Sechseckige Pyramidalzahlen
Einleitung
Eine sechseckige Pyramidalzahl beziffert die Anzahl von Kugeln, mit denen man eine Pyramide sechseckige Grundfläche bauen kann.
Die sechseckige Pyramidalzahlen zählen neben den  Tetraederzahlen,  quadratische Pyramidalzahlen,  fünfeckige Pyramidalzahlen und  siebeneckige Pyramidalzahlen  zu den Pyramidalzahlen (Pyramidenzahlen).
Formel
Aus einer natürlichen Zahl n lässt sich nach folgender Formel deren sechseckige Pyramidalzahl berechnen:

Beispiel:

Inhaltsverzeichnis
- Sechseckige Pyramidalzahl von 0
- Sechseckige Pyramidalzahlen von 1 bis 100
- Sechseckige Pyramidalzahlen von 101 bis 200
- Sechseckige Pyramidalzahlen von 201 bis 300
- Sechseckige Pyramidalzahlen von 301 bis 400
- Sechseckige Pyramidalzahlen von 401 bis 500
- Sechseckige Pyramidalzahlen von 501 bis 600
- Sechseckige Pyramidalzahlen von 601 bis 700
- Sechseckige Pyramidalzahlen von 701 bis 800
- Sechseckige Pyramidalzahlen von 801 bis 900
- Sechseckige Pyramidalzahlen von 901 bis 1000
Sechseckige Pyramidalzahl von 0
Hier finden Sie die sechseckige Pyramidalzahl von 0.
 
Bei einigen Autoren ist die Null keine sechseckige Pyramidalzahl, sodass die Zahlenfolge erst mit der Eins beginnt.
sp0 = 0
Sechseckige Pyramidalzahlen von 1 bis 100
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 1 bis 100.
| fp1 → sp10 | sp1 = 1 | sp2 = 7 | sp3 = 22 | sp4 = 50 | sp5 = 95 | sp6 = 161 | sp7 = 252 | sp8 = 372 | sp9 = 525 | sp10 = 715 | 
| sp11 → sp20 | sp11 = 946 | sp12 = 1222 | sp13 = 1547 | sp14 = 1925 | sp15 = 2360 | sp16 = 2856 | sp17 = 3417 | sp18 = 4047 | sp19 = 4750 | sp20 = 5530 | 
| sp21 → sp30 | sp21 = 6391 | sp22 = 7337 | sp23 = 8372 | sp24 = 9500 | sp25 = 10725 | sp26 = 12051 | sp27 = 13482 | sp28 = 15022 | sp29 = 16675 | sp30 = 18445 | 
| sp31 → sp40 | sp31 = 20336 | sp32 = 22352 | sp33 = 24497 | sp34 = 26775 | sp35 = 29190 | sp36 = 31746 | sp37 = 34447 | sp38 = 37297 | sp39 = 40300 | sp40 = 43460 | 
| sp41 → sp50 | sp41 = 46781 | sp42 = 50267 | sp43 = 53922 | sp44 = 57750 | sp45 = 61755 | sp46 = 65941 | sp47 = 70312 | sp48 = 74872 | sp49 = 79625 | sp50 = 84575 | 
| sp51 → sp60 | sp51 = 89726 | sp52 = 95082 | sp53 = 100647 | sp54 = 106425 | sp55 = 112420 | sp56 = 118636 | sp57 = 125077 | sp58 = 131747 | sp59 = 138650 | sp60 = 145790 | 
| sp61 → sp70 | sp61 = 153171 | sp62 = 160797 | sp63 = 168672 | sp64 = 176800 | sp65 = 185185 | sp66 = 193831 | sp67 = 202742 | sp68 = 211922 | sp69 = 221375 | sp70 = 231105 | 
| sp71 → sp80 | sp71 = 241116 | sp72 = 251412 | sp73 = 261997 | sp74 = 272875 | sp75 = 284050 | sp76 = 295526 | sp77 = 307307 | sp78 = 319397 | sp79 = 331800 | sp80 = 344520 | 
| sp81 → sp90 | sp81 = 357561 | sp82 = 370927 | sp83 = 384622 | sp84 = 398650 | sp85 = 413015 | sp86 = 427721 | sp87 = 442772 | sp88 = 458172 | sp89 = 473925 | sp90 = 490035 | 
| sp91 → sp100 | sp91 = 506506 | sp92 = 523342 | sp93 = 540547 | sp94 = 558125 | sp95 = 576080 | sp96 = 594416 | sp97 = 613137 | sp98 = 632247 | sp99 = 651750 | sp100 = 671650 | 
Sechseckige Pyramidalzahlen von 101 bis 200
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 101 bis 200.
