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Saint-Exupery numbers
A number that is the product of the three sides of Pythagorean triangle. more

The first 600 Saint-Exupery numbers :
60, 480, 780, 1620, 2040, 3840, 4200, 6240, 7500, 12180, 12960, 14760, 15540, 16320, 20580, 21060, 30720, 33600, 40260, 43740, 49920, 55080, 60000, 65520, 66780, 79860, 92820, 97440, 97500, 103680, 113400, 118080, 120120, 124320, 130560, 131820, 164640, 168480, 189840, 192720, 199980, 202500, 235620, 245760, 255000, 267540, 268800, 277680, 294780, 322080, 328860, 349920, 354960, 398520, 399360, 411540, 419580, 440640, 453960, 480000, 497640, 524160, 525000, 534240, 555660, 568620, 595140, 619020, 638880, 643500, 699720, 730020, 742560, 779520, 780000, 829440, 907200, 937500, 944640, 960960, 994560, 1021020, 1038180, 1044480, 1054560, 1063860, 1075620, 1087020, 1180980, 1265880, 1317120, 1347840, 1440600, 1463340, 1484340, 1487160, 1518720, 1522500, 1541760, 1599840, 1609080, 1620000, 1713660, 1761540, 1769040, 1787460, 1803060, 1845000, 1855920, 1884960, 1942500, 1966080, 2040000, 2097120, 2140320, 2150400, 2156220, 2221440, 2358240, 2413320, 2441400, 2506140, 2572500, 2576640, 2630880, 2632500, 2715240, 2799360, 2839680, 2943720, 3036540, 3039180, 3061800, 3080280, 3188160, 3194880, 3220140, 3243240, 3292320, 3356640, 3525120, 3559140, 3587220, 3631680, 3779100, 3832140, 3840000, 3981120, 4135260, 4177740, 4193280, 4200000, 4253340, 4273920, 4445280, 4481880, 4548960, 4761120, 4770420, 4825860, 4952160, 5032500, 5062680, 5088720, 5111040, 5125680, 5127780, 5148000, 5203440, 5290740, 5330220, 5350020, 5399460, 5467500, 5590200, 5597760, 5678340, 5840160, 5940480, 6044280, 6229380, 6236160, 6240000, 6283680, 6361740, 6399960, 6635520, 6885000, 7058940, 7157280, 7223580, 7257600, 7322700, 7497360, 7500000, 7557120, 7687680, 7956480, 7959060, 8027460, 8168160, 8190000, 8305440, 8347500, 8355840, 8436480, 8510880, 8604960, 8696160, 8879220, 8932620, 9227400, 9447840, 9490260, 9583920, 9783840, 9903180, 9982500, 10022520, 10127040, 10307220, 10385760, 10536960, 10760040, 10782720, 11111580, 11166960, 11324040, 11328660, 11524800, 11602500, 11706720, 11874720, 11897280, 12149760, 12180000, 12187500, 12256920, 12322740, 12334080, 12798720, 12872640, 12960000, 13130460, 13436280, 13618860, 13709280, 13809180, 13992360, 14092320, 14142240, 14152320, 14175000, 14299680, 14424480, 14760000, 14847360, 15002820, 15015000, 15079680, 15352740, 15381600, 15540000, 15728640, 15925200, 16068780, 16211580, 16320000, 16335060, 16477500, 16713540, 16773900, 16776960, 16984800, 17122560, 17203200, 17249760, 17335980, 17374500, 17771520, 17915040, 18045780, 18783180, 18865920, 18892440, 19023420, 19190280, 19306560, 19531200, 19645560, 19710540, 19769880, 20049120, 20580000, 20613120, 20634600, 20683740, 21047040, 21060000, 21469980, 21474660, 21603600, 21721920, 22394880, 22473360, 22556040, 22717440, 22905540, 23236980, 23341020, 23549760, 23730000, 23762700, 24090000, 24292320, 24313440, 24494400, 24642240, 24820680, 24997140, 24997500, 25312500, 25505280, 25559040, 25616280, 25743900, 25761120, 25848900, 25945920, 26338560, 26759460, 26853120, 27391980, 27567540, 28030860, 28200960, 28473120, 28697760, 28724220, 28807800, 28964040, 29041740, 29053440, 29349540, 29417700, 29452500, 29582340, 30232800, 30657120, 