@keyframes rwdcur76959 {
0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsUlEQVRYhcWXT0wcdRTHP/ub3w7D/h3oLqyySwkRpFWTYrdUbYywTYwS7bHWRE8eeuBQwKQSTSSpXryY6K1HDyTGxIRjD4WkqSb1D/g3qDFdu21DERvKIuwsO7MzHmCa6QbUna34kl92Zja/7/vMe2/f7y34sxCQQNM6z98x/yDT2QUktp/XZcIngADUZ195tXM4JHRuXNcAtQG9ui0GdBKPH1ozq2Y2m30K6AL0eoUaIRYUi0Ix7Uoul0sDcluvLs37ErJMJqP7cX7fAMLhsOp3byNFKAA2WBdTU1M/A7Zn/ecAAKjNqiyrJXVmZmbVj/NGAATAM6/lUovmkuXHcaMAAEIJSvnZ8nWbaEz4hZANAHCBPlGoHpUYpf8lArR8PLV4Wg0KOvf77oKSrf79b5qI9y11IPbc4GDXwNKKIH9VY6s7Wv/gz/Z82oAlgQigeSC8Jmo2uAIxQDdNM9YSDbv37ve7aXgBrO1VlkBkcnLyYDKZbJuenr45Nze3/mBfh/ZwT28k0d4dCURi8vyXXy0ze/E2huG+oY6ixJrC4URrS7MLcI/DbDYbchyHhYWFimEYtQAVoAyIQG7ZuDqpN3U9qoBWqVbAwWmyVAebKg6bjspv1SC/5BfXrS8uyytXPpfffjcvSyPjvPD8sHg91sQjt9dJf/i+LS9d5OzYmH34cBZd32cFIiHVEQ7BgEkAB6eKHagq1gaKOGuUr320YXwf4OSpQxx7ug8IcWbkR4BoNCo6OjrU9lS71tvTG0l1d0feOXduYTsCgq0a0EfGx4+8NfHmxPFTL439NDuTB1bj8fh6sVjcSsWLJ/TovkRo/+8/WE/29+sJLSFLqxvlWytra58MHm9F1dYCQFtNDbhhqs2lN8cxoHV0dDT7xsTb7z1xtP/lQqGwBKwAazXpEJ5rr07FrYGSm48agN0KyL0W+Xz+mgxKCoXCMrC6vbwAXo1aLbcQfVkr0N3c3Dxw4dLXJvA40M3fDyRih+W7E9oAhmFYlx1lp5/ernt2omrEZPBIm+wbPtbKHg8kAhBDQ0P6aS1G6rGHEn61GjoNhRAyGhC0xc3QXgK4oZYDAwMpG6iUNit+nPsFuAuRTqd1WWmypt/9NI/PeaCRCIhkMtli2453ItqzkQwARVFEKXBPh6vb/ALYgCXi8dCmItQH0hm3g+5JBO728l/n578xHLvc1dsDDbTVes09jNIM5rIf/Fm+RTpzEEixR/+O3YOkxIED5TN3irPcvLHK1oFWdwr+AoFFN6TIiWINAAAAAElFTkSuQmCC) 16 15, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADm0lEQVRYhb2WTWhcVRTHf+/OnTfT6WRmOvMMaQz5KBNNtbG1EQN1KGJQF20FqwtByEJb2tKdZCGuRFy4ciFSFBpEu3FRgqgLF4qI1QaVWjEUi0k/aGwLcT46TGfevLy5cTHvmdeXWDNvdA5cuPdw7//877nnnnMgmESBNNFo34mCtcTgUD+QdvQtiQhIQAI6ex83KitIrlzWAd3Rd4SAACQ/zCrztl2leXM9CF5QAgCSUkkc3oQcGxszWPVAS5jtEBCANLZE0pOTkyOO8Y49gSsSIJvNDnmwOuIB4Z5t0BCGYRhBsdryQDgaFte5wczMzLeActTqbmf+K0kD2YljTx08VZmpAXuA+xx9S9KeByJhcTOvQVeXAmwC3L7lqPWI+iL0oLraGJfUalYQ4xDcA01jH5xcNJcbgoHBwBeRNLOY8IyNkEsAcQqF2OY3P4eF+aijU2zME+4+WwIx1mYxdy58B1zwBJAC4qog3LXfuDcv+HFswAIsl0CM1UwmBncPxQG9SFLc6t6qI0KKr7/6k1rNDbQEoVCcWCwRqV8UQNxj3GtYAlJKiW3bACqTyah8Pl8FTKCqTSyZC8T0/lxD2U9cLFzQwsv6ww+lHtAJixWggeBnS1O/Xbpe0X48I2dnv5Pnfzknq8df4eaTT4tlKYlYFn3vvK3kN1+ya3SnGn90j2X0DBdK4ztTE0kRu0eABggEtbptvbukCq/FGiVMc07jxckd5PaOIESUIy/NAWJqaio7MDDQnclkUoZhJE98dOrsJ6dPL2L+He0JIMHWXmPXwaMfnj/76RHO/bQIlJ0hADnx8qH+Vw8f2lfO3yjU6lXr2tVrf0y/f3Juvt6o8sZb24joZQ3o5s5a7rrO/3a2M3BcngISuRfe++zMx0cPOIZLHgLCF1vu+1ueGDAlUPEF4Ho/wh+Eyt3T25vEwSh7hhdHroPjxpItgSprZb0vqHxzAYie9LLtM17y4fgvcsf8nxLIhrNaV250PUNenLtitdsPCOsRQ27fn3OLUEdbMgCGZVH1jA4brA3c/52AAESfdkt1J61YUKy2n2DzyibqFdP9np1/gsfCu+Wzw88YzrLlktwuAaVpUCwWK0GMt0tAIcNqyWxY09PTF1hNLi0RaY/Ac88nXq9j/zq/4HqgIw0pNItRLzBCvvI79/btcNbxVoGCeqBZmPYd0BEhga6bBGxK2+kJLe4fsbhd+Z7Ll8o0Gwz7X86tkb8A8D00rmG+yagAAAAASUVORK5CYII=) 16 15, auto;}
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div.testarea{
animation:rwdcur76959 1.25s linear infinite forwards;
}