| sp101 → sp110 | sp101 = 691951 | sp102 = 712657 | sp103 = 733772 | sp104 = 755300 | sp105 = 777245 | sp106 = 799611 | sp107 = 822402 | sp108 = 845622 | sp109 = 869275 | sp110 = 893365 | 
| sp111 → sp120 | sp111 = 917896 | sp112 = 942872 | sp113 = 968297 | sp114 = 994175 | sp115 = 1020510 | sp116 = 1047306 | sp117 = 1074567 | sp118 = 1102297 | sp119 = 1130500 | sp120 = 1159180 | 
| sp121 → sp130 | sp121 = 1188341 | sp122 = 1217987 | sp123 = 1248122 | sp124 = 1278750 | sp125 = 1309875 | sp126 = 1341501 | sp127 = 1373632 | sp128 = 1406272 | sp129 = 1439425 | sp130 = 1473095 | 
| sp131 → sp140 | sp131 = 1507286 | sp132 = 1542002 | sp133 = 1577247 | sp134 = 1613025 | sp135 = 1649340 | sp136 = 1686196 | sp137 = 1723597 | sp138 = 1761547 | sp139 = 1800050 | sp140 = 1839110 | 
| sp141 → sp150 | sp141 = 1878731 | sp142 = 1918917 | sp143 = 1959672 | sp144 = 2001000 | sp145 = 2042905 | sp146 = 2085391 | sp147 = 2128462 | sp148 = 2172122 | sp149 = 2216375 | sp150 = 2261225 | 
| sp151 → sp160 | sp151 = 2306676 | sp152 = 2352732 | sp153 = 2399397 | sp154 = 2446675 | sp155 = 2494570 | sp156 = 2543086 | sp157 = 2592227 | sp158 = 2641997 | sp159 = 2692400 | sp160 = 2743440 | 
| sp161 → sp170 | sp161 = 2795121 | sp162 = 2847447 | sp163 = 2900422 | sp164 = 2954050 | sp165 = 3008335 | sp166 = 3063281 | sp167 = 3118892 | sp168 = 3175172 | sp169 = 3232125 | sp170 = 3289755 | 
| sp171 → sp180 | sp171 = 3348066 | sp172 = 3407062 | sp173 = 3466747 | sp174 = 3527125 | sp175 = 3588200 | sp176 = 3649976 | sp177 = 3712457 | sp178 = 3775647 | sp179 = 3839550 | sp180 = 3904170 | 
| sp181 → sp190 | sp181 = 3969511 | sp182 = 4035577 | sp183 = 4102372 | sp184 = 4169900 | sp185 = 4238165 | sp186 = 4307171 | sp187 = 4376922 | sp188 = 4447422 | sp189 = 4518675 | sp190 = 4590685 | 
| sp191 → sp200 | sp191 = 4663456 | sp192 = 4736992 | sp193 = 4811297 | sp194 = 4886375 | sp195 = 4962230 | sp196 = 5038866 | sp197 = 5116287 | sp198 = 5194497 | sp199 = 5273500 | sp200 = 5353300 | 
Sechseckige Pyramidalzahlen von 201 bis 300
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 201 bis 300.
