@keyframes rwdcur48231 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 2 2, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIklEQVRYhdWXTYwURRiGn6rqnp6dnpl1d92RAInBH2IiIR48m+CBPe3e9qAnRU+IaCQGBQMYEpWAMSaaPfiT1YsBuRgSiDHhwEFM9MDJE1k3oJl1Fl2ZH7qnp6o+D+ssu8iswu6Y+J66q/ur7+2nqr6qRrzkxLv8U8fek+ffPCosk/P+XvGi6aO00ipT2qT11NJM2yseimOb0sqL90/0y4DqXowfflsK6Q2S6w2G4pDP3j2uVgtcL93EqxSgSDpt2pn9L3IDECy/UcBbRw6iHDiUZLbNV1Mf9pXEkoE0HiAwmsAFWN/BhwbE9DP3SgPfvPqSAggDJWXreO7pZwiUwYQ5KRrD5yeO9YVEcGtDMwtxWNqRxfiQRivF5fpH4m8Gzh5+WQG40Eup2eH4G/txPsCBlIzmi/ffWyLhRR7SSl1eVwNdJVFMRzz5TNE0GtEKUStr0lqTr2rg632LJApZKiNO8cKuXVgRvEeazTpnP/1oXeZETwNdtaIIUR6LRonFavDhP4bduQEnshGoGaVWVKGzB/Ytrg4nMmgtr+15BZMzhDqQShzzyYl31kRi+aDWNb7ni39YQzWEKPCEkWau3uRaktxRsizLtt3atkTAKNX04nrufOeOLJLIOkoKjTpHDx5Ap0IryyQUOPfxlAKw1j4WBMGlnTt3yuzsLEmSsGXLFi5cuKBEpNzTAIBWpjeCv1QMY24UNd51wGnKxRLBMnJBEFwC0FoThiGbNm1icHAQAKXU3KoG/o2+PLhXAejAyX2ieP3FPVjtaM/+JK1mfWl7vXr1KlEUcejQoYeLxWJ68uTJgnPuypoNdOV8RCPsIMoSiTBfr1Fb+BVVEowH5UMApqamrpw6dSrr1c+a1/L47t0StKp8W/mONN8kt79EdCOESaE8X+T8+fMPbtiwYaZX/JqPW9JKkQZ0BjOygiOjjYsSut9WrVavrRa/5ooyqDKulROivQOIEZIPWphWQDyXBwNxHOestWVgs/f+51wuV19XA6FTKK0pp0Vik+P3TDDtEJMXjDds3bq1S+DH28Xf1Rxwzj0+MTHxvdaa2kKVwEUMPBqTc3l+u/wL1hjuL2zEhUKz2WRoaIjTp0+rLMvKtxK4qzlgjPmhWq1Sq9WITEwQ5bhnIaZwPWJAxZQYwOc6KKWYmZmhVqsBYK3dnCRJYXlfaxqCSqXCmTNnbktxYmJCarU5xsbG8N7TaDTc5OSknp6efhaY7r5316tgdHSUYrEIgPd+u/d+O4BzbjtAqVRieHgYEUEpRavV0kmSMDo6Or28n76f/Xfs2CFpmlKpVACYn59HRLh48eJiRe1XYmvtIwDDw8OMjIygtUZEyOfz5PP5fqW9qSzLVmQZGxuT8fFxAZibm3uy264AhAeEHio2F/rlkVZxQfX1z/d/oT8BXsu5cDWb7YAAAAAASUVORK5CYII=) 2 2, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 2 2, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 2 2, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIklEQVRYhdWXT2xURRzHPzPz3r7tvt2tbe1KgMTgH2IiIR48m+CBntpbD3pS9ISIRmJQMIAhUQkYYqLpwT+pXgzIxZBAjAkHDmKiB06eSG1As3Vbrewf3tu3M/PzULe0SCvQronf03vz5je/7/u8md/MQ7zkxLv8M8dOyotvHxWWyHl/v3jR9FBaaZUpbdJ6ammm7WUPxbFNaeXF+6d6ZUB1L0YPvyuF9AbJ9QYDccjn7x9XqwWul27iVQpQJJ027cz+F7kBCJbeKOCdIwdRDhxKMtvm64mPekpi0UAa9xEYTeACrO/gQwNiepl7uYFvX39FAYSBkrJ1vPDscwTKYMKcFI3hixPHekIiuLWhmYU4LO3IYnxIo5Xicr0j8Q8D5w6/qgBc6KXU7HD8rf04H+BASkbz5QcnF0l4kUe0UlfW1UBXSRTTEU8+UzSNRrRC1PKatNbkqxr4Zt8CiUKWypBTvLRrF1YE75Fms865zz5elzmxooGuWlGEKI9Fo8RiNfjwX8Pu3oAT2QjUjFLLqtC5A/sWVocT6beWN/a8hskZQh1IJY759MR7ayKx9KPWNX7Fjn9aQzWEKPCEkWam3mQuSe4qWZZl225tWyRglGp6cSvufOePLJDIOkoKjTpHDx5Ap0IryyQUOP/JhAKw1j4RBMHlnTt3yvT0NEmSsGXLFi5evKhEpLyiAQCtzMoI/lYxjLlR1HjXAacpF0sES8gFQXAZQGtNGIZs2rSJ/v5+AJRSM6sauBN9dXCvAtCBkwdE8ebLe7Da0Z7+WVrN+uL2eu3aNaIo4tChQ48Wi8X01KlTBefc1TUb6Mr5iEbYQZQlEmG2XqM2/xuqJBgPyocATExMXD19+nS20jhrXsuju3dL0KryXeV70nyT3P4S0Y0QxoXybJELFy48vGHDhqmV4td83JJWijSg05+RFRwZbVyU0H23arU6t1r8mitKv8qYKydEe/sQIyQftjCtgHgmDwbiOM5Za8vAZu/9L7lcrr6uBkKnUFpTTovEJscfmWDaISYvGG/YunVrl8BPt4u/pzngnHtybGzsB601tfkqgYvoezwm5/L8fuVXrDE8WNiIC4Vms8nAwABnzpxRWZaVbyVwT3PAGPNjtVqlVqsRmZggynHffEzhekSfiinRh891UEoxNTVFrVYDwFq7OUmSwtKx1vQJKpUKZ8+evS3FsbExqdVmGBkZwXtPo9Fw4+PjenJy8nlgstvvnlfB8PAwxWIRAO/9du/9dgDn3HaAUqnE4OAgIoJSilarpZMkYXh4eHLpOD0/++/YsUPSNKVSqQAwOzuLiHDp0qWFitqrxNbaxwAGBwcZGhpCa42IkM/nyefzvUp7U1mWLcsyMjIio6OjAjAzM/N0t10BCA8J66Ric/6O+7aK86qnf77/C/0FAfu5cB+gUiEAAAAASUVORK5CYII=) 2 2, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 2 2, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur48231 2.3333333333333s linear infinite forwards;
}
