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Fungrim entry: 569d5c

Table of γ10n\gamma_{{10}^{n}} to 50 digits for 0n200 \le n \le 20
nn γ10n  (nearest 50D)\gamma_{{10}^{n}} \; (\text{nearest } 50 \text{D})
0-0.072815845483676724860586375874901319137736338334338
10.00020533281490906479468372228923706530295985377416676
2-425340157170802696.23144385197278358247028931053473
3-1.5709538442047449345494023425120825242380299554570 · 10486
4-2.2104970567221060862971082857536501900234397174729 · 106883
51.9919273063125410956582272431568589205211659777533 · 1083432
6-4.4209504730980210273285480902514758066667150603243 · 10947352
7-2.7882974834697458134414289662704891120456603986498 · 1010390401
82.7324629454457814909592178706122081982218137653871 · 10111591574
92.1048416655418517821363600001419516191053973500980 · 101181965380
107.5883621237131051948224033799125486921750410324510 · 1012397849705
113.4076163168007069203916546697422088077748515862016 · 10129115149508
12-1.1713923594956898094830946178584108308869819425684 · 101337330792656
135.1442844004429501778205029347495102582243127602569 · 1013792544216233
14-5.8565687699062182176274937548885177768345135170181 · 10141762672271719
151.8441017255847322907032695598351364885675746553316 · 101452992510427658
161.0887949866822670316936532894122644696901837098117 · 1014857814744168222
17-9.0932573236841531922129808939176217547651121139948 · 10151633823511792145
182.6314370018873515830151010192294307578971415626833 · 101544943249673388947
194.8807917914447513336887536981308809263719031557975 · 1015718277029330950920
202.3945266166432844875810628102042011083015231233149 · 10159718433793014252763
Definitions:
Fungrim symbol Notation Short description
StieltjesGammaγn ⁣(a)\gamma_{n}\!\left(a\right) Stieltjes constant
Powab{a}^{b} Power
Source code for this entry:
Entry(ID("569d5c"),
    Description("Table of", StieltjesGamma(Pow(10, n)), "to 50 digits for", LessEqual(0, n, 20)),
    Table(Var(n), TableValueHeadings(n, NearestDecimal(StieltjesGamma(Pow(10, n)), 50)), TableSplit(1), List(Tuple(0, Decimal("-0.072815845483676724860586375874901319137736338334338")), Tuple(1, Decimal("0.00020533281490906479468372228923706530295985377416676")), Tuple(2, Decimal("-425340157170802696.23144385197278358247028931053473")), Tuple(3, Decimal("-1.5709538442047449345494023425120825242380299554570e+486")), Tuple(4, Decimal("-2.2104970567221060862971082857536501900234397174729e+6883")), Tuple(5, Decimal("1.9919273063125410956582272431568589205211659777533e+83432")), Tuple(6, Decimal("-4.4209504730980210273285480902514758066667150603243e+947352")), Tuple(7, Decimal("-2.7882974834697458134414289662704891120456603986498e+10390401")), Tuple(8, Decimal("2.7324629454457814909592178706122081982218137653871e+111591574")), Tuple(9, Decimal("2.1048416655418517821363600001419516191053973500980e+1181965380")), Tuple(10, Decimal("7.5883621237131051948224033799125486921750410324510e+12397849705")), Tuple(11, Decimal("3.4076163168007069203916546697422088077748515862016e+129115149508")), Tuple(12, Decimal("-1.1713923594956898094830946178584108308869819425684e+1337330792656")), Tuple(13, Decimal("5.1442844004429501778205029347495102582243127602569e+13792544216233")), Tuple(14, Decimal("-5.8565687699062182176274937548885177768345135170181e+141762672271719")), Tuple(15, Decimal("1.8441017255847322907032695598351364885675746553316e+1452992510427658")), Tuple(16, Decimal("1.0887949866822670316936532894122644696901837098117e+14857814744168222")), Tuple(17, Decimal("-9.0932573236841531922129808939176217547651121139948e+151633823511792145")), Tuple(18, Decimal("2.6314370018873515830151010192294307578971415626833e+1544943249673388947")), Tuple(19, Decimal("4.8807917914447513336887536981308809263719031557975e+15718277029330950920")), Tuple(20, Decimal("2.3945266166432844875810628102042011083015231233149e+159718433793014252763")))))

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Copyright (C) Fredrik Johansson and contributors. Fungrim is provided under the MIT license. The source code is on GitHub.

2021-03-15 19:12:00.328586 UTC