Compact formula | 166147307667904[13502703082318] + 322066780352996[27090218802849/2] + 234302350298920[14483848717682] - 373191151146916[15962244871097] - 613569546979176[20293776947868] - 66232223768952[56365016607239/2] + 165943306068720[33308851938318] + 34297060216040[41887379804066] + 24677469627072[69971515635443] + 70458777079228[83979525486773] - 232551348318144[127528611030443] - 77519901204728[158682175700807] + 204780726362856[187458398552950] - 163475135282388[187530264407868] + 250024930688568[211773236092865] + 571875940967744[240926005152903] - 336281184078800[258213230677943] + 63635202214928[317335434728073] + 80733105003724[370392816588001] - 182651649766756[594966589999007] - 12607377057392[758341235653128] + 86057928513508[830202489183166] - 209265831971324[921495991549822] - 263272224304244[1115136913905711] - 164322042711240[1143900177872158] + 188138367083152[1427056404016693] + 84857404516640[2270451385422943] - 249247272900216[4204987898062723] - 74417821699756[6805164953551432] + 54006392332920[34933376538589481/2] |
Lehmer's measure | 2.09414 |
References | Wetherfield, Michael Roby and Chien-Lih, Hwang. Computing pi: Lists of Machin-type (inverse cotangent) identities for pi/4, [Online; accessed 04-February-2024], 2013. [web.archive.org/web/20240204042153/http] [Found by MRW on 19 August 2011.] |