@keyframes rwdcur247840 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJElEQVRYhcWXbU/bVhTHfwGc2E7IDITgAGuyJC1LQHtQpVXTyttp0r7CtO+yb7UXfVNVm6ZqpVIFZQxGQGMkRIGZFF87sYn3ItgkNM+o2nlzr699z/93zj2+vob/2UL3mSyrsuf3bWHfy9fYwp3i/cY+KIDfbmw+9Tqvx/U1Nak4wEo6xd97Bywuxcd1MzlAp71rWkRmQdZW7uNmfOvMgq5rXq/xUW3iDPhFZ9TtngX49bffffiiTOZ0T9e194S+//EHL5nTvWROHwox9rsrq7L38VqBmF1GlgFZAduiaisoiRUOXv0OgBqfZSG1yv7r1wM1RgbY2HzqXZ78yaoeZU6RmVbSRLVocN+slajV/wXbolQy8BZWOfvrYKj/oQ/IquzFUxoLLQ99dZ6lB0Vy+YdEI++/esfHp5yeHFC72KNUsjDqxtAdcmaYeCTWFs8XvyRXfMRiYhEAj2sAhDBR1XYmHmSXSOgxKicrYL+ghI0B3iCIgQAfpVYJmTXyG5vkPv2ExcQiQpgAOI6DJEkBRKdlH2WYnY/Cs5/ZtQ8BuS/E9KDolWad9c+f8PjJF4QlCcdxbidOTwcgrVYruN55s49xYZBcSqBEExiVE6yQQsO8+qmXTt99IBLTUOZS5PMFAEwhgtbvAzQdh8vzBqYQ7LzZByC5vACAvrpIfuMrlKbRd5PqCSCrste4MtgorpHQYwBEVTW47/c7M3J08M+NuIZVb+E4DqYQLC+nUeZSRGJaz0D7ZkALQ1JfwRQiEDKFIKqqgfPmzfhZtQxAJr9CyFWYUVwuzxuBr2w2S6Ne6ZmFnkUYiWkoUYXZ+ShhSQqKLXzTmjdF51ozXeIACT2G4zg0JQer3kKJT6GqKkzJo2egcWUgy7cTTCEwLg1MYQbr71pt9uOjw56OO2023v9zPfBj5K/rXZOkMEp8ihnFJZ3JBhCddWLVW10tLXt0gEhMo9FocO02aTrtVPoRO06zC2T9s4ekM1meP3uBKQS1ylWw/kq87V4Ie/wlEBenzMbjVE/Pg3HXmkGSwl0QphBdEK5rBeJWvYXrWtQvKz3F+wIAGE04q1RQ5G5yq95CksJBH6BWuWIpmSKdybK1tYXrWrepB46O2oXaazfsCeA/eHjYXls/Kj8yX9yP0rdOCH9etVrltHLaL87BRVg+K1Mq/dEF4QveFe+EKBSLvHz5CwDb29tdQY0MYAs7FIlp/PrbK84vjC6ITpC75roWiixTKBbZ2tqifFYeFOPg84C/c2lhWH/8DZlMpu+zlm0T02Su7XZ/9+1bdvd2g2AmAuiEACisFSgUiyiyjGXb7xeobXNWqbCzs4NRN4aKjwTg21Iu712WTwBY1pfJZFKEQm0Az7Mx3zU43t/GuH1DR/pfHOtQOuyEG4lpNK6GH8MmBhgEM+nf8X8HYQaunLRzkAAAAABJRU5ErkJggg==) 15 17, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMElEQVRYhcWX3U/bVhjGf4E4sZ3EMxBIAqxlkJZB0T40adWkcjtN2r8w7X/ZHzVpF5V2MWnqxdpOFZQxPhI0mgQEqQnx8UnsxrsIdpPW+aKa9tyc42Of93ne57zHPob/GbEPmazqqh/0pZAfFGti4l7yQWP/qYCg3dp+5PdeTxpr6rbkAEt3C/yzf8h8zpg0zO0F9OK67ZDMgGoufUiYydHrQj5v+lHj4+LWDvQWXVQBfvPtd2MV5a0ESCFjUsiYUTDfGwP4/scf/KOjPzEK5khXJt67qq76H69vkJZVVBVQNZAO51JDyy5x+PQPAHQjw1xhmYPnz4dyjC1ga/uRf3X6N8v5FDOayrR2l5SZCu/bFyUuGq9BOpRKFv7cMmdHhyPjj3xA1VXfKJjMdXzyy7Pk7myyVrxHKvn+1js5qVA5PeSivk+p5GA1rJFvyPgo8mS6S17c/JK1zfvMZ+cB8HkDgBA2ut514s5qjmw+Te10CeRvlJBY4A8TMVTAR4VlYvYFxa1t1j79hPnsPELYALiui6IooYherN5fITObgse/sCePAXWgiOlh2WvtBg8+f8hXD78goSi4rvt24vR0KKTT6YTXuy8OsOoWC7ksWiqLVTvFiWm07OZPUTwDt2EybaLNFCgWNwCwhQjboA/Qdl2uLlvYQrD74gCAhcU5APLL8xS3vkZrWwO3Y6QAVVf9VtNia3OdbD4NQErXw/tBv9eR8uGrG3ITp9HBdV1sIVhcvIs2UyCZNonCQAfMBCzkl7CFCIlsIUjpehi8fTN+dl4FYKW4RMzTiGseV5etMNbq6iqtRi3ShcgiTKZNtJRGZjZFQlHCYkvctPZN0XlOvI8cIJtP47oubcXFaXTQjCl0XYcpdXwHWk0LVX07wRYC68rCFna4/p7T1X5SPo4M3IuMMfhzPfRbEKzru1CUBJoxRVzzAND1rtjeOnEanb6WjoyMNXAJWq0Wb7w2bde9CRInrnm4bhtFSYRCAISQXNftfkJAM6ZwGh2EkJMvgahXyBgG55XLcNxz4ihKAtdt9z3/4LN7XNYtyoev8Dynj9zzHBpXtUjygQIArDac1Wpoar9yp9EJMw+yvag1yS0UALisW3ie0+dEudwt1Ki3YaSA4MHj426BBVkFmQXkQT9Ar4hg3vn5OZVaZVCew4uwelalVPqrT0SQWWDxu8gtFNB1lUrlBICdnZ2+pMYWIIWMJdMmvz952pdRgCjy4BlNVckYBs+ePaN6Vh2W43AHWs0u8ZNff6ZcLocE13Ubz3NCQZ7ncN18jR+/cUlK9l6+ZG9/L0xmEMdYB5Kgv7G+wcbmJpqq4kj5foFKyVmtxu7uLlbDGkk+loAAubWif1U9BWAxv8jKSoFYrCvA9yX2dYuTgx2snh06zv/iRIfSUSfcZNqk1Rx9DLu1gGFibvt3/C8bOBjl0CllEwAAAABJRU5ErkJggg==) 15 17, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur247840 0.8s linear infinite forwards;
}
