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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)p\!\left({10}^{n}\right)
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
Table data: (n,y)\left(n, y\right) such that NearestDecimal ⁣(p ⁣(10n),50)=y\operatorname{NearestDecimal}\!\left(p\!\left({10}^{n}\right), 50\right) = y
Definitions:
Fungrim symbol Notation Short description
PartitionsPp ⁣(n)p\!\left(n\right) 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(TableRelation(Tuple(n, y), Equal(NearestDecimal(PartitionsP(Pow(10, n)), 50), y)), TableHeadings(n, PartitionsP(Pow(10, n))), 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.

2019-08-21 11:44:15.926409 UTC