| sp201 → sp210 | sp201 = 5433901 | sp202 = 5515307 | sp203 = 5597522 | sp204 = 5680550 | sp205 = 5764395 | sp206 = 5849061 | sp207 = 5934552 | sp208 = 6020872 | sp209 = 6108025 | sp210 = 6196015 | 
| sp211 → sp220 | sp211 = 6284846 | sp212 = 6374522 | sp213 = 6465047 | sp214 = 6556425 | sp215 = 6648660 | sp216 = 6741756 | sp217 = 6835717 | sp218 = 6930547 | sp219 = 7026250 | sp220 = 7122830 | 
| sp221 → sp230 | sp221 = 7220291 | sp222 = 7318637 | sp223 = 7417872 | sp224 = 7518000 | sp225 = 7619025 | sp226 = 7720951 | sp227 = 7823782 | sp228 = 7927522 | sp229 = 8032175 | sp230 = 8137745 | 
| sp231 → sp240 | sp231 = 8244236 | sp232 = 8351652 | sp233 = 8459997 | sp234 = 8569275 | sp235 = 8679490 | sp236 = 8790646 | sp237 = 8902747 | sp238 = 9015797 | sp239 = 9129800 | sp240 = 9244760 | 
| sp241 → sp250 | sp241 = 9360681 | sp242 = 9477567 | sp243 = 9595422 | sp244 = 9714250 | sp245 = 9834055 | sp246 = 9954841 | sp247 = 10076612 | sp248 = 10199372 | sp249 = 10323125 | sp250 = 10447875 | 
| sp251 → sp260 | sp251 = 10573626 | sp252 = 10700382 | sp253 = 10828147 | sp254 = 10956925 | sp255 = 11086720 | sp256 = 11217536 | sp257 = 11349377 | sp258 = 11482247 | sp259 = 11616150 | sp260 = 11751090 | 
| sp261 → sp270 | sp261 = 11887071 | sp262 = 12024097 | sp263 = 12162172 | sp264 = 12301300 | sp265 = 12441485 | sp266 = 12582731 | sp267 = 12725042 | sp268 = 12868422 | sp269 = 13012875 | sp270 = 13158405 | 
| sp271 → sp280 | sp271 = 13305016 | sp272 = 13452712 | sp273 = 13601497 | sp274 = 13751375 | sp275 = 13902350 | sp276 = 14054426 | sp277 = 14207607 | sp278 = 14361897 | sp279 = 14517300 | sp280 = 14673820 | 
| sp281 → sp290 | sp281 = 14831461 | sp282 = 14990227 | sp283 = 15150122 | sp284 = 15311150 | sp285 = 15473315 | sp286 = 15636621 | sp287 = 15801072 | sp288 = 15966672 | sp289 = 16133425 | sp290 = 16301335 | 
| sp291 → sp300 | sp291 = 16470406 | sp292 = 16640642 | sp293 = 16812047 | sp294 = 16984625 | sp295 = 17158380 | sp296 = 17333316 | sp297 = 17509437 | sp298 = 17686747 | sp299 = 17865250 | sp300 = 18044950 | 
Sechseckige Pyramidalzahlen von 301 bis 400
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 301 bis 400.
| sp301 → sp310 | sp301 = 18225851 | sp302 = 18407957 | sp303 = 18591272 | sp304 = 18775800 | sp305 = 18961545 | sp306 = 19148511 | sp307 = 19336702 | sp308 = 19526122 | sp309 = 19716775 | sp310 = 19908665 | 
| sp311 → sp320 | sp311 = 20101796 | sp312 = 20296172 | sp313 = 20491797 | sp314 = 20688675 | sp315 = 20886810 | sp316 = 21086206 | sp317 = 21286867 | sp318 = 21488797 | sp319 = 21692000 | sp320 = 21896480 | 
| sp321 → sp330 | sp321 = 22102241 | sp322 = 22309287 | sp323 = 22517622 | sp324 = 22727250 | sp325 = 22938175 | sp326 = 23150401 | sp327 = 23363932 | sp328 = 23578772 | sp329 = 23794925 | sp330 = 24012395 | 
| sp331 → sp340 | sp331 = 24231186 | sp332 = 24451302 | sp333 = 24672747 | sp334 = 24895525 | sp335 = 25119640 | sp336 = 25345096 | sp337 = 25571897 | sp338 = 25800047 | sp339 = 26029550 | sp340 = 26260410 | 
| sp341 → sp350 | sp341 = 26492631 | sp342 = 26726217 | sp343 = 26961172 | sp344 = 27197500 | sp345 = 27435205 | sp346 = 27674291 | sp347 = 27914762 | sp348 = 28156622 | sp349 = 28399875 | sp350 = 28644525 | 
| sp351 → sp360 | sp351 = 28890576 | sp352 = 29138032 | sp353 = 29386897 | sp354 = 29637175 | sp355 = 29888870 | sp356 = 30141986 | sp357 = 30396527 | sp358 = 30652497 | sp359 = 30909900 | sp360 = 31168740 | 
| sp361 → sp370 | sp361 = 31429021 | sp362 = 31690747 | sp363 = 31953922 | sp364 = 32218550 | sp365 = 32484635 | sp366 = 32752181 | sp367 = 33021192 | sp368 = 33291672 | sp369 = 33563625 | sp370 = 33837055 | 
| sp371 → sp380 | sp371 = 34111966 | sp372 = 34388362 | sp373 = 34666247 | sp374 = 34945625 | sp375 = 35226500 | sp376 = 35508876 | sp377 = 35792757 | sp378 = 36078147 | sp379 = 36365050 | sp380 = 36653470 | 
| sp381 → sp390 | sp381 = 36943411 | sp382 = 37234877 | sp383 = 37527872 | sp384 = 37822400 | sp385 = 38118465 | sp386 = 38416071 | sp387 = 38715222 | sp388 = 39015922 | sp389 = 39318175 | sp390 = 39621985 | 
| sp391 → sp400 | sp391 = 39927356 | sp392 = 40234292 | sp393 = 40542797 | sp394 = 40852875 | sp395 = 41164530 | sp396 = 41477766 | sp397 = 41792587 | sp398 = 42108997 | sp399 = 42427000 | sp400 = 42746600 | 
Sechseckige Pyramidalzahlen von 401 bis 500
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 401 bis 500.
