@keyframes rwdcur253341 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJdElEQVRYhe2XaXCUVRaG32/pJb2lu7MnTXZCm3QkZBkRiAgygUmIEFAsBBVRgRmmtFh0cBgkiCVC4eAUMzJKCUEQR1lCUMOW0kQQAoQsGJJOurP0kqQ7vSbpTu/fNz8GIzpaJv6ZP/P+u1Wnzvuce26dUxf4v/7HIiYSXP1mvYCmEKvpCnDtDuZod39rhsNlrE+OS1n+zvk19l8DQE4kmACZyRdxj7As8bbDPny/3WGV5Komj856QOUEgEXZWyWP5+7gTyQnPd7Az3Z+kx+fLbswNBCQu21WRCvCocyZCVVKXGYwKGzaXPKxUqNvDQIoANA2/qLGoYtvfzs9Oo17aTTgEzXXuJBXEoWMzDjoGmw4e6IFhkELHC4DQKDsZGP5mfGaA+O8Aav21npu5FyRttGJ+wsTIOQHUfNJJ/R3PFDru2EZ0m4XC2RnTjftvD0RcwCg7j28sezLnJL8Z3tmTnnOXHvncCMAfAD582J4/iI91wKHExgURuHs0fNIV6XhgaIU3Jcih77bzgaC1MqcxKK4b/tqan8VwBvLvsxRJHC/4vEI0YApYFpTvNK+IEi03kcUPh695GkMOsNhlgxj4dIQNDobujpJhHMYsF4aFBuTIhHGxIz6hmcnhk+LV5svfz5egLEWUBReHRlhpC5XAFMy6DVJqoQ1kcV/R4DP4HaNDj3SUygr8UKhkCM+SonPbmshDYuEydZxKD5acS4Y8qSa7XqSS4dFLM7aFnnmzk7rhABG3Sw8rlHMWpAApUICNpwPSukB66bx4FwF0mNmIjEtgG+qTyGMLEFGegYcrj5QdCinsbN208nG7c7xVn2vxuZAVnIaHipOQHR2DPr2XwVt7QIbFYDX4YcggYbioSdQf02AOy0WpComQywQoVuvBu0X5or5slulWVu4vwaAmpQYX5yZmhVXNDM/NW9uQYF/eBRDk6TgKCNBD/FABYQIWVh4+0ZBMJFIVT6Pcy3n4HP4wJEKIcz2gHFwZTqNblDvuXljogC01++LbtffeeTEhdon5dJUTMqNQFiEAPAR8Bt96Gmz4fj5g2jX1yA+LhlcmodJsYlY8VQptB1uOAkfLLk6hIbz/ZdtQFOb6Y+2fo82Kipi++efV+3cuvWp6osXu1QGg+4Aj0c75XJpbEeH5sSGDUv3AABZqtr09ZJpWwy3emulrx3/AwasFlAMgds1WlRWXgc3k0Hp2kcRPVWJ5q4GiLhizMkqgiI9CdNmJ0DkYABDBOLjM1wAEC4OzBeJOOd8Put0v3/ko/37q7rEYt5Xc+ZkziosTF0okwXzExIkuzdvPrAKAGirWweGYRCiHShevh49FhsIYwBNmh6k/04CZR4HMkk2IqL/hOdv1MPHjKBbNwDZ9W6EJ4YhIl0Ki8XL0Gmk8fL1PonZGFBNmcKHWq1DTEyStKRkqlQoJKHVmnHzpgYtLRrw+RwUFhZKAYBePm0vGCaEY80vweHWY6TDhMS4YtR1HYKjJQklC16DtsuKwwffw/qiDZipXIIL36hx66Ye2SE5ktKiYVbzSHuAOCwWE87ocCR7PCFQVDTy8ibB5xOjs1OHgwdPwO93Y+nSMnR2anD06NH/vIGNZ9P9BAjnPOXvYW5hYbA24ME5C+E9bce12