Číselné soustavy/Sedmnáctková soustava

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Tato stránka je součástí databáze a projektu:

Číselné soustavy Matematika

{cs}

Příslušnost: Kusurija

Toto je 100 % vlastní výzkum. Ne, že by informace, zde uvedené, nebyly dosud známy (naprostá většina z nich je známa od starověku, většina malého zbytku je známa z počátků novověku a nepatrný zbytek v posledních desetiletích); vlastním výzkumem je seřazení/prezentace těch informací a naznačené souvislosti mezi nimi. kusurija.

Pro číslici 10₍₁₀₎ je používán náhradní symbol A₍₁₇₎, pro 11₍₁₀₎ - B₍₁₇₎, pro 12₍₁₀₎ - C₍₁₇₎, pro 13₍₁₀₎ - D, pro 14₍₁₀₎ - E, pro 15₍₁₀₎ - F, pro 16₍₁₀₎ - G.

Číselná řada

• Číselná řada
  

0, 1, 2*, 3*, 4**, 5*, 6, 7*, 8**, 9**, A, B*, C, D*, E, F, G**, 10*,

11, 12*, 13, 14, 15, 16*, 17, 18**, 19, 1A**, 1B, 1C*, 1D, 1E*, 1F**, 1G, 20,

21, 22, 23*, 24, 25, 26, 27*, 28, 29*, 2A, 2B, 2C, 2D*, 2E, 2F**, 2G, 30,

31, 32*, 33, 34, 35, 36, 37, 38*, 39, 3A*, 3B, 3C, 3D**, 3E, 3F, 3G*, 40,

41, 42, 43*, 44, 45*, 46, 47, 48, 49, 4A, 4B*, 4C, 4D**, 4E, 4F*, 4G, 50,

51, 52, 53, 54*, 55, 56, 57, 58, 59, 5A, 5B, 5C*, 5D, 5E, 5F, 5G*, 60,

61*, 62, 63, 64, 65*, 66, 67*, 68, 69, 6A, 6B*, 6C, 6D, 6E, 6F, 6G, 70,

71, 72**, 73, 74, 75, 76**, 77, 78*, 79**, 7A, 7B, 7C*, 7D, 7E, 7F, 7G, 80,

81*, 82, 83*, 84, 85, 86, 87, 88, 89, 8A, 8B, 8C, 8D*, 8E, 8F*, 8G, 90,

91, 92, 93, 94*, 95, 96, 97, 98, 99, 9A*, 9B, 9C, 9D, 9E*, 9F, 9G**, A0,

A1, A2, A3*, A4, A5, A6, A7, A8, A9*, AA, AB*, AC, AD, AE, AF, AG, B0,

B1, B2, B3, B4*, B5, B6*, B7, B8, B9, BA*, BB, BC*, BD, BE, BF, BG, C0,

C1, C2, C3, C4, C5, C6, C7*, C8, C9, CA, CB, CC, CD, CE, CF, CG, D0,

D1, D2*, D3, D4, D5, D6*, D7, D8*, D9, DA, DB, DC*, DD, DE, DF, DG, E0,

E1*, E2, E3*, E4, E5**, E6, E7, E8, E9, EA, EB, EC, ED*, EE, EF, EG, F0,

F1**, F2*, F3, F4, F5, F6, F7, F8*, F9, FA, FB, FC, FD, FE*, FF, FG*, G0,

G1, G2, G3, G4, G5*, G6, G7, G8, G9*, GA, GB*, GC, GD, GE, GF, GG, 100**,

101, 102, 103, 104*, 105, 106, 107, 108, 109, 10A, 10B, další členy řady viz tabulky ...

