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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe2WvU8bSRiHHwPhgnIk7IkrwMKytsNK44xES4rtEAXdkYbOJeKqbUlzkotTEP+Bm+yJFtFtkTrKAKdI68o+C4mAgjnjg0irXKK9wp5l9ss4HEqa/KSV1zsz+z77e9/5wDCMQAgRGIYR8C0khAgajUYghPg2IMqBRqMR7OzsfHWQkU6nkwOQUiKEwLZtLMvCNE2+BsgogO/7m57nYZomv4/m+W1pEdM0mZiYoNPpMDs7u+n7/qbv+8/vGmAMoO9CIKXkZUXw7PCUy9PP7FYqCCGQUuK6LkAA0Gw21Zj/rfAlhmEEpmli2zabp595OFe8+ufk+Ec+/cvu0gJSSgAdhruAiQwUQgSWZVGpVFjee827D78AMPvgj7DPIJjbAI3FB7uuixAi0mkyXwjvl/deX8P0U6QUT1UWkGVZgeu6OYg5AEkXJvMF5qcfhe31dje8vzw+iozV3VGqVquJr5ZShnHH4o1ZLjz5+VG8K3UKkf+6OwrItu0QQg+cCaBmRCIaMH1/PBXkJiAvJbDSSFaDlJLdpQUuj4+ot7vsn3Vp+x+Zm79ibv4qhNGB9FRBr3Ym8wVK205Q2nZSPyrhAGSnQanIFHUAcuyfXQysCwUCUNp2Am99NeJGKsCgNPh//UQdaPsf2T/rUm93I0G95mqkf8l0wnblhg6RCqAkpWS3PxvqFBi/N8bjqR6bHjwSdO0g8g6vVr6GwUlAZAJkpWEkB2/ex4LHguo6eXHdNvNrmRJO9H1ZA7NWs8O/r24O/qrcu1Jg4ikamIIv0qsyFPv36rdVZqYFtOBk4xpUr4FMB5T06fjnyTkAo+M/JDvqwfVLb0vRQAfS6uDt6Xm2/fGArf59C2YO+8/WDoBywFZvGxjowNC7mp7vImxMbXAwdRD98pSauBHgtlpkkRq1ofoOBaDXQaqeaqlowcrFClsXW70UpPX5EoBms4mUMrHNlkwHajFbW9pvK/ZMqVZG5X8oAFUH1WoVb301d3l8FDmgZAYfBKHp7tYB3WJVcOpZMXvY0EWoDhO6C6lpUIHTch6zH27pgLe+mittO8FkvkAJJ7LhJNYGvW0reQS8cZ7rB8i49ENGuLxuxLbxlKDfpes/U8/K/EVhRrUAAAAASUVORK5CYII=) 0 0, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur52069 1.5s linear infinite forwards;
}