@keyframes rwdcur184220 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGUlEQVRYhcWXzU4iWRTH/7eYIGURrQUkyqoChAwbQmZTbHTT0fTKlDM9Gx6AJyDpNC8w4Q20N7IhQXsxs9OEHWxg0WnCghknKRI1CosyXBGFGKgzCy0j8lGFnc78kkrl3jof96vOPQdwTgRAmjF2HA6HSZIkEgSBJEmicDhMjLFjAOknOccwBzKaLMtZznnE7XYjkUggFovB5/OBcw5ZlmEYBur1OiqVCh4eHiDL8r+c848A/lpkMK+JiKL4DQAlEgnK5/PU6/XIQtd1AkC6rj/39Xo9yufzlEgkCAA96Yff4vyDJEmkKAplMhkqlUr0mlarRQCo3W5PfCuVSpTJZEhRFJIkiQB8mOVImNKXAvBle3sbtVoNKysraLVaE0Kc87H3S66uriDLMmq1Gra2tsAY+/Jk137mjDFKpVI0HA6JiGg0Gk3MkIioXC4TACqXy1O/W3rD4ZBSqRQxxgjAr/OcRyRJot3d3Wfn8zg6OiIAdHR0ZCs7HA5J0zRrO8bOxPMWiKJ46Pf7cXBwAJfLZbtU5+fnAICLiwtbWZfLhVwuB7/fD1EUD6cNQOv3+/FkMon9/X2Ypmlr9PT0dOw9D9M0sbe3h2QyiX6//wsAbUxAluXTRCJBpVKJCoWC7ZKapknBYJAAUDAYJNM0bXUKhQKVSiVSVZVkWf77pf8IAMrn87ZGLDqdDgF4fjqdjmPdfD5v6T1HzPTS0tJYkLHDCkLW8zIY2dHr9cjtdhMewzYExtg7VVUhSZLtXloYhjHWvr6+dqwrSRJUVQVj7B0ACKFQ6H0sFnNsAMBEYJoWqOYRi8UQCoXeA4DQarXg8/nQbDYxGo0cGbi8vJzbnsVoNEKz2YTP50O73QYACP1+H5xzhEIhDAYDR4Zub2/H2t1u15HeYDBAKBQC5xz39/ePAxBFEbIsQ9d1eDweR4Z2dnbmtmfh8Xig6zpkWcby8vLjANbX12EYBoLBoKMICADRaBTpdBoAkE6nEY1GHem5XC4Eg0EYhoG1tbXHTsbY8ebmpuPfyKLRaBAAajQaC+tubGxYGdTjJNxu90JxwCKXyy2s8zoOAG+IhN/DtEg4dhccHh7+EMez7oKfAIBz/rFSqfx5cnKC1dVVmKYJQZiWLL0N0zRxdnaGer2OarUKAJ8mhERR/KYoCnHOf8gKcM5JURQSRfHrrIGGF8mIFmFeRvQaxzmhHW/JCS1SjDHSNI0455TNZh0lKS8pFAqUzWaJc06aplnOp2bF007aZyL6vVgsIh6Po9vtIhAITAiNRiPc3d1NvcACgQBubm4Qj8dRLBZBRL8B+Oxk9i+JPB2YhSsjVVWtyugrbPbcaW34B+f8Z7fbDVVVZ9aG1WrVqg3/4Zx/wnfWhq8Zq469Xi8JgkBer/e7quP/nf8A1mNTlq3fLaAAAAAASUVORK5CYII=) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur184220 2s linear infinite forwards;
}
