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6.5789473684211%,13.057894736842% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyUlEQVRYhe3Wa2iWZRgH8J9z6BhDypYsszxSuoaHNYUUD3nCwARNW2gbmlaQESgESgZOUCJTUtMpEUaCEisnillaVh86aQcsp65tmqeJZzfbqe197z68r26KNjf7EOH/03P/7+t6/v/neq77eh7u4A7+O4iOYOVe5jx3a/F1HbiUSkj4twxsZ1vggcDziznX5MYhkQODeHMpL/zAlBoyAvcHxkSYdJAZ61g24jYM1GZRs5dvI/QOZG9ibzKnRpD/NQMjTAmsrePT8+w5xc+n2XOZHRGWxM0/9R2L+t6qaptrl1XdaLOKo+N4JZFH/uBsJ+qTmHqYjE9o+wVtSkmoJQFt00jMJDGbikw2JlNQy5BpvLO5FZWoSqX6XY7XkBNYeJZ9iynp/M95F5OozKWqhC2Bh+qZO7aFFbhqIpkwnzOjqXudPp/H+JDA4XQKhnG0K6GBe4oYtZWRf8ZiqjNJXE9BX/LPMbMnMypbUoI4LiRQntK4ru/P+9sZXs+TgbzAgsCQwJDzzH2mMbZhJLWnYz2Tk9cK8evRMJIVxxkdobCEIxs4say9M9umO3yxu8JArwhzJjTmhNXsDIwtu03xkMH2MobWs2s1xV2u7rAqEI5bGO6zKS5WHD++YTAnK2InY2Mz/XNz8UQqNjE0sGID+9pds0tZIATJYYIjVbQPLE+P76ZSXRbjZk6/mUJzU6wvP40mpZKB8+n3FyGFQ6vJrigzaT0OXDZp5Vb3llOHU3fFcxtQG7s8ndOKp4fwMmsi5BY24XJZW8PsMn6MN2lIo/gIPQIbHoxzqRwvQyA9Qn7ajRSaq0DP2EiuPtCEG8ClJC7tJit+9Ooms6Ezj+/n4RPxuB4UpzIbXRL4/unWGEigA6KpTbjzDI5SNJW5L1G4gLw8vkrgiaUMisbCIhP5KIVxF8jBmWnNaN0IYR6fBUaVcChuNppOXTGFgQmBRwPzqtiVz2/xJg3p7DzKY3WcXEpJDd0Cy3u11MAwLlTQNzB7ViN/OYtz73FqL0d3UJrL70nxnI7s38aAwNubaOhMpISJgakLWmogiei2WBX61/Da+GbiO/HNxwyPkFfEL1cacj0fBsYebKEBqM+grihW8t4Rpq/jg+tKGenA7lm8UUz3wNqDFA1qYmw8R2roGFiS2TTzJh+j61GdFRutxZmsSeRL9Cun7THapVDViy3xV/BslM6lHC5vzL87mT79WdSOMW9R8GoLDUBlGpHZRCdzrAvHkqi59XQQULmZF7NbYeAKznQk0puGtFb8D0YJpXT9teW6d3AH/1f8DV0odUNI7dVVAAAAAElFTkSuQmCC) 2 5, auto;}
13.157894736842%,19.636842105263% {cursor:url(data:image/png;base64,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) 2 5, auto;}
19.736842105263%,26.215789473684% {cursor:url(data:image/png;base64,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) 2 5, auto;}
26.315789473684%,32.794736842105% {cursor:url(data:image/png;base64,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) 2 5, auto;}
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39.473684210526%,45.952631578947% {cursor:url(data:image/png;base64,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) 2 5, auto;}
46.052631578947%,52.531578947368% {cursor:url(data:image/png;base64,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) 2 5, auto;}
52.631578947368%,59.110526315789% {cursor:url(data:image/png;base64,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) 2 5, auto;}
59.210526315789%,65.689473684211% {cursor:url(data:image/png;base64,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) 2 5, auto;}
65.789473684211%,99.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
}
div.testarea{
animation:rwdcur55324 2.5333333333333s linear infinite forwards;
}
