@keyframes rwdcur57916 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 18 12, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECUlEQVRYhe3WX4jUVRQH8M9vdpwdx9lN13XTTTeRxcx8MAkTiRIfwqd6mBB6CcJnH8p66qHnEoLC56CXpGCiJyGV3hQsCzEiUTHRbRlXW2X/zs7Ozq+He2cd15V2ViKIDlzu/d3f73fP95zzPece/pf/iozM+uhfUZyWFUZmHZ39Snpn7h8AkZb1pGV707LdaVlxwbuBmR+cO3OkP537Wlr7rX0QySOU5rARNfSjEF9VkpJLadkWHK+v0Tt0Yd2Wpwduk9JISbcxsdmxNd0OPw6A7eiLj3k0MIB7GMI7nnJQkfSqWtIlJ6Ha5+TUMy6uXeH9JTpA9hH7+Zb1EIqCN17EB9huBa6TzMlIcYfGBvV2lEMG0nKYW+QqJgSLr2E7DuMlRTutl3PdlBkf4/N0ykRjkukBl9tRDtkmsdIyqCYl9aRkDOfj/ma8gm1WKqqhoh5sdgCj4y/4pnjGW+lCM5YCYMFzXrC8VbpxBXdMq+EyKvhOCMkXuREfZjJ03p7nzbIBSMsySUmjZWsYF3ARo3EU8JzAjTeTOdnp6ir14uTYYwNYoFxUthODuCF46DXm4707d9P6JD9ptvEQl9oGUG0uIjELeBWbMCKkZjd+Fgia12VfMk6jQZpVbxdAJimZwFRSMpGUHjgg3zJPCa6vRyAFITPyOpnrMtS4Tb3rIf78rWR50O1pWV5Iz2bun43rvYIHhlCxwn6zeo0yt8FwkrGxUW8/BA/8EJVnW/bzQk34HmOC9QdwUBZdBiA7ajBTIKnLVGYcbQfAQg60PlcjgCaYC7q8ZwdmMC5Ugg5M6skUWHvCu6dObTIyc1Nf59Iq4kKXNRaspwTWD+NXHQL1ZoVAdCFHui78MDm9yq5Pb36yVOWLAaiFIxXFGzASM49uiRCIX1RMO6aCfjL31CC3dfL8upWOLFX5YgAyAtNrcWTTskEhFZ90V1UH+BIv68QVl5JeuWQXuT+cSMvtVcMs8zmfj5aLyruFniArhGK1tfLugj24Z9xnKLvliFv2YFv8tj0AgruL6BFi3x3nPuzAs3hDIgQolOYCegWvHcc5nI51ZcmSidYXo1JYjS1xPYznsU9GzgT+9C1+xH5sxdtCqp5kGddxtLSZbjn3MyEbRwV5DQ1VF4Va8LoOA+bA6Qh0rF3riS1ZJM56TQcHEE1erMah+P66QNKGcDnBoaTkUruKm9LkwB33U68u1P1cHH2Cy59wvz+ciPNPLaCXJfNNaeyEC/HgZlj6hUwYEG7EbvwuVMma0K5VcTYpPSaACKJ5FxA80StkxqAQkppQC3uEktTAjaTk2vLUL7gLkpJqWqZpTVqed3VW8EhVCE8lAqlHIMuWxTqiVhkTLK9GIM2eoNkfNBbpoNqSvwCumFjRhscPPwAAAABJRU5ErkJggg==) 18 12, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECUlEQVRYhe3XTW+UZRTG8d9Mh+m0QKltLVAGxVJRiBowKkoiqNGYuGQWumJhQuIHUBM/gtFo1IUbN5L4tqgRN2pCDDExJgiVGGyQYil2LFAKKbS0w8x0xsV999WWdEriwniSyfPM83b955zrnOce/o//QlS7ZYZL3vy3RdPVbkkYP6u79IXqyFTtEMlbCNxKPIMDeGlkwrt9hzbuTyZY95vXa4VILHhwChW0oDnuDydyxucIt2MCbxQ7PPXTJ9mH9+7Lh/sxtYPJdh+tu9PBmgCq3TqwBqm4HY2nKhiI2714Dln8jOHJbQ4mKpLp45659qL3kyWZpu/9mMw5tByAVBRvjKKQQVsEaEIjykjjaRyQltXhgAFnG/K6plLyiTQNfXY27LJvOcLzABbEOArxXFM8tiUC7LdOVgsmUa/LdurOylZuMvaAY7WIE02YyJkQ6jodvVFwg+CHJjyOAdeccU7eRaeUcCHAJJpJjc1kcdkxk4FETr7aLS3Uegu60IlNETQpZKcHZ7BHRd6Q5nKzDXUFW6op5VoB5rVhIqcYoRqFDIzE/R2CD/rxGabUexbb8HHdmI6+P9bL5HXdFkCEKAgeaMTdGIqiw0LCk9itjNU6rfJholV6a+cl5TZDtQIsZkKCH3rj+YtCZ1zHEyhLeWHmzkS4KpEgPaKjVoB/ZCAOoxSuCrUuCn5ICmVoVtajDjfkNVAdMV4dpbBJ/20DJHLKZn0wLphyXJgTF9CAUZNYL2szpTany+OUMvM6aWUAMaaFy0LqTwuDKYW78IBOoUGvkJzUYircePGmt2oBWMoD1+N2B54XStAodMUj6rWbilelSBV1ytJ62KtHjmw2fHNQe73XbgegGD/bhFnwkFZdVgmFGMQ5bKdyztXkfVrqTnL8RIddHwy+vVxxlihB9MGE0I5d6nXJYBWmsBEPokJykxbp0AXbXx76shbxJQHiQiMp1L5TEn8pGtTjPC4LIykTgS5RatO7+leHaxGHukXEM2jFPYLjf1FWwlFcUHVMyVolX6vY5V6spe53ryRzPq8VYLEMNMfjzcI4HhCG0fR6oQnv4TuXvWMMN0BLnCE1xcwNMe2ZKJCNAJ14Eo/hB+El1S144xRSenwqvDUL0TsrA4jiSeFXrxG6fKvQfv3xexGPCu04PSO+iftHaxWfAZhjOvHhXRGoL4pO4Ar+xG6cF7LzLU5GgMKKAYSpNx3jwnugKT60P0Kcxp54fKswlgtRvGh2eNUUcxelaSH94vb++OCMkJVpA+7EHTiBryCRW4n0AoAIMV2KyhxBZpfqG8yunHvRH9cPK455bZPIqUQx1W6FuJ8WsjBq1oh5IeVrrLD2iwIsgCnGf0fTb0VRuDzn+5L/rJYbfwPk8ERVtHcTygAAAABJRU5ErkJggg==) 18 12, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAUlEQVRYhe3XT2hcVRQG8N+bjJN0GqdtTEMS0i5iSGsbSqu2RXFR49KKkCxcuxNcSEEtIq5cVSlYxJXupAsXI1IFBcVWQenGUkIttpZSypCEGJJJmsR0ksxzce+0aZs0f1oXggcelzlzh++73/nuOW/4P/4LkRZX3jMy59i/AVxIizrToq60qOk+4B/OfSEdXVg7ieQ+4NCFzKJ0CRV04BCy472eKp1oe62nZ8hCNxO7fdBc5+hqCWRX+K4G3oBO9OEgWrE3zakMftxW6Nk9BDKX2DTn7dEFVktiWQUgLWpFIQIewkvollMwj2ZmWnyT1qnkz+pb2OaPGwd817TBkdWAc6e8i4EzaVEBw4LsWbws72mJgopTYSP5C67X3dBsgcy0lo2nvL9a8CUJpEUN2IPuuM6Gs+qyRU2zrKrP/OUHfDq9w7lqmcn9vqx/xdgDEYhgNW/k0ILLmDSFqlFsj/lB/PLImOaknbnNymsBZ2kTztz1eXPcd8yE/UJJnsU8xmyRbyjZuVbgWiylwBiuxfXyonwp5n/Dibi2GDeQVOQvXGxTN6thrQTuUSDpB6PxqfWDTkHuLMpCH3hB8MjZaqPCrh1DpqoyaVEm6VddN4FapEXZ+P2McBsOCP5oRROGbdQr53C27GpSh0SV1YOz/DVsEJpPTjj9HrwoNKEnhHLk/E067ujNbQZMk7mpISq46sguAixEQhXBYFWhFe+NoDvRLigwg+OqRhIuphyszjNff4+BV4xMWpRz2+kZ5COZZsHtHUJPqNW+hHG8i77ZTkdyQ3YmdSzUq4yO+2StCizu+eLJc5EAtKEHA3gvEtxqg8MeJTei1SQaafrKm2fOdBi5WZppqffWqhSIgHcbZ0rogBcEua8IV/AKfkZWBiNmkoqp9LHwo9OnOzzzRunUwufeWYsCs/HJx9x8XBujEt/jT+EmNOB5PGfaAKpJRePcdtfrRvTuO176aMO3fspvWdrcS8WtaRi9kInAfYLZNuG00JBahRa8T7iSXZjEuWrq+ESvV5uavL5a4FrcYpr0qwg34EnBlG1x7RKUigNYO77GmE268XsmcX494NzbiHJCOap37WmM6zVsjftGTZjElaT/VtkemEAYMJwXjNiIEUGpsjABLwl++RUnBWOuO+4wSzzJoDAHBiPocCQ1GXONQqlORnLtadGuh0IgkhiLBGrTr1Go/ea45TKuCoas5QrrJbDcMMoKMueF7teB65HIiNulmhc8c/FhEyi7/UqeFaRvwuPCqYcjuR8xm/SvfQbUYsmGkfQrC+YaFE7eEgGHhPLUvJJh/TdgWQIxhgWz5bEt7h2N+bJwS2Zi/1h3rPTHhKBE7WWzHEmVcS3pN/sg4PAPVdk9steRywYAAAAASUVORK5CYII=) 18 12, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 18 12, auto;}
}
div.testarea{
animation:rwdcur57916 3.3333333333333s linear infinite forwards;
}