* jsou označena prvočísla, ** - jejich mocniny

Malá násobilka

Malá násobilka sedmnáctkové soustavy

×	1	2	3	4	5	6	7	8	9	A	B	C	D	E	F	G	10	11	12	13
1	1	2	3	4	5	6	7	8	9	A	B	C	D	E	F	G	10	11	12	13
2	2	4	6	8	A	C	E	G	11	13	15	17	19	1B	1D	1F	20	22	24	26
3	3	6	9	C	F	11	14	17	1A	1D	1G	22	25	28	2B	2E	30	33	36	39
4	4	8	C	G	13	17	1B	1F	22	26	2A	2E	31	35	39	3D	40	44	48	4C
5	5	A	F	13	18	1D	21	26	2B	2G	34	39	3E	42	47	4C	50	55	5A	5F
6	6	C	11	17	1D	22	28	2E	33	39	3F	44	4A	4G	55	5B	60	66	6C	71
7	7	E	14	1B	21	28	2F	35	3C	42	49	4G	56	5D	63	6A	70	77	7E	84
8	8	G	17	1F	26	2E	35	3D	44	4C	53	5B	62	6A	71	79	80	88	8G	97
9	9	11	1A	22	2B	33	3C	44	4D	55	5E	66	6F	77	7G	88	90	99	A1	AA
A	A	13	1D	26	2G	39	42	4C	55	5F	68	71	7B	84	8E	97	A0	AA	B3	BD
B	B	15	1G	2A	34	3F	49	53	5E	68	72	7D	87	91	9C	A6	B0	BB	C5	CG
C	C	17	22	2E	39	44	4G	5B	66	71	7D	88	93	9F	AA	B5	C0	CC	D7	E2
D	D	19	25	31	3E	4A	56	62	6F	7B	88	93	9G	AC	B8	C4	D0	DD	E9	F5
E	E	1B	28	35	42	4G	5D	6A	77	84	91	9F	AC	B9	C6	D3	E0	EE	FB	G8
F	F	1D	2B	39	47	55	63	71	7G	8E	9C	AA	B8	C6	D4	E2	F0	FF	GD	10B
G	G	1F	2E	3D	4C	5B	6A	79	88	97	A6	B5	C4	D3	E2	F1	G0	GG	10F	11E
10	10	20	30	40	50	60	70	80	90	A0	B0	C0	D0	E0	F0	G0	100	110	120	130

Repunitová prvočísla

Prvočísla, která se v sedmnáctkové soustavě skládají z p jedniček, kde p jsou tato: 3, 5, 7, 11, 47, 71, 419, 4799, 35149, 54919, 74509, ...

Převrácené hodnoty prvočísel

• Převrácené hodnoty prvočísel (1/p); do 19 všech čísel (1/n) a vybraných součinů.

l.p. - délka periody; pp=předperioda

2: 0,888888888888... l.p. = 1

3: 0,5B5B5B5B5B5B... l.p. = 2

4: 0,444444444444... l.p. = 1

5: 0,36DA36DA36DA... l.p. = 4

6: 0,2E2E2E2E2E2E... l.p. = 2

7: 0,274E9C274E9C... l.p. = 6

8: 0,222222222222... l.p. = 1

9: 0,1F1F1F1F1F1F... l.p. = 2

10: 0,1BF51BF51BF5... l.p. = 4

11: 0,194ADF7C63... l.p. = 10

12: 0,171717171717... l.p. = 2

13: 0,153FBD153FBD... l.p. = 6

14: 0,13AFD613AFD6... l.p. = 6

15: 0,124912491249... l.p. = 4

16: 0,111111111111... l.p. = 1

17: 0,100000000000... l.p. = 0+1pp

18: 0,0G0G0G0G0G0G... l.p. = 2

19: 0,0F39E5648... l.p. = 9

23: 0,0C9A5F8ED52G... l.p. = 22

25: 0,0B98E4CFAEG5... l.p. = 20

27: 0,0ABG650ABG65... l.p. = 6

29: 0,09G709G709G7... l.p. = 4

31: 0,09583E469EDC... l.p. = 30

32: 0,090909090909... l.p. = 2

37: 0,07DD58C6F2CE... l.p. = 36

41: 0,070E1B356AD4... l.p. = 40

43: 0,06C45FDE3G39... l.p. = 21

47: 0,06290C5117A2... l.p. = 23

53: 0,057BECE1FC33... l.p. = 26

59: 0,04F4A65CG737... l.p. = 29

61: 0,04C935E8623F... l.p. = 60

67: 0,04559F3DBFC7... l.p. = 33

71: 0,04135GCFDB... l.p. = 10

73: 0,03G521AC1EB6... l.p. = 24

79: 0,03B33EE71C48... l.p. = 26

81: 0,039B21B93GD7... l.p. = 18

83: 0,03834C1765FG... l.p. = 41

89: 0,034377AF18GA... l.p. = 44

97: 0,02GB0BFA2DB6... l.p. = 96

101: 0,02EAFGE261... l.p. = 10

103: 0,02DBF05A6D0B... l.p. = 51

107: 0,02BF9BCED3305... l.p. = 106

109: 0,02B1439GBBE8... l.p. = 36

113: 0,029821DBC84B... l.p. = 112

121: 0,026A460BG04D... l.p. = 110

127: 0,024BAGA2G113... l.p. = 63

128: 0,02468ACF02468ACF... l.p. = 8

131: 0,02389A44DAAF... l.p. = 130

137: 0,021EAFAD8FF04... l.p. = 68

139: 0,0215ED9D5AAF... l.p. = 138

149: 0,01FG941E09BE... l.p. = 37

151: 0,01F9207B281D... l.p. = 75

...

