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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTklEQVRYhe2Wa2wc1RXHf+fO7Oza3o03mw1xbMu1ImGFYCKQjHm0goIUoCni0RgQREFQXgoS4iW1QvkQRQghPrQqQioCZNQSAYENlaBSebS0qCALJVYMxjHSQiPLAsdxNpvNxl6vZ2fu4YMDrJ95uf3U/7eZc3T/vznn3LlXPvj7RUqVrtnQJyygfbtYH4nwnChrKpZNF93KnoVyT1Wm+qGh0HdLz59o3D7rPcDnu7jC8+gW4WdAFvDP1nwGwOpiX9k4PJ2Is60rw8ael0gBbAfT/xY3mQjPCXQIGBG+tj75pQBwAVYf69siwhMC6xCa1XBpfYqP+nfzrlhaER4WZR0CagmAsalDjC0FgAD0vs6aqMdvRbhX3IjBuFh/siDKiChxa9xGJ7HcBYsWj4xaeOaCTfxhKQAMwDN/YQjlQ7WM4niY+jROalVSvNp1eF6Lk17tyooVgKCQ15ChpTD/ASCTwVrLZ8bwEWEFECSdxjQ3YVpakXQ9GNCpCqpYEQrfD2o2m42fNQBAfowRDXnfVnx0ooC4BqmtQWpiiGPACIIihhYxbNm0m6v/3U0aaFgSgFQ9SQwtIlhFODEeP0giEWTlOYjnLVNx7jKG7lSSR/3BrWsGBwYePFOA6SHcSUO0lq0i/MZE62KSbkCSdXOzFZiqYEfzaOkQKFj41Ab8o2J4NbZ2oLG9vf2fpwXQ+wLLatI8hXA/kahnljcgiTowAhHnx0JMBejxSbTiQxCg4zmwIQDWUhTYZ+GvR47wStNV2VrAtLW1DZ0MwI2leckqNxjBEyeKVkpobhxsiNQlkWQcrBJ+O4QtlawoRQxFseRVKAQhOceQC5UxW+FAxMHb1tb2TQbsqVTARbhBpmdhPJws+pQpoZRQGmVyMu7EmiEwEFoEehXesgEHxFAIQ4pTU4y7lvFSgVK+TPlvb1LOnEYLXJQDqgwDI6KMqnLIQs41/FL9qY06Xkp+D6DKB0eP8fIV95A7DY/FAdo3cf58gc8z5B1Dqx4vXo5VbOD7qhxeSnM4cRbMp0qeXrOST4xf6lBVz0xXadED6K7bxrockYdUZSAk3Fspa+9rbz80CJkF52HBsx+g/002GpenBdaHlp71Xfy0Ot79FGktUH7/i2wsUb/8eTGma84i1pa731hZs5DHnHO/WuWQfpT3AMRQnh2/Zxu5T4bHrosnl38pxnRZRxluKjHcVOJoysePWTAmdvfth6du/9W3awF6fndprHqNBVsA0PcvRjs38G7E4Q4zT/lvvnaowTFOBuD4sgqfNU6QjYQzcm48GCedi3o1nvdnuOWyyx/PzPiQRSvwwIsEx4sMWMs7oeWL2fH6+mgHwEQiIPOT4hxzgL2rJqh4FhHT+evb/vjY7PiiAAAfDpNXYWcQ0DM36l4MUKwL0LlBAEaMkm2eAEDgSdg+o+qLtgBgxw7s+dvZt39wbswR6QAo1gSLrjHhntgEwjewY0bySQEAbt0xfQHtfYXOjjurbsIm7AD3R4MFtKI8bWOxvbNjJ21BtarNB3dd2X5eS38K4NyxmkX3c2LyxHdas/esAKqVXJHafPOVr7qx6DESxyL8vBCbN++Skkeq4E37h8G+JQMI1b0wUVviFxteBKB1pJbrizE6Sx5NVmi0wo0H47T/J4FbEVTtnqHckTktOKUZmE+BP/Fs1Itf19l0gGxrL/uHOmgeqWNVBS4ArAFjwWJ9sWx7+Y0Hfz/fL9k5U4BnX/vq60c2txlV07SmadCzYfje8MHmjy2OL6ppQVxVu6fs+9fu3N3wDgwutFP/O7pv81Fz3+aja/+npv/Xmeg7y7kfRNq7o9oAAAAASUVORK5CYII=) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur82328 1.3333333333333s linear infinite forwards;
}
