoFarEYsJok6nF9VqVSw/P58fGhqavHDhAnZ2dtZStNqwLTd32efzTVit1tny8vLZsrKy8N8d/lAHvXOnRz0z486bnprGxUsXDRRFJet0utMejwfxeBzZ2dnhzc3N5EAgELTb7XQsFqO8Xu/S9LQ7UnHuNbAqFSorK0HTdDA9PX2FYRjxmB9DJpPJZDLZ/9QfRRrA8nRF+1IAAAAASUVORK5CYII=) 39 21, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 39 21, auto;}
}
div.testarea{
animation:rwdcur164339 0.66666666666667s linear infinite forwards;
}
