Compressed Digit File Digits Found: 22,459,157,718,361 First Digits: 3.14159265358979323846264338327950288419716939937510 Digits per File: 10,000,000,000 Search paths: H:\Pi - Dec - 1t - 22p\ L:\Pi - Dec - 1t - 0/ L:\Pi - Dec - 1t - 1/ L:\Pi - Dec - 1t - 2/ L:\Pi - Dec - 1t - 3/ L:\Pi - Dec - 1t - 4/ L:\Pi - Dec - 1t - 5/ L:\Pi - Dec - 1t - 6/ K:\Pi - Dec - 1t - 7/ K:\Pi - Dec - 1t - 8/ K:\Pi - Dec - 1t - 9/ K:\Pi - Dec - 1t - 10/ K:\Pi - Dec - 1t - 11/ I:\Pi - Dec - 1t - 12/ I:\Pi - Dec - 1t - 13/ G:\Pi - Dec - 1t - 14/ G:\Pi - Dec - 1t - 15/ G:\Pi - Dec - 1t - 16/ G:\Pi - Dec - 1t - 17/ H:\Pi - Dec - 1t - 18/ H:\Pi - Dec - 1t - 19/ H:\Pi - Dec - 1t - 20/ H:\Pi - Dec - 1t - 21/ What would you like to do? 0 View a small range of digits. 1 Count up the # of instances of each digit. 2 Compute hash: Floor(x * 10^digits) mod (2^61 - 1) 3 Decompress a range of digits to a text file. 4 Recompress a range of digits to one or more .ycd files. (Advanced - Don't use unless you know what you're doing...) 5 Add search directory. (if .ycd files are in multiple paths) Enter your choice: option: 2 Ending Digit: 22459157718361 1,000,000,000 : 807692683230452073 2,000,000,000 : 379820473102338170 3,000,000,000 : 797039087342756579 4,000,000,000 : 392795234350498678 5,000,000,000 : 917012961347625551 6,000,000,000 : 1623522046178149743 7,000,000,000 : 991808194548251472 8,000,000,000 : 630224867419667298 9,000,000,000 : 730151218877372435 10,000,000,000 : 1927858052751593728 11,000,000,000 : 784161731035692244 12,000,000,000 : 1530270377599661750 13,000,000,000 : 1296176333111840446 14,000,000,000 : 1838722881060160926 15,000,000,000 : 835947437919236532 16,000,000,000 : 2060236816537725807 17,000,000,000 : 999745535818118776 18,000,000,000 : 2229240127141298336 19,000,000,000 : 222853234028662317 20,000,000,000 : 1911142615163489760 21,000,000,000 : 2151716947474257421 22,000,000,000 : 265549510976152206 23,000,000,000 : 817988725001811207 24,000,000,000 : 589901597795314404 25,000,000,000 : 526995377487581893 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