Délky př.h. 3 - 49

307: 0,00G00G00G00G... l.p. = 3

5, 29 viz nahoře: ... l.p. = 4

88741: ... l.p. = 5

25646167: ... l.p. = 7

41761: ... l.p. = 8

1270657: ... l.p. = 9

11, 71, 101 viz nahoře: ... l.p. = 10

2141993519227: ... l.p. = 11

83233: ... l.p. = 12

212057: ... l.p. = 13

2919196853: ... l.p. = 13

22796593: ... l.p. = 14

6566760001: ... l.p. = 15

18913: ... l.p. = 16

184417: ... l.p. = 16

10949: ... l.p. = 17

1749233: ... l.p. = 17

2699538733: ... l.p. = 17

1423: ... l.p. = 18

5653: ... l.p. = 1818

229: 0,0147C43FF13348GBG32: ... l.p. = 19

1103: ... l.p. = 19

202607147: ... l.p. = 19

291973723: ... l.p. = 19

21881: ... l.p. = 20

63541: ... l.p. = 20

13567: ... l.p. = 21

940143709: ... l.p. = 21

947: ... l.p. = 22

87415373: ... l.p. = 22

26552618219228090162977481: ... l.p. = 23

1321: ... l.p. = 24

72337: ... l.p. = 24

2551: ... l.p. = 25

5351: ... l.p. = 25

26278001: ... l.p. = 25

11330289301: ... l.p. = 25

65651: ... l.p. = 26

2001793: ... l.p. = 26

433: ... l.p. = 27

24733: ... l.p. = 27

1313154695584063: ... l.p. = 27

5766433: ... l.p. = 28

100688449: ... l.p. = 28

7193: ... l.p. = 29

6088087: ... l.p. = 29

11658852700685942029849: ... l.p. = 29

238212511: ... l.p. = 30

4093: ... l.p. = 31

6123493: ... l.p. = 31

347340647626008901939025023: ... l.p. = 31

257: ... l.p. = 32

1801601: ... l.p. = 32

52548582913: ... l.p. = 32

3697: ... l.p. = 33

976669: ... l.p. = 33

15814892288119: ... l.p. = 33

45957792327018709121: ... l.p. = 34

966211: ... l.p. = 35

21998621: ... l.p. = 35

15030659834591591: ... l.p. = 35

181: 0,01A278C861D5C6... l.p. = 36

2089: ... l.p. = 36

382069: ... l.p. = 36

223: 0,0150913C8928D0A... l.p. = 37

101691604559540581: ... l.p. = 37

6218882581209875638403: ... l.p. = 37

457: ... l.p. = 38

1559: ... l.p. = 38

2927: ... l.p. = 38

312931: ... l.p. = 38

20352763: ... l.p. = 38

212057: ... l.p. = 39

2919196853: ... l.p. = 39

1186844128302568601: ... l.p. = 40

892079: ... l.p. = 41

13365673: ... l.p. = 41

960217114820653: ... l.p. = 41

18469031047049514697: ... l.p. = 41

88109799136087: ... l.p. = 42

1549: ... l.p. = 43

3075877724153666279633: ... l.p. = 43

1064542861270580708122635671: ... l.p. = 43

25741: ... l.p. = 44

256152733: ... l.p. = 44

6901823633: ... l.p. = 44

3691: ... l.p. = 45

33931: ... l.p. = 45

316531: ... l.p. = 45

1674271: ... l.p. = 45

5113320301: ... l.p. = 45

1109309383381084655697725873: ... l.p. = 46

423622795798733187216959754496018087627393990881167960767: ... l.p. = 47

48661191868691111041: ... l.p. = 48

491: ... l.p. = 49

883: ... l.p. = 49

474969439337: ... l.p. = 49

1094794793219: ... l.p. = 49

21174546269742403551077: ... l.p. = 49

Délky př. h. 50 - 99

4064228544226537005066401: ... l.p. = 50

409: ... l.p. = 51

162260934541944127: ... l.p. = 51

326099734864828369: ... l.p. = 51

