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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2UlEQVRYhe2TTWsUWRSGny6bslNKiMEEPzqiUWITQxbBDCrRycKNQYJRMxhHbNy7bloXDq4iiJnpkUb8ZlB/gEggIrgJJIhg20YEDYJMx2hGpRKjUfLR7yz6VigLg250VQ8cuHXee8557+UW/GAkIemQpPjXdOtHGwAqgI3Ah4UMzPnCz9wCWgw4D7gmzgNOoEbedzKZfAc8rampefeVnnOYzQKqAwZWLaCdM7nDwG9mfdlojjEl4BfgDVDp9Wtvb1c8HhcQBfZ4RjW/kGolLfcmtbW1zWs+vAGOuQ0Bkz79osn1+ox5eP2801tBAwclbfN25/N5NTc3Bw18NPtjgG3WEz691Tek1V/Y2NiopqYmAVahUFgadFURGLTUpyWATyZ/A9DQ0FC2o6Njv9Gv+uos4KWJL/qlUillMhkBsfHx8X5zmPkhwZMKUGdnp6qqqtTT0zMhaa0x9k8mk/lUW1s7CVwzOT9ngNPzjaQVgJLJpCSpq6vLmzcWceEkcDSyd+cfkZaVyeJ/1+r5lcdsoeFzkeLhEf69U2TVYM3g9f7FDfWpidkp4iwH6g9AX+OuyO51LRZ1A4UnZasjGxb1vXxRvay/jvw0wCO4bUFuhDSPiVQdtXf/dWlmU7ZVGmgA+iygBagsO9bdaVXXOYDDa54BTszi9aMin4GKrYWts6nZ2Scs4QWlVxydhMElKyPOmoQ1Vff3ms2JcwnKTqy/PJbfsZ3SI71oHdn2FhgFWtCbyulbv9vSgGX0UQvoBqZnHj7MzhXu/QnAU+6bog9jcNbcZC8wbCILOL1w99WV4uitfTMjz9ufXxg+Pmy/75tanWDnA2B0GaeuFK9mb5uabmAauGnqMXlwze/gprHdNOUArovtukTJYZMr5STFJFWAa4NbDi5pXDuNGwXIkXNy5GKlnmk78C5w02ZOqXd5UP8mkhL+3/SnIykqyfn2zpCQkJCQkJCQkO/nf/peQBE5M7pAAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe2TT2gUVxzHPzudDMtUwjZkF7SL5JAaaWooYzcE/4CmOUSwYD2Ih8aTBy/mVOpCaEsPgiIFqYiKGAkSvBRKD5a0jQiB9iJkqLEFXWk1xCUhgdmyWjfZnf162DcwXenVS+cDP3jzfe/9ft/35vfgNSKpU9KeuGa9TgNABtgm6V91QyAsFAph2+IwHpJOSMrX6/XTwBUgMHEFcNv2KPqO8g4PD4ee54XteTGLBeTaDGwB1N/fLyAnaVRSZmJi4oZZfww4YsbXJB2vVquHjCkBg8Aq0CVpa6VS+aKvry+qZQOHIqOR+Aqe56lUKkmSAyCpd25u7kU2m5U5ddrsrUqyJQFcNdot4JrZ50r6IKqVzWaj27BeMSDJkeRJ6gQ0NDQko+clyff9ulmfBhwz/jvme5/RQjOOE9WyiPVfJGYkpY2B92dnZ3Oxue3j4+MvJI0A00Y7HLvG67EiFvDURJxNgAqFQmR+FHgOoLGxMeXzeUm6JKm7zVgUq7FEU0DVxA2jxfkaOPcfp4/HSiqAr9z5+c8aD34/b/V0H639UMyx67f7DPFerUnz2BKLPzfZApykJ/iY5zjk6QbePQozPXDQRs2PWPrDIex1WV3McWeb+av34EfLmf60kdrc8Wj9pyMHeZvP+YQxYACYseyzZ0drk5Pp+tS023iyUKNRdlnmIeCmLZbvNanRer87gTJv8hiwPQ975JuORx0DuJsI1xzCQWB/jczpFT7cS6tJr7Kja7m5tPRn4+GvvUAXT3mH1itwgbJlDwxMARuamflOz9YuolV4wF2gnErterYCF8wV3gJKQGn37tSlAwfecAf3OX9lC9ZyBbsCXAZ+adKxYzsj80D5Lc5MsnD7duPUqbvh4/NfAhvA98BFk7MEQGA6snrzjBMU6QQIApwgwMbHwW9pEQsLG5m1tcbo+nozc+fbf9wigQ3g47s+frqVs+i09QBBsVXH5O5sn09ISEhISEhISPh/8hLDM2lPbhCa7wAAAABJRU5ErkJggg==) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur39547 2.6666666666667s linear infinite forwards;
}