| sp401 → sp410 | sp401 = 43067801 | sp402 = 43390607 | sp403 = 43715022 | sp404 = 44041050 | sp405 = 44368695 | sp406 = 44697961 | sp407 = 45028852 | sp408 = 45361372 | sp409 = 45695525 | sp410 = 46031315 | 
| sp411 → sp420 | sp411 = 46368746 | sp412 = 46707822 | sp413 = 47048547 | sp414 = 47390925 | sp415 = 47734960 | sp416 = 48080656 | sp417 = 48428017 | sp418 = 48777047 | sp419 = 49127750 | sp420 = 49480130 | 
| sp421 → sp430 | sp421 = 49834191 | sp422 = 50189937 | sp423 = 50547372 | sp424 = 50906500 | sp425 = 51267325 | sp426 = 51629851 | sp427 = 51994082 | sp428 = 52360022 | sp429 = 52727675 | sp430 = 53097045 | 
| sp431 → sp440 | sp431 = 53468136 | sp432 = 53840952 | sp433 = 54215497 | sp434 = 54591775 | sp435 = 54969790 | sp436 = 55349546 | sp437 = 55731047 | sp438 = 56114297 | sp439 = 56499300 | sp440 = 56886060 | 
| sp441 → sp450 | sp441 = 57274581 | sp442 = 57664867 | sp443 = 58056922 | sp444 = 58450750 | sp445 = 58846355 | sp446 = 59243741 | sp447 = 59642912 | sp448 = 60043872 | sp449 = 60446625 | sp450 = 60851175 | 
| sp451 → sp460 | sp451 = 61257526 | sp452 = 61665682 | sp453 = 62075647 | sp454 = 62487425 | sp455 = 62901020 | sp456 = 63316436 | sp457 = 63733677 | sp458 = 64152747 | sp459 = 64573650 | sp460 = 64996390 | 
| sp461 → sp470 | sp461 = 65420971 | sp462 = 65847397 | sp463 = 66275672 | sp464 = 66705800 | sp465 = 67137785 | sp466 = 67571631 | sp467 = 68007342 | sp468 = 68444922 | sp469 = 68884375 | sp470 = 69325705 | 
| sp471 → sp480 | sp471 = 69768916 | sp472 = 70214012 | sp473 = 70660997 | sp474 = 71109875 | sp475 = 71560650 | sp476 = 72013326 | sp477 = 72467907 | sp478 = 72924397 | sp479 = 73382800 | sp480 = 73843120 | 
| sp481 → sp490 | sp481 = 74305361 | sp482 = 74769527 | sp483 = 75235622 | sp484 = 75703650 | sp485 = 76173615 | sp486 = 76645521 | sp487 = 77119372 | sp488 = 77595172 | sp489 = 78072925 | sp490 = 78552635 | 
| sp491 → sp500 | sp491 = 79034306 | sp492 = 79517942 | sp493 = 80003547 | sp494 = 80491125 | sp495 = 80980680 | sp496 = 81472216 | sp497 = 81965737 | sp498 = 82461247 | sp499 = 82958750 | sp500 = 83458250 | 
Sechseckige Pyramidalzahlen von 501 bis 600
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 501 bis 600.