19825313: ... l.p. = 52

1224199237: ... l.p. = 52

13938043025453: ... l.p. = 52

4375997670680275555605273053: ... l.p. = 53

2336661313161818672990011193252900057: ... l.p. = 53

163: 0,01D26D42FAG2... l.p. = 54

28758863909916435817: ... l.p. = 54

15357101: ... l.p. = 55

3332897591: ... l.p. = 55

962619789378941: ... l.p. = 55

315531140147973311: ... l.p. = 55

2801: ... l.p. = 56

15121: ... l.p. = 56

12876020081: ... l.p. = 56

622434484561: ... l.p. = 56

6162410920417: ... l.p. = 57

30211339578587520100541032742977: ... l.p. = 57

349: ... l.p. = 58

23549: ... l.p. = 58

2919779: ... l.p. = 58

18032534719: ... l.p. = 58

61878754061: ... l.p. = 58

1063: ... l.p. = 59

1889: ... l.p. = 59

1365581260423071390161: ... l.p. = 59

90008517325328860435221505121015340220148461: ... l.p. = 59

541: ... l.p. = 60

1479639031521241: ... l.p. = 60

15103230859721: ... l.p. = 61

4722743517602912319810923441122498349478034813612513477513781: ... l.p. = 61

373: ... l.p. = 62

36845423: ... l.p. = 62

563056114507738352440487747: ... l.p. = 62

41643373496311819: ... l.p. = 63

37387216988215606147063933: ... l.p. = 63

1409: ... l.p. = 64

165569: ... l.p. = 64

5075110114734021328723863149761: ... l.p. = 64

9882731: ... l.p. = 65

42774218980741: ... l.p. = 65

256543213498592579101758761102741785511: ... l.p. = 65

199: ... l.p. = 66

991: ... l.p. = 66

48973: ... l.p. = 66

11372329: ... l.p. = 66

39172453: ... l.p. = 66

436171: ... l.p. = 67

3947307526766022401589857104042951617118791047554203106309872173198737769977: ... l.p. = 67

1361: ... l.p. = 68

2698649: ... l.p. = 68

1002402000793: ... l.p. = 68

4678410332263673: ... l.p. = 68

25225573: ... l.p. = 69

9559382330644273: ... l.p. = 69

5385687325711213602812791946461: ... l.p. = 69

701: ... l.p. = 70

512718953215732865581052501: ... l.p. = 70

143798195172461138521036839345269251740737334259640879028155379795667047030720519999127: ... l.p. = 71

28639368230833: ... l.p. = 72

11852519531110417: ... l.p. = 72

293: ... l.p. = 73

1621745371: ... l.p. = 73

3038535503: ... l.p. = 73

319344640907: ... l.p. = 73

596137412912777: ... l.p. = 73

151192644932534555018760925054337887684171: ... l.p. = 73

1481: ... l.p. = 74

2591: ... l.p. = 74

172683287783: ... l.p. = 74

281880352305551730895009697: ... l.p. = 74

151: 0,01F9207B281DA9... l.p. = 75

5101: ... l.p. = 75

1995937064371951: ... l.p. = 75

10744282911799904868353724301: ... l.p. = 75

247381: ... l.p. = 76

796699736849174247608318245316124490909: ... l.p. = 76

63183887777606431620036734659574373415341987361849452469359581232953058529: ... l.p. = 77

1249: ... l.p. = 78

1837708051687: ... l.p. = 78

12042786858259: ... l.p. = 78

2371: ... l.p. = 79

8849: ... l.p. = 79

32233: ... l.p. = 79

95294351981: ... l.p. = 79

15565073214383744299753594766453955551010962009527408014734638227062006641: ... l.p. = 79

