@keyframes rwdcur214209 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSUlEQVRYhbWXTWhcVRTHf+fe9+ZNYgVBXFvFhW5GEB1CI/UrlEam2jBQ3IhEXEizk6yTadbZjh8bQaTgQona6FitRIslNqBINiIVJC5EcaNQMcl77x4XkzfOvK+ZlpkDl3nnvnPP+c//3HPPfbLaFBUUAFUQYUBaH5CauTVpNY+cF/j0BGV+6dPMwk772bEEX13ezXlT08S3l7dw3MEvrNd686vLu3TnuyDMJIL3S3/wPH0AwLiDA6RTkNZ7KZhE8KKgA9Jqonk7tV9WFsrfF9m0mqhu72ZGfzwD5aW2soDOL22WghjF5rZkZQHdvrLZG3kBhtmkWUiznVuGeaLOUZm6k9a5UDWOUI27L4xHFB1irY+kTzESdmu6urzLhfVahu2h1AOoKs6F7N/8m51rV3nwoQf46ccbPDIzw/fXd3h09kmmj92Fuhjr+XTaDdY2Bn23mmheqjMM9FPYaTdIQBjjYyt34FcC/Om7qVR/w7mAalDF2AqgiLH8vncj42dtAynaZ6UM3Fdf5peddU6fv4SLI5wqLo4JwxDP94jCGM8ajPWwnocxhs9eP8P80mYuCyMD6KcfwMURX727SHhwk7lX3kdV+eKtszz18ntUp47RaTcAOPXqR4gIf/z6Mz988tr/DhXWPsyPVZiCxCnA6fMfE4f7OBchInz+5vMAbL39Av1ARYTLbzwHQOWeMxz+eWkoCyMxkBZV7QVMdFXt6qocHh5w/evLRGHIwd47pSAyzWgUEZGBkhvQj579YApEqB5fLD2gMgCG/fuRABrLw/VZguo0Yig9Hkc+iIYG7UuHtRYIqD/+DM5F2KfnEc5pXirGBiANxFqLE0EErn1ZzOht7YFRxcUx332zhXNauBcmBkBEUFWMNYgY1EW5dhMBkKTBWEvtsVkqQRVjJbfoJ5oCz/PwKwH1k3PMPHEqe+dnApswkSQF3YqwoAG4bEFOlIHeAaWKsX6uTQbA2gbS3wfGAsR0O+ZIAMYtnXaD/X/+KmzPuQDGxUKn3aB6fJFvtzqFNoUM5IFI9KLf5DkZU/e/RH32JP/uXSzsiKVV0F3UyO0lReCq976Iun1OzJ1le+sKVy8ulrbjW/oSSt/zCnUFPTp3hl1I/gOCnpqiu/u/gAAAAABJRU5ErkJggg==) 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:rwdcur214209 1.3333333333333s linear infinite forwards;
}
