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Fungrim entry: 9933df

Table of p ⁣(10n)p\!\left({10}^{n}\right) to 50 digits for 0n300 \le n \le 30
nn p ⁣(10n)  (nearest 50D)p\!\left({10}^{n}\right) \; (\text{nearest } 50 \text{D})
01
142
2190569292
324061467864032622473692149727991
43.6167251325636293988820471890953695495016030339316 · 10106
52.7493510569775696512677516320986352688173429315980 · 10346
61.4716849863582233986310047606098959434840304844391 · 101107
79.2027175502604546685596278166825605430729405281024 · 103514
81.7605170459462491413603738946791352040098537975109 · 1011131
91.6045350842809668832728039026391874671468439447108 · 1035218
101.0523943461106485297281294178237273482933553642403 · 10111390
114.1604280503811938572793734321866528100080985902856 · 10352268
126.1290009628366844179973253747618396500221302871150 · 101113995
135.7144146870758614917950406422638086360770375255550 · 103522790
142.7509605970815655120620992887934278296645559629575 · 1011140071
151.3655377298964220782966300424326842827176530525453 · 1035228030
169.1291313906814503700935608040674225211147823841734 · 10111400845
178.2913007910135095775713801190603101231989771169282 · 10352280441
181.4787003107715742179708592460012268624667759844895 · 101114008609
195.6469284039962075996762611156427010823552403269436 · 103522804577
201.8381765083448826436460575151963949703661288601871 · 1011140086259
211.2125743672403400786494500161173864623062685147724 · 1035228045954
221.6197861609669294695161189248758019106925992523025 · 10111400862778
232.5273733524499047268270064364643395566828146205663 · 10352280459735
244.5725915523567534123265286016382336070839930153380 · 101114008627985
253.9109259209775087194782941921388925892278301362731 · 103522804597566
261.4696356043302577340385578467919062215335762286639 · 1011140086280078
273.0787999182688279161294058462619983591578972390067 · 1035228045975896
281.7285510783890260357320054674456196730673005602418 · 10111400862801021
292.8144933818546523144681227969465158737560857425620 · 10352280459759213
308.7580564911459301179252748158578897130776558175089 · 101114008628010469
Definitions:
Fungrim symbol Notation Short description
PartitionsPp(n)p(n) Integer partition function
Powab{a}^{b} Power
Source code for this entry:
Entry(ID("9933df"),
    Description("Table of", PartitionsP(Pow(10, n)), "to 50 digits for", LessEqual(0, n, 30)),
    Table(Var(n), TableValueHeadings(n, NearestDecimal(PartitionsP(Pow(10, n)), 50)), TableSplit(1), List(Tuple(0, Decimal("1")), Tuple(1, Decimal("42")), Tuple(2, Decimal("190569292")), Tuple(3, Decimal("24061467864032622473692149727991")), Tuple(4, Decimal("3.6167251325636293988820471890953695495016030339316e+106")), Tuple(5, Decimal("2.7493510569775696512677516320986352688173429315980e+346")), Tuple(6, Decimal("1.4716849863582233986310047606098959434840304844391e+1107")), Tuple(7, Decimal("9.2027175502604546685596278166825605430729405281024e+3514")), Tuple(8, Decimal("1.7605170459462491413603738946791352040098537975109e+11131")), Tuple(9, Decimal("1.6045350842809668832728039026391874671468439447108e+35218")), Tuple(10, Decimal("1.0523943461106485297281294178237273482933553642403e+111390")), Tuple(11, Decimal("4.1604280503811938572793734321866528100080985902856e+352268")), Tuple(12, Decimal("6.1290009628366844179973253747618396500221302871150e+1113995")), Tuple(13, Decimal("5.7144146870758614917950406422638086360770375255550e+3522790")), Tuple(14, Decimal("2.7509605970815655120620992887934278296645559629575e+11140071")), Tuple(15, Decimal("1.3655377298964220782966300424326842827176530525453e+35228030")), Tuple(16, Decimal("9.1291313906814503700935608040674225211147823841734e+111400845")), Tuple(17, Decimal("8.2913007910135095775713801190603101231989771169282e+352280441")), Tuple(18, Decimal("1.4787003107715742179708592460012268624667759844895e+1114008609")), Tuple(19, Decimal("5.6469284039962075996762611156427010823552403269436e+3522804577")), Tuple(20, Decimal("1.8381765083448826436460575151963949703661288601871e+11140086259")), Tuple(21, Decimal("1.2125743672403400786494500161173864623062685147724e+35228045954")), Tuple(22, Decimal("1.6197861609669294695161189248758019106925992523025e+111400862778")), Tuple(23, Decimal("2.5273733524499047268270064364643395566828146205663e+352280459735")), Tuple(24, Decimal("4.5725915523567534123265286016382336070839930153380e+1114008627985")), Tuple(25, Decimal("3.9109259209775087194782941921388925892278301362731e+3522804597566")), Tuple(26, Decimal("1.4696356043302577340385578467919062215335762286639e+11140086280078")), Tuple(27, Decimal("3.0787999182688279161294058462619983591578972390067e+35228045975896")), Tuple(28, Decimal("1.7285510783890260357320054674456196730673005602418e+111400862801021")), Tuple(29, Decimal("2.8144933818546523144681227969465158737560857425620e+352280459759213")), Tuple(30, Decimal("8.7580564911459301179252748158578897130776558175089e+1114008628010469")))))

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

2019-10-05 13:11:19.856591 UTC