j4MriYx0B/Cb+cXQzASg/MXbyMUAhwjBJob3LhxWY3W3tZms8mUCPkMcs6y6f02kzneajXrr1zpYBYtKkpmWS8cDtveS5cOvJyUlHiNYZjpcrl8GADIAaPZ2G80VUQJUj5VpqswNT8TiVkkTlZ+hA8rPgXDcKDKkmDxow8iZrocgskhUEES4jAJhkYCuK6+BpOt98AF3VsRspioMovZc7Wu7lpvQkJcvUgk/Lqurg5utx25uVPi9+w5qWBZdvb+/ZsIiqIOAfeM4lLVRicvJeBNU6blySXhEInCIBaLcPr0MdjtDoRICa5eagRhkIPxUdBb1HCMmCGPiMWQx106LX1eS2FJPhg+U2UxOd8lIDxcUJAzNSMjCwaDCV7PcHb/gG1jIOCfnJk5I3TkyA418BPr+JnV25dIhFGnZszIhlQqQ/31WxhxDUHoSIbXyIKQes+aSc1uwszwCzJmfdKndUWK3EMwjDhwh+NY8XXTjuNVlQ0XxGJZEWQCuG1Ov9fu7r/WVC819PSKwngCmqIpsCy7vKKi/F9jANqObpitdKbT6bX6fJ73OBz+Yg6HA693BFqtFu3NHc1gidEgx2MNwN8t5AqrhkKCFx47PfDk/NhkfMzR4IouiLW8xA1D7859zjo1RiWo0cDYY/R39g498s9PX7zyxGNb3g4T8zeCHau3YAxAb9Qt7DeikmVJmiQBDocGl0vi+PGzzR0d6lMisfD9IxWvDwLAqlXlNEtgm5dDLEjV9P9mxb7NCIbxwJTuRVJnCNqy6bDH8zC12oiDIica5VJrQDc4u7r3rbbV68p3M168ctf2ne8BDLpPAiR3GUmwoCgSIYbFhx+cNTU1qGeeObOv+6fG6MrV2xUuLpWbnCLdFzdZmZonkSHt9hAiXm8Cx2kDj+BjW6YQbN4MOPRtew/UvvDyM0+Xp5M0NCwDAHCObUOfQIqRW90guDS4XBojLNCo7r9a9TPmAHDs0A4jAOOLs1/pbufqm6L58bR87WzExIvBd3pg5dGPmzH0nN/UviCSL9i8cPKrH7M+uMAFwNzdBd8l69l3HuywCyAJkDwevNV1o/kc/9qqn3O/R/vqZFaAZa4mDOOdY5WYL+IF0++jFj3Q/ufqedzyF8It+la3n1CJYvgKks++dLf6HwL49rwPzsxcsD4/GJIA8a1aMEsi3QBg6y8BDErYTQRLcGf1CdFo8eLdhwN0uJ8QoB2IIIi1AQ81lyPHE2FT2GQQeJgNfs8+9ga+iFx8gHW714EgABYgwiVAKNQGILvEUsn8l6noze/gd/FY3uYQQqB8bvxjHqG+kYq/Sd14leBAzXixjfHBTgmwieBgHRsAQIABsKOiovz1H8yBL6LKjgJY+SOv8wC2+whf25LBatddcyWP5T1KgtwNAE7KCQtlsdqC3a1fFma+vKv6rw2rVpXzAXAJCrtAIhkhBNkQFCBQX1FRvv675D8GkABYB8AFYBOA1LEWEb7jscFYY443h/ES3pUGjkERIAKgQcNIGw/5Cf+pJYPV1b/Urh/rZz8mX0SVqQD4ATwLYAsLlqFZmhSyQoQQcjoox4oQQv0ECAmP5TUstJwZnag5APwbVtAipLMPCAMAAAAASUVORK5CYII=) 15 16, auto;}
}
div.testarea{
animation:rwdcur253341 0.4s linear infinite forwards;
}