241: 0,013698F1A9EF07... l.p. = 80

3583912721: ... l.p. = 80

2741517463686662290741112321: ... l.p. = 80

6770748529: ... l.p. = 81

454194717025663: ... l.p. = 81

904405077653173242898527606595551272070589: ... l.p. = 81

1231: ... l.p. = 82

62919257: ... l.p. = 82

18798033503: ... l.p. = 82

76203249126187: ... l.p. = 82

140606605811723: ... l.p. = 82

186917: ... l.p. = 83

1441585450365875501: ... l.p. = 83

859764623611313847689900219: ... l.p. = 83

361636059093059401270170190932275191488900255093209: ... l.p. = 83

1093: ... l.p. = 84

311640640511791392291238477: ... l.p. = 84

5441: ... l.p. = 85

208931: ... l.p. = 85

22296011: ... l.p. = 85

24543581: ... l.p. = 85

4939937011021: ... l.p. = 85

7517339434046845421: ... l.p. = 85

228438898023070765592141: ... l.p. = 85

8171: ... l.p. = 86

279119267104661: ... l.p. = 86

1976815271971094795525780184146983: ... l.p. = 86

523: ... l.p. = 87

8179: ... l.p. = 87

16879: ... l.p. = 87

37286983: ... l.p. = 87

52627759112497: ... l.p. = 87

5340455877669348272609426509595308057: ... l.p. = 87

353: ... l.p. = 88

4578289: ... l.p. = 88

10220537742525964173135803376631640231153: ... l.p. = 88

179: ... l.p. = 89

7121: ... l.p. = 89

10859: ... l.p. = 89

2220161311: ... l.p. = 90

152924817473166888991: ... l.p. = 90

513059: ... l.p. = 91

986802324691: ... l.p. = 91

1128882253376333: ... l.p. = 91

633917591815554047: ... l.p. = 91

101604859007816647702158801323372000819: ... l.p. = 91

1511845630837: ... l.p. = 92

909379032187982366535129290548012827355069: ... l.p. = 92

23125381: ... l.p. = 93

32914090064285401: ... l.p. = 93

4083338668402072819: ... l.p. = 93

20333334196989020875813546533751: ... l.p. = 93

376553596265540610859519781774238300113239103005482631793: ... l.p. = 94

191: 0,018C4DC0492E72... l.p. = 95

243888371: ... l.p. = 95

790258628122415702756879695009414803659288068090984593801128670245440884276421: ... l.p. = 95

1120513: ... l.p. = 96

53160769: ... l.p. = 96

80592097: ... l.p. = 96

5085025550848897: ... l.p. = 96

389: ... l.p. = 97

90976939813: ... l.p. = 97

438263590967631109: ... l.p. = 97

65888627940954399173: ... l.p. = 97

13803798418776916198818932565461346902705841274674397535895798620689: ... l.p. = 97

711954517: ... l.p. = 98

1465198716273377: ... l.p. = 98

4576209702754960230170484653: ... l.p. = 98

48907: ... l.p. = 99

7298280793: ... l.p. = 99

53203926799: ... l.p. = 99

3534366624825269090846591317571377816092437915221: ... l.p. = 99

Délky př. h. 100 - 149

5801: ... l.p. = 100

88301: ... l.p. = 100

373207301: ... l.p. = 100

17280974612770188922074220577701: ... l.p. = 100

10303: ... l.p. = 101

70297: ... l.p. = 101

41605133: ... l.p. = 101

1103896660507: ... l.p. = 101

88296018585184110466501207935829: ... l.p. = 101

401147537108874086654734118920936569436864061975969943839772089: ... l.p. = 101

17341: ... l.p. = 102

14055956389: ... l.p. = 102

45628367677: ... l.p. = 102

225388217073157: ... l.p. = 102

2045745317855197068998380700573793154366295127535115833: ... l.p. = 103

166443696917018148599711150670340452472359763769837566202297165170932079: ... l.p. = 103

62507849: ... l.p. = 104

558796871153: ... l.p. = 104

1175496327058885417: ... l.p. = 104

2806294401208342088929: ... l.p. = 104

1471: ... l.p. = 105

704761: ... l.p. = 105

872761: ... l.p. = 105

8208901: ... l.p. = 105

245614111: ... l.p. = 105

67096559666323873912471273981: ... l.p. = 105

107: ... l.p. = 106

33179: ... l.p. = 106

40992110362783761677: ... l.p. = 106

62455829461699068064302297437204524861: ... l.p. = 106

420679639271885197846600322471: ... l.p. = 107

125071034364823159241289607119367: ... l.p. = 107

540513282113623842932676815730895399371242372118573878904283258972331: ... l.p. = 107

