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20%,23.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8UlEQVRYhb2Xb1BUVRTAf+/5dnuumLUKCrTY7CQkH0AHY5yEURs/WE1RxOQXrckPaiUEmtLImMMHarQIp9RGnWQqG0dLAmlKUTMix9FwGmZkMSCRjQwWAVtgeQu7e/uwy/L4p6uje2buzLv3nnfO7517zr33UVpaitvtjnO5XDFZWVmEXbq7u+d4vd4jXq/3e6fTGR92gI6OjgVer7fBXnZMuHuddV1dXVZADpd/ub+/X/H5fNi/PEBn9c9JM2bMKG5vb38sbABut1sGZI/jH5o/2Ibj3OmXHo2Y9k1bW1tMWAB8Pp8shPD3hOD6wX30XL6UFhUV9aHdbn/gECPOAzL4dzN/FuRy6/LF12abzQebmppmPVCAiQaF18Nfn3+K82r9SovFst1ms5nDCgDgbrpCw5YNcv9V20br3Li9dXV1D4cVAMCnaTTvLZFd169lJSQkbL5w4UJEWAEABq7UYtu0XtFaW7YtTEr6qKqqyuR0njSLoVr1fgAooSh5nLdo3lOizHtny9qlS59wGo2v59JBm8jBDigYOM3zRZ9IzxT03S1AyDteX20N9e+uN3puDuTSoylcqrFiYBkG0oBCygtOiTNFxgcGADDY8S+dR0uNFP0uUz1m0sDT5BTUCNSjAiVTFBeFZDt0AEli2lPpRFsf0ibViSIVeBWU42zecV7Mnx933wCmLUoj/u1ctIHeqjsqJ2rwlmcxsQ2nRGZmhBAlC4RY/b4Q+633DJCYv93139SIj9fuOZvvG8QxTmEA+C3wHAdMBZJ5ktayHKiphIZCqPl6HIAkSSEBTJkZ2d7S0nL6+Pl6h0MyvwH4RimcBDyByrSNAssA03V/x9Q41q7S2trqsFgstYvP/aEIIWQAWZbVjh8r5thL9+PpvAGAJEkeVVU1QDPNX3KT5koNMAUtXdNZtauwV/NHoUe14lkdjehcRMyWRJGbq0q7dwfzSMnIyHAcOnSoKDY2Nm5oaEjx+XxyRESEKTl9eSEQf23XjmEATKrR58nmyJTmyhfHhSgZqNP1NRX8bmT6Ujxk5/Vx89YXHDhgB84EAYaGhgbXrFnTBjjw54QCKJWVlW8uW/FsoVWS0nrtdoQQruiz7yVOMTLeOYBlDMCImNmUZ5YOH74iSkosUl5em35S0jmVdU0xGAymioqK+CWpqSUymG50de2UvlvXOK+7upqJkrcT+GrS3XmVhHZsogl9BuqNKoARUAMN/AF1edPYKatsRAvMJOveuog/FyLxV0VjEKiWwg3LmXn5cZbkNksLXwnmwGQlEFyKAAjA4M7MLHlr2Q91wEg9v6zpe6PlW/wJCbBCc5LMw8CvUjFLJ/pqvfiAwcBX9wWatrWsPJ+x7nonsQDg0T1HMnyfWCw6bMHqudNp6As0BlFSQdk2ana6BsO3RhVYhj/0uwA7cEOXEyeBFCCGfGl2omt4OKSdUIjjZgNK2ij9ZA3W4V9vgARgRQq8kAJJjIR+WHpUOKNCX+YJ/XCIW/HuR/jpOSPDlR2pMbKKE8jtbgUmk35hJk3CcSJEZgzSiVnEey6yEhXDBErxQDRwBP+eYJuoLD2rJDzBkgwZIAiymc+AjbdVSgbqgX1A7yiIPRJatn7grv8BpWKygXSgfFIlC/5zYETKgfSxzuEeIqAXkUMUsAhIBOYC/v8HjW4aaeWX6TagVqJ3/PEdkP8BD3XO6IZrFLgAAAAASUVORK5CYII=) 2 2, auto;}
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60%,63.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur155839 1s linear infinite forwards;
}
