@keyframes rwdcur5138 {
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3.8461538461538%,22.976923076923% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.076923076923%,42.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe3XX2iWVRwH8M9etheRJUPGkCExV8iQ4YXBEOlCJAx2ISQSXYhUFxIRERHddREhoyuRLkW6igiRGTG86MqLkiKIZaM/JiVDsj+j1YSpY/66OOdxzx6f993eWdBFX3guzjm/P99znvP7c/gPYfMGdD7BNHo36rSrQ/kxPIV9GMFAnv8V3+JTTOLzjRJqhUPSTq/gBJ7AIBYQeDTPncgy01nngTGAKcxgvLrYQ/QkAlWMZ50pK6e0PgTDwV7piK9h4jG662S7iEY9gQIT2cZIRyQwhOs4GqUdBAeC3uBI8M55lj8ibvNu8Hyk31LeTC+OZltD63XexGW8WDHWDN4M5oILwauHWTpE3OSl4P3gj+B0lUi2dTnbXhMTOFtxPhhMB5PBcGnpdlpOhoOtwcngeqSIKfS7cS7bbovtmMO2kvJAcDV4rUZ+qUygpDMe/BbsqcjPZR8tMYFTJUPNYCp4u4V8QeC+Sxo8HSkkyzglhWpLXMNoycjB4JtoEQVYzgQadYvBB8HrpanR7KMWOzGbb65gS75sx9oQjjUIjAY/R7JdYFZpXFbcjS+6uJnHd/A4zrchUOBu3WQXXwd/3WALfJx8fJV9YfXRPoeRBssNGg3u/sCtR7iQ5eq+Ar/kcaMq8x5+6uu71DM/3/3kivzFOgLDGO5yL7U1ZlOF3LeOE2iZbn/Pfkrp8hYeqpM9iQ+LwRscn+e7TGBMCqnd2CX9w2Erd2Ab+tEn3aFNxeaCMzV+XqkjcEQqpbLi1uDPNhHQyM6XW6wXdi5Vpiazr/uwU7qhZeUvg/0tbHevRSDoDxYinU6BVVFQxaoYDV6IVFLbEVhqQ+Ct4HRpqm0eoJIJs5ErweEa2WYmcLuF8105HQ+VptfMhEUtKBsay4b2VmQ3tSIQbM/149nS9KB11ALSKZwrGRvOKXkuOF4Kp4LAYsX5wVwNqzd9XdWQ1v3ASPBZMBO8PMOezUSTxWAoOBZcDH4MDlRsdtQPUOqIqgu5KzqzzNVF4g4RqYacDZ6JnHZL6LgjKnCvJ6xb3J8chRRmzZo7wgP0hAX6temKm+kXrNUV99esd4zyu2ACdqSYjgEWdvCw9C6Y0OG74J96Gd3A9/7Fl1EdGlJxGl1L8H+0w9+FxjAvNeX5+wAAAABJRU5ErkJggg==) 0 0, auto;}
42.307692307692%,61.438461538462% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61.538461538462%,80.669230769231% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80.769230769231%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACg0lEQVRYhe2Xv2sUQRTHP7PcXRGiWByHHCKXU8IVQUHBQlurFIJ9Wgtj738QtrbzDwg2IoJwIFjHQmwuEgiGCCEKIRAInKCod2MxM7dzs29/GsHCDyzM7ryZ99359d7AP8RCjTZbwAhYrOtUVbS/BdwHbgMDoGO/HwO7wFvgJfCurqAs7mH+dA/YAO4CXWAMaOCq/bZhbUa2zR/TAYbADrAaVjZBN42AkFXbZkgySpUZAAdAfBMakoECHckCHLHtY1DVeQ/4Aqzp4A/0/ILT5Aiwtmu2r15Z5y3gA7BewjZXgMe67bNVRkAMPC9jWFaANlP4wvadyyXgBLh4lgI8TqyPGVFg8AjYBI5s76WGjIxFKrAJPMwzOABWwo86cKAT4bMR0OmfkVixPkSWgUO3yjWcF4RcSH9KpqDkiB1aX8C86mvAewVf7fuPUIiC00zvpt61EXljfGxbXymGwH4EkwZoBRPPh3tGrqyDx7MZA9/Cts3k0NLAY+fUn9s+0FfJH0hzKioPECOjNyrfgXPuxXfyGng1ATUBpU2kVMAdkvJ1V1ZwxTVUSb2ynavw+QVqaspPMdsxJWALmArK/dC67ZU/ud492y7JGsqiB3yWKpYxKzQTnR5efxv2c9q1vde5XRCSuUd9j5ZGZBbWz6I2HqlzIFxoz4AnGY4XwQy5PQ+iKTAVpi2HB5jTMBMXC0R0Om+sEgu6CLFAIsZEriwRdQWUioZQMh/YgRsLoFvm0CmiUj4AXkZUYJcaASGGVM6IHLOcsEDAOCcI1c4JHW1ysuKWmYKirLgt1FfGvxfEAEtmT+sOjJfgMuZeEFPxXnBWN6Mj4CN/8WYkEWGiYyqD+k8VfgM+scOdOQS29gAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur5138 0.43333333333333s linear infinite forwards;
}
