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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfklEQVRYhe2UMW/bRhiGHyoCeARs6DiJNwTQbWWGQuZmbeVWeQgqbc1P0Ji1Qwp0bMf8BI/2VnZTNieTGKCAOGSgABughBjgCXbBI+BCHRw7bmEgrmS3BZp34X0fwfse8N574b8i12X1b8xtAHS77iqOO7Rb/zxE42qhlSbud/700m25Dw7UALBGMHr+LXt7A1ofjqLbdVeDWNFuu9d1p33/QA2AvFiSJGPiuMfwWZcrKGNBK4HrsvKFRGpJu8Wq03FX9/V3GgB1jZMkCSAYjUa0W6zKcklRVlgsSkJhDMqzqLBNGCriSNzH/I8emE4tPx/sI6VP3O+CcPE9y7DfZzfuopQg7vcJtQJbIgN9LzenebVYLGrnMHm9MsbiedCLJEJ6xHsxwTRnPD6k3x+CTUjmOZ4nUMplNqs3Anh0szg7q16IrXOePh3wZRRhzDnp6yPUY81wOOD43YzzC0uen7C93aQsT5nPf/9+E4AmQLvtrqJIkWUFWVYwGDwDQGsN1qJ0RBDscHAwJE2z6499XwGzTeZfemCxqB1bVgwGO5iiZjgckmVHWGtQWjOdjJnPUzwsQlyar6oMQSA39sG1CV+9WTgAu3GHNM356YeXTCYTqspibMXR0RjhB/i+QEiJmQu0EgjZ2mT+RxMCHO6n7MYhgSyZ5AVgUUrT60VUFVhbkmUZAoOVAs9X+F7KcgOAxs1itqgdYww69PE9j3xeME5eA6B1nziOkVLjeRIlBEVeIDaMg0d/bZydVS+0fszWluD9scHYgjT9lYsLQ7MJp6fHbG9vQ9PhfXmCsU3mJ7+tfROcW7suq7Z08TzQWgEgBGgdoLWm14vJpxkHSUKRF7x5u7x9nzuocWu3xlksamc2q52qLAkCkFIigH4/pqoseOD7Am/DM7gd4IbSbMk8r7DWYqzFfkhKrTVhGCJ8j84XnbWv4icB6honnxustRR5zv7BIQLY3Y2RUqHDGN3bXXf+pwEAZrPaKZGIIKIw8N2PLzlMMvBDRqPnxDsRrBlIdwIAyHOL/2QHRECZWcbjMU96EUL5SK1orRlIdwbwsFBZPGuIByHWF2gZ4guJ8AOU0g8LUJQlADKQoBTFNGdSpFgLHgZrzcMC1Iulk88LCgs2LwkVFOmUqckZj4+Y5bO1AP52gHz1zdcrHYWXRXX5mKQpb395tXYYfdZn/b/1B8XNcNYcfWwVAAAAAElFTkSuQmCC) 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:rwdcur237932 0.66666666666667s linear infinite forwards;
}
