@keyframes rwdcur55711 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcUlEQVRYhdWXe4hUdRTHP7/rzM5vZZxdh3UxWXc3EtFakiyK2E2Iwlfkqq0RZLqrq2JdM5JEIwgscI1Icm9I6UYIIW1am4oPfBGy/hFLKPhoDV+zYTn4WPcx3tmd/f36486dnZm94wsqOjBz+d0f55zvOed7zu934T8W8YB6PqAQCAMG0AncAPr+DQB5QLnf39qe/lLlT5k00DVwDrD/aQAlfn9rh9dGf3/lI8CF+zFm3GEvCJQA44AxwHDA8IV9pbkUCp4veAonQxIYndQtAUK5fOUCUMQ0ZpkR+7IZsdvNSLyD8UwBwoGywJhcAGSZLAXCjGLy+9Gu82ujnWfXRm/9Tg0LgGIvf14AgkxjqrnF/hahDeenDPOQvY9yqmJnYrFcAHrP9PZQQMWa0zd/7or7h3fHA77ueJ40N9qNvM78ZCYyxIsDJWbEvozQKXCG8KN0P2ihrFL5ht/f+q0XgIRRVbcm0rm5uy9PGsIP4OgBIwLxvvXFhRPJ4ohXBmSuCBHaoJo5ubb1ZP1MdzxPuo5d5wBaaJ+XbS8AsTs1h9lo14RmztqW/X7U8nm71rTcrHdV3QwMYhcJx/bdAXRaLwZeQucAITTXe68PieTqsavRnj7pc9fp0QcDt9X62YXLgGv3AqCPc7RZU+QctFCuMUP4U1GZX9s1ZasWNrsKFRvNQ8t/6l3khTeYZycapoaXcJz9eAyp9DDzgCKClFPMGDqI0U+Ial4xG+0ahHYQCz9KJbBK5WK/v7UJYMD33PLVketfxOIjDDfyYOC2algZ3s93bAeuUUqIW0S5yQUg6oJxU+YDSs1I/CxoH+hBfBplvSq3EUKaW+0apRMGwBOPUvTrzkoApi3lIUDlyy5DDBiJhvrCPfzBDbPFrh32qW/mwED/oD1Q1gQ5iRjngD43A0UrIvE/tVCpGqZaLz3qVbKZ7znw+ESKTv7AhvRUznqbht0HaWcGleaXdn1GxpIldMuJNhJWaWAs8JcLYJwZsdvd3s9mcEoRQAvV2Cs9J+g7oQQDqn+Ivgsg9XRK+BhwxudlKJ3B9yvpmXPX2e/crdQf0AUO43OKFlgb8g9Z4+RbL9SzLnu77kOsz0t8izd94GtJb+Fsx85aKJw7RKoL8hjOePM3+yRoA0GSh0nSrJB7uETU3G0vMgyfoVSCK8tkw87PWAOwZB2W3GC/mQzIIe0IguZWey4CY5DUAEJZVbKSCCcAO70NnSO0gqcZTSkRerhIjCd51my2lyK0kSKSU8M6MxJvAo1VJpeYl+0ml3ipjNXLbRzkMA8jKSNEN1HaOA5cITkV0zlgA5c4xRVOEaaACvO8fcDJiM5kMUIxnUrDGOb0fS0vAwoYBEk/ZtPtBWgx36qS8zjKXpxJmDGMvOatpJjJZpt9LLsr3HpaK/JbzE32bBeYUgmsGvmNufN2rYc9JxszZDWnOQL0pG95tVOh2RbP6Rwt4CI3MtItNIwk6JLPZX5qfAuNuc/+EecSmyFeAIankyb7WLXWyr3mLrs2/WwAMLfYc61Fclu6noev4L0AGHK1TjnSArazHYGRDQwwOMJh9wDLnqQ4HBlq2wNAl/WuXJmRwqRza5asA665GXL3nKeGcqRVKecplUg5d4FaH8tPcL4d7gqghx3s2LTa955SCaVUAqUSynpN1nGC/YwlZBhDRy0CKCdEB79Y02U1WihD+J1r3Ef5DXzFZqAr21muq4+Bc4EM48yHWBJ9jJFUmSfto9mHDRqsufkLaaMZp73DODXvS+p2AYlsR55nAU69OpO/THHOc5UEmcYDoZJDxu3zniG6OSK9X4laE+QktJFAC4eY2nDGqzPh7kse9OM0DyfFRcl1Jx5T7n8hfwPNjk5Xpfo4/QAAAABJRU5ErkJggg==) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNUlEQVRYhdWXfWhVdRjHP+d3ztnO8nbVuUyXXlepWGmgkDUmVmRaiBPbKNFS1ywCj92iFyIQyaI2iOLmgSBf0aJYLcp0aU6NQv8Ig0zLlEh351YMsbXW9Wz33vPrj3PP3bl3545NqOiBc19+v/u8P8/3eS78x6RcIZ8GjMk8AD1AN9D/bxhQBETWx/tOS6TIiHGsGcWzSfAzYP/TBkwy433nUBwt51QqjhUxbgTOj0SYNsRdCDfEBpDADbFNiAjIAD4pmMVcTtIJiAxvCDciPUAv4ORziQLKy1hEtRm328y4fcaM97UznflAKeMpBzmYQwGuJQKUcg1zzHhfh8trt1HLKmB8kL4gA0IsYqG5xX4PRQr3cYTZan9OBfNoJ5FlVnSEomcCAMTpZTQzzW/tr1Ec4fGbb9qbWcnDQHg4Bowxt9i7UfK8VCTmV3YzScJe6TgymRuCcyTMk/YBIbQcuULRMF+zG4HS4RhgBJx5RgiWUoMcyKXPCIfbqAQpcg3L/kYEyQ4yIDFUc5ib7VrrIePdbOhxU2GZxl7zA/txjzX/HrcAE+RRkAHd1oLixcgCRigSQhiOk8oeOU4K4nShuLggFD0nPY6Twlpu1AMXh2NAP2c5bs03liGVwW2j6Jjb7VrrWaPJO7MajVZzj/1oVqE/BVLBqjbqOcZ+AkDKb0ARUE6IudzAXXTQb0WMlZZZ8pE/Gtl8NnEAqThIxWELzYOckQrW8yUtVoXxCN/TSQXzGcs8IIKvFjTfe8SM9512QcbtACF0nHTKsR40dhHGMLfatZ6i2TdTtvkvQwCcvZ2JnlLAsdYZe7jAJe5mRrQ9tTud9iKioKoasWnaLBKcBfo918rWx/t+lfnwmu/RM0YTH3Lg1psoO/Exjf7r6idp+OwgZ7ifqujW1Nq0kywkCVXoxK7TJgK/eQZMNeP2Ga+IhiSpOJ7n+fRUOEU6U5xCCfbFkUnXmYhxC/DjULNgxCSz2CXJx4IAEtkXoAcGVzz4+lkqWI0lrdZUY909a9mU/7u6jVhvTdbqrQ3GJ6rQ869zSFU1cIdbFnGKuIrp5k/2CZAChUwdZopqvbF39B+juxJHW9Z6QpYsqGpofoMXAB7bhDXq9ZTp3cVqtJ1cTSi6M1ULMFCEoKo6sUqtkjjfAbYfbQxgAjOZywQixOnlHIlxi8dV9uzb80S+F8lkVV20I7UDIDZJq49eSG1LO8ksCKlCJ1an7eIgh7gegymE+ZMujnMM6CSDiv4asIHznKKTU5Tq4/WZ8OXBnn0F4ngfVdlKX8MS79jLfdpJYm67vEoV+qpYpVbDEVpwkTAHjILw1iieUjzH6Tx8tIBqksmq+miH6zFk2mqZttNsvrzGqxlH5kVjobaUHziMu5hkKXAcD6UcQJutVfn7PO0kYSwhVbgKvSj4oxH9IvUpwxzHoaGUl7+4omXdXhf3/RMvuj1VG1ut7fKf5ywsBWQHD6MhqO2Vtve9z16Ys3SYQ14UvPs8PBgkO3AcT3hu+dNBykfdubgOyUV/W3mUTiehAiN2h1YThAOxl7QG4NJwDOhtf7W9qXzjig3+w/CS6rru1u79TB7Y63K8V4AKwrTzTexebakqdLzHermkgXd4G3c7zqFCq4/AXSBLGVjLLwEJxjLPPGEf8XbG7PIhwXqgZDXHacJt71LcnPdneHuAVL6iQrPAwYXK7kE3v/OLqmp4XeDlWFV1MiDj9XnvIN4Cno6UumLTtFmq0N35LxW3zyu1SlyEGxFd6Z/TItwQl2W+dxOAcv8L+huIRwZRAwfF5QAAAABJRU5ErkJggg==) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur55711 1.0666666666667s linear infinite forwards;
}
