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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqklEQVRYhe2WQWgcZRSAv/n3n8lkstmu6TZJ1zWWGFsNpXjQKqVoEbUigqgHhYIi2l5ERLyIVA9StKKXphdRvOrJItZia3ooMa0xltrUUmuyqdttqMkm2Wx2N7Ozs//+62EsxWY3TcSbeTAw/z/z3vt4//vfe7Aqq/J/F2OlCkNv8qTr85RfpcdXxAEBTMoQaWFwZHCcQ/uO4f3nAINv8AKwK76GHY6JZZtghYJvngKvAlkXlZrlrNJ8eTrNJ/uO4d7MbuhmP+g+5P0b+LCjlXcSUXpbmghVdeC0UIYFHypVkAIizYhYmLhX4aGy4u7NcYYGL5H/1wC6D+vob3yaiPJKRwSnrCBXgpwHeS94X/CvP5UqyBC0tyLdCptmF9j4wAZO/TDO/IoBdB/hgST7bnF4eX0Eq6wCp5kCpOfwx6aZGkjy6+g0474CpbGVRpYVVGsQa0FMFbh9rkTr9jv4ZfAShXp+GuaAOsDW4csc7llHO0C+BFfn4dxVMkMpBhyTpG3yhxRMAihN5447ec026XVMhG0GwIdGSIUtdtsmp+rlhGwEkJzm1USU9ogNvoKMgtFpsmeucLzN4aRtMiwFKSmCM1aa8FCKM49s4kDeY1uxDI4FiSiJ7ALP6RqjQHrZAJ7i4UQ0yHSvArkS6uwEw47FT47FwP5+zt+gkgWywuClB3s4mSkQszxwTGS6zFZh0L13J5kbr6hoBOCYxG0TdA1cH1Kz5ICkLTlnhbjQSG9/P6PRZo4rDakspOcg7xFXmi5dw7nx/7oAxY9JWBKEEQDkPTidJikFYzLE6HtH0Y0AAPIeBy9OwmgGlAa/iq1rxJYN4FfpzpXQunY9Am0tQcWzQsws5RxAGOR1LciBYjnYU5qwMBb7qwvgVfBcH19pUNUAItpMQhhoXWt8bNdEaZ6BoDjlSsFWQ9h6m65PSlXJZgpBCCM2xFqIRWx6lCa6lHPdh8iXeNaxgrWv0LYkJwyKurb46OoCTOSYcSt8mysFAFEHNqzF6l3P7mgzve8+Xl9P9yGGL3Ow6LP5ro4gcsJAWZKUFEwKY3EdqGtoRx9aGHzk+rji71KViEJvJ929nRzoamPbN3v+eYV1H/L8n3xmm+xJRK/bdSzyUnDWkqTrATSsA8IgnZ7ja9vk+YiNCDcFZ+pG2GxJDguDEwOv83ksjOf6PH1ijCdcn65YGBGx4eIU6Bq+bZKyTcalIF2vTS/Zjr94kYQwOLLlVrY4FrQ5QVgzhSC7PRWsAWwZ5ErWDe7+aAaVmiUtDA5FbL6zTYbqleIlu+FXI+Tv7eLUgs99jkVnSGBUqtAkg7xob4V1YVhjB1dudiHoF9NF/PQcVzzF0YjNoCkZef97Zuv5uOk8cPx3pja286MwuG3OpaNcxSorjGsFKu+BW4GiD6ksenyG+Yl5xuZLHGu1GWy2+PmD/sU94JoseyJ661G6w01sj69hV8TmHikIexVk3kPrGsqv4k7kSM8UOe1YjNmS8zLEhf39TCxld0Uz4duPEdU1unxFt67RrTRrhYGtND5QkIIZK0RKhkhKweRyRrIVD6UAe3cSUZqIMJC6hgQ0QbXzpSC3kqF0VVblL1RCDMmeC0mjAAAAAElFTkSuQmCC) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur224950 0.6s linear infinite forwards;
}