1941733: ... l.p. = 108

861553369: ... l.p. = 108

39902245921: ... l.p. = 108

2962730389164271669: ... l.p. = 108

2399: ... l.p. = 109

25433824402380432988461050283974738838510040104186488783881902809: ... l.p. = 109

134700910421215223274889759553545746360536401580001277417261258891: ... l.p. = 109

1589964573680716277298682310078923206992149252451: ... l.p. = 110

779221: ... l.p. = 111

1336663: ... l.p. = 111

35350798796787001062972004050498687807511809746935623542363221441570438155787: ... l.p. = 111

113: ... l.p. = 112

337: ... l.p. = 112

45694428193: ... l.p. = 112

50667635531043971329: ... l.p. = 112

1306910950255122807912353: ... l.p. = 112

24023140081: ... l.p. = 113

28574481550172024992053084776665925851755976157291102427196866882656496343232297217720278573186010689681144088552508298215107841: ... l.p. = 113

209361280236010317284988424624480918415704609: ... l.p. = 114

335430126425379392951: ... l.p. = 115

1070187968644717154676571: ... l.p. = 115

4990158249781591112023434661584357366578306705698456598155502981: ... l.p. = 115

4908077: ... l.p. = 116

5627688836691687811685586936872121257317104508544673081805033: ... l.p. = 116

38611: ... l.p. = 117

152688950198616547: ... l.p. = 117

6633080597476280489507015864997548520193872646710703552291437987433: ... l.p. = 117

512593: ... l.p. = 118

682807427588431379494344607469: ... l.p. = 118

626820149033089178951380352884222309: ... l.p. = 118

239: ... l.p. = 119

2381: ... l.p. = 119

3571: ... l.p. = 119

16661: ... l.p. = 119

17851: ... l.p. = 119

367949: ... l.p. = 119

22675666851559: ... l.p. = 119

901345518396317: ... l.p. = 119

19487327623903903: ... l.p. = 119

141080005741993552709751522464354464581431651420879: ... l.p. = 119

601: ... l.p. = 120

73363561: ... l.p. = 120

53705134486384300759943598721: ... l.p. = 120

59475866345520219051333125609808893831: ... l.p. = 121

67134006980485085641582180502996346325654133: ... l.p. = 121

559883933862382656973027881983741715862351087609229881: ... l.p. = 121

1831: ... l.p. = 122

536801: ... l.p. = 122

528720501902111: ... l.p. = 122

122006758073875926050108551956153540207040619546761: ... l.p. = 122

188437: ... l.p. = 123

19758253332426413381871517: ... l.p. = 123

68985600109554787200688819419812904447395655170097140286323038827169: ... l.p. = 123

2729: ... l.p. = 124

759322433: ... l.p. = 124

23321390258237: ... l.p. = 124

729426109307672111981: ... l.p. = 124

1897883806642323992656711489: ... l.p. = 124

251: ... l.p. = 125

4751: ... l.p. = 125

44391312751: ... l.p. = 125

175255701251: ... l.p. = 125

6881647239315382084880079821251: ... l.p. = 125

17368840870528347328820256489304404075481243249603982474330635751: ... l.p. = 125

12404449: ... l.p. = 126

59044357: ... l.p. = 126

428802078097: ... l.p. = 126

629849517353816509: ... l.p. = 126

509: ... l.p. = 127

2287: ... l.p. = 127

19813: ... l.p. = 127

9085073: ... l.p. = 127

30481352405221: ... l.p. = 127

18096566898199845748876620858956400873835703993540207333321980837727802056336586866370261470365091582482555679697516241491181: ... l.p. = 127

769: ... l.p. = 128

138497: ... l.p. = 128

263229322839949562040309796441117750265658198065720873911877777789301778: ... l.p. = 128

714039721116560436536702749090856988792306514801: ... l.p. = 129

30043220921261072773689100636311922685983691251211032369: ... l.p. = 129

131: ... l.p. = 130

53171: ... l.p. = 130

346638477380024845861: ... l.p. = 130

50529920121845997508355717618101: ... l.p. = 130

263: ... l.p. = 131

36705654247235339641455193236755070373260224062626643758058951204255793967401304642571232969455436113641049586841689181084276511163513402458984276636720387829: ... l.p. = 131

Sledujte

• Předchozí: Číselné soustavy/Šestnáctková soustava
• následující: Číselné soustavy/Osmnáctková soustava
• také: Číselné soustavy/Patnáctková soustava