30720000, 30911100, 31837260, 31848960, 31875000, 31886460, 32427720, 32629800, 33082080, 33421920, 33442500, 33546240, 33600000, 34026720, 34141380, 34178760, 34191360, 34307220, 34420680, 34710000, 35562240, 35762220, 35772660, 35855040, 36391680, 36752100, 36847500, 38088960, 38163360, 38372400, 38606880, 38896200, 39060900, 39389280, 39509340, 39510180, 39617280, 40077180, 40153320, 40260000, 40501440, 40709760, 40888320, 41005440, 41022240, 41107500, 41184000, 41201160, 41627520, 42298140, 42325920, 42641760, 42800160, 43195680, 43445160, 43740000, 44127720, 44370000, 44721600, 44782080, 45214260, 45426720, 45721980, 46132020, 46268820, 46721280, 47523840, 47561580, 47764080, 48261420, 48354240, 48599940, 48682620, 48893460, 49753560, 49815000, 49835040, 49889280, 49920000, 49970760, 50109840, 50269440, 50893920, 51101400, 51199680, 51398820, 51442500, 51443640, 52005720, 52447500, 53084160, 53586060, 53758380, 54760380, 55080000, 55238040, 56471520, 56622240, 56745000, 57258240, 57336240, 57393900, 57788640, 58060800, 58217940, 58581600, 59840340, 59978880, 60000000, 60456960, 60773640, 61501440, 61818060, 62015460, 62205000, 63651840, 63672480, 63957960, 63969360, 64219680, 65115120, 65159640, 65345280, 65520000, 65563620, 65625000, 65917800, 66102960, 66443520, 66780000, 66846720, 67108800, 67491840, 67665780, 68087040, 68348280, 68593140, 68839680, 69457500, 69569280, 70618800, 71033760, 71077500, 71275620, 71411340, 71460960, 72515880, 73311480, 73502580, 73819200, 74392500, 75582720, 75922080, 76348020, 76671360, 76878420, 77377500, 77482020, 77701740, 78073800, 78270720, 79225440, 79476240, 79480440, 79860000, 80180160, 80437500, 80817660, 80981940, 81016320, 81986580, 82042740, 82057860, 82457760, 82668600, 83086080, 83167560, 83542620, 84295680, 86080320, 86256300, 86261760, 86573820, 86651040, 86889660, 86943780, 87207120, 87465000, 87567480, 88451220, 88884180, 88892640, 89335680, 90167220, 90592320, 90629280, 90870780, 91252500, 91766220, 92198400, 92820000, 93653760, 94997760, 95178240, 95244240, 96096780, 96854940, 97198080, 97440000, 97500000, 98055360, 98581920, 98672640, 101109540, 101238840, 101474160, 102035700, 102389760, 102433800, 102981120, 103248600, 103332120, 103467780, 103680000, 104548860, 105043680, 106293660, 106588860, 107490240, 108950880, 109674240, 110253720, 110473440, 110670000, 111652020, 111938880, 112738560, 112749780, 112798980, 113137920, 113218560, 113400000, 114397440, 114514620, 114735960, 114840180, 115395840, 116124060, 116798700, 117187500, 117657540.

Distribution of the remainders when the numbers in this family are divided by n=2, 3,..., 11. (I took into account 263800 values, from 60 to 999999999744000).

n\r 0  1 
22638000 2 
326380000 3 
4263800000 4 
52638000000 5 
626380000000 6 
713219500657976580800 7 
818572200078078000 8 
91290070067414006737900 9 
10263800000000000 10 
118329818063180551803718027180561805518034180731806118041

A pictorial representation of the table above
motab
Imagine to divide the members of this family by a number n and compute the remainders. Should they be uniformly distributed, each remainder from 0 to n-1 would be obtained in about (1/n)-th of the cases. This outcome is represented by a white square. Reddish (resp. bluish) squares represent remainders which appear more (resp. less) frequently than 1/n.