50 trillion digits of pi

These files are provided by Timothy Mullican, who calculated 50 trillion digits of pi and broke the world record in January, 2020.

pi.delivery has some experiments with pi, a REST API, and more.

You can download these files through https, or with the gsutil command line utility. For example, running gsutil -m rsync -R gs://pi50t ./ will download all files to the current directory. Please check the rsync command reference for more details.

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├── Pi - 20200129-070047.txt
├── Pi - Dec - Chudnovsky
│   ├── Pi - Dec - Chudnovsky - 0.ycd
│   ├── Pi - Dec - Chudnovsky - 1.ycd
│   ├── Pi - Dec - Chudnovsky - 10.ycd
│   ├── Pi - Dec - Chudnovsky - 11.ycd
│   ├── Pi - Dec - Chudnovsky - 12.ycd
│   ├── Pi - Dec - Chudnovsky - 13.ycd
│   ├── Pi - Dec - Chudnovsky - 14.ycd
│   ├── Pi - Dec - Chudnovsky - 15.ycd
│   ├── Pi - Dec - Chudnovsky - 16.ycd
│   ├── Pi - Dec - Chudnovsky - 17.ycd
│   ├── Pi - Dec - Chudnovsky - 18.ycd
│   ├── Pi - Dec - Chudnovsky - 19.ycd
│   ├── Pi - Dec - Chudnovsky - 2.ycd
│   ├── Pi - Dec - Chudnovsky - 20.ycd
│   ├── Pi - Dec - Chudnovsky - 21.ycd
│   ├── Pi - Dec - Chudnovsky - 22.ycd
│   ├── Pi - Dec - Chudnovsky - 23.ycd
│   ├── Pi - Dec - Chudnovsky - 24.ycd
│   ├── Pi - Dec - Chudnovsky - 25.ycd
│   ├── Pi - Dec - Chudnovsky - 26.ycd
│   ├── Pi - Dec - Chudnovsky - 27.ycd
│   ├── Pi - Dec - Chudnovsky - 28.ycd
│   ├── Pi - Dec - Chudnovsky - 29.ycd
│   ├── Pi - Dec - Chudnovsky - 3.ycd
│   ├── Pi - Dec - Chudnovsky - 30.ycd
│   ├── Pi - Dec - Chudnovsky - 31.ycd
│   ├── Pi - Dec - Chudnovsky - 32.ycd
│   ├── Pi - Dec - Chudnovsky - 33.ycd
│   ├── Pi - Dec - Chudnovsky - 34.ycd
│   ├── Pi - Dec - Chudnovsky - 35.ycd
│   ├── Pi - Dec - Chudnovsky - 36.ycd
│   ├── Pi - Dec - Chudnovsky - 37.ycd
│   ├── Pi - Dec - Chudnovsky - 38.ycd
│   ├── Pi - Dec - Chudnovsky - 39.ycd
│   ├── Pi - Dec - Chudnovsky - 4.ycd
│   ├── Pi - Dec - Chudnovsky - 40.ycd
│   ├── Pi - Dec - Chudnovsky - 41.ycd
│   ├── Pi - Dec - Chudnovsky - 42.ycd
│   ├── Pi - Dec - Chudnovsky - 43.ycd
│   ├── Pi - Dec - Chudnovsky - 44.ycd
│   ├── Pi - Dec - Chudnovsky - 45.ycd
│   ├── Pi - Dec - Chudnovsky - 46.ycd
│   ├── Pi - Dec - Chudnovsky - 47.ycd
│   ├── Pi - Dec - Chudnovsky - 48.ycd
│   ├── Pi - Dec - Chudnovsky - 49.ycd
│   ├── Pi - Dec - Chudnovsky - 5.ycd
│   ├── Pi - Dec - Chudnovsky - 6.ycd
│   ├── Pi - Dec - Chudnovsky - 7.ycd
│   ├── Pi - Dec - Chudnovsky - 8.ycd
│   └── Pi - Dec - Chudnovsky - 9.ycd
└── Pi - Hex - Chudnovsky
    ├── Pi - Hex - Chudnovsky - 0.ycd
    ├── Pi - Hex - Chudnovsky - 1.ycd
    ├── Pi - Hex - Chudnovsky - 10.ycd
    ├── Pi - Hex - Chudnovsky - 11.ycd
    ├── Pi - Hex - Chudnovsky - 12.ycd
    ├── Pi - Hex - Chudnovsky - 13.ycd
    ├── Pi - Hex - Chudnovsky - 14.ycd
    ├── Pi - Hex - Chudnovsky - 15.ycd
    ├── Pi - Hex - Chudnovsky - 16.ycd
    ├── Pi - Hex - Chudnovsky - 17.ycd
    ├── Pi - Hex - Chudnovsky - 18.ycd
    ├── Pi - Hex - Chudnovsky - 19.ycd
    ├── Pi - Hex - Chudnovsky - 2.ycd
    ├── Pi - Hex - Chudnovsky - 20.ycd
    ├── Pi - Hex - Chudnovsky - 21.ycd
    ├── Pi - Hex - Chudnovsky - 22.ycd
    ├── Pi - Hex - Chudnovsky - 23.ycd
    ├── Pi - Hex - Chudnovsky - 24.ycd
    ├── Pi - Hex - Chudnovsky - 25.ycd
    ├── Pi - Hex - Chudnovsky - 26.ycd
    ├── Pi - Hex - Chudnovsky - 27.ycd
    ├── Pi - Hex - Chudnovsky - 28.ycd
    ├── Pi - Hex - Chudnovsky - 29.ycd
    ├── Pi - Hex - Chudnovsky - 3.ycd
    ├── Pi - Hex - Chudnovsky - 30.ycd
    ├── Pi - Hex - Chudnovsky - 31.ycd
    ├── Pi - Hex - Chudnovsky - 32.ycd
    ├── Pi - Hex - Chudnovsky - 33.ycd
    ├── Pi - Hex - Chudnovsky - 34.ycd
    ├── Pi - Hex - Chudnovsky - 35.ycd
    ├── Pi - Hex - Chudnovsky - 36.ycd
    ├── Pi - Hex - Chudnovsky - 37.ycd
    ├── Pi - Hex - Chudnovsky - 38.ycd
    ├── Pi - Hex - Chudnovsky - 39.ycd
    ├── Pi - Hex - Chudnovsky - 4.ycd
    ├── Pi - Hex - Chudnovsky - 40.ycd
    ├── Pi - Hex - Chudnovsky - 41.ycd
    ├── Pi - Hex - Chudnovsky - 5.ycd
    ├── Pi - Hex - Chudnovsky - 6.ycd
    ├── Pi - Hex - Chudnovsky - 7.ycd
    ├── Pi - Hex - Chudnovsky - 8.ycd
    └── Pi - Hex - Chudnovsky - 9.ycd





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