| sp501 → sp510 | sp501 = 83959751 | sp502 = 84463257 | sp503 = 84968772 | sp504 = 85476300 | sp505 = 85985845 | sp506 = 86497411 | sp507 = 87011002 | sp508 = 87526622 | sp509 = 88044275 | sp510 = 88563965 | 
| sp511 → sp520 | sp511 = 89085696 | sp512 = 89609472 | sp513 = 90135297 | sp514 = 90663175 | sp515 = 91193110 | sp516 = 91725106 | sp517 = 92259167 | sp518 = 92795297 | sp519 = 93333500 | sp520 = 93873780 | 
| sp521 → sp530 | sp521 = 94416141 | sp522 = 94960587 | sp523 = 95507122 | sp524 = 96055750 | sp525 = 96606475 | sp526 = 97159301 | sp527 = 97714232 | sp528 = 98271272 | sp529 = 98830425 | sp530 = 99391695 | 
| sp531 → sp540 | sp531 = 99955086 | sp532 = 100520602 | sp533 = 101088247 | sp534 = 101658025 | sp535 = 102229940 | sp536 = 102803996 | sp537 = 103380197 | sp538 = 103958547 | sp539 = 104539050 | sp540 = 105121710 | 
| sp541 → sp550 | sp541 = 105706531 | sp542 = 106293517 | sp543 = 106882672 | sp544 = 107474000 | sp545 = 108067505 | sp546 = 108663191 | sp547 = 109261062 | sp548 = 109861122 | sp549 = 110463375 | sp550 = 111067825 | 
| sp551 → sp560 | sp551 = 111674476 | sp552 = 112283332 | sp553 = 112894397 | sp554 = 113507675 | sp555 = 114123170 | sp556 = 114740886 | sp557 = 115360827 | sp558 = 115982997 | sp559 = 116607400 | sp560 = 117234040 | 
| sp561 → sp570 | sp561 = 117862921 | sp562 = 118494047 | sp563 = 119127422 | sp564 = 119763050 | sp565 = 120400935 | sp566 = 121041081 | sp567 = 121683492 | sp568 = 122328172 | sp569 = 122975125 | sp570 = 123624355 | 
| sp571 → sp580 | sp571 = 124275866 | sp572 = 124929662 | sp573 = 125585747 | sp574 = 126244125 | sp575 = 126904800 | sp576 = 127567776 | sp577 = 128233057 | sp578 = 128900647 | sp579 = 129570550 | sp580 = 130242770 | 
| sp581 → sp590 | sp581 = 130917311 | sp582 = 131594177 | sp583 = 132273372 | sp584 = 132954900 | sp585 = 133638765 | sp586 = 134324971 | sp587 = 135013522 | sp588 = 135704422 | sp589 = 136397675 | sp590 = 137093285 | 
| sp591 → sp600 | sp591 = 137791256 | sp592 = 138491592 | sp593 = 139194297 | sp594 = 139899375 | sp595 = 140606830 | sp596 = 141316666 | sp597 = 142028887 | sp598 = 142743497 | sp599 = 143460500 | sp600 = 144179900 | 
Sechseckige Pyramidalzahlen von 601 bis 700
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 601 bis 700.
| sp601 → sp610 | sp601 = 144901701 | sp602 = 145625907 | sp603 = 146352522 | sp604 = 147081550 | sp605 = 147812995 | sp606 = 148546861 | sp607 = 149283152 | sp608 = 150021872 | sp609 = 150763025 | sp610 = 151506615 | 
| sp611 → sp620 | sp611 = 152252646 | sp612 = 153001122 | sp613 = 153752047 | sp614 = 154505425 | sp615 = 155261260 | sp616 = 156019556 | sp617 = 156780317 | sp618 = 157543547 | sp619 = 158309250 | sp620 = 159077430 | 
| sp621 → sp630 | sp621 = 159848091 | sp622 = 160621237 | sp623 = 161396872 | sp624 = 162175000 | sp625 = 162955625 | sp626 = 163738751 | sp627 = 164524382 | sp628 = 165312522 | sp629 = 166103175 | sp630 = 166896345 | 
| sp631 → sp640 | sp631 = 167692036 | sp632 = 168490252 | sp633 = 169290997 | sp634 = 170094275 | sp635 = 170900090 | sp636 = 171708446 | sp637 = 172519347 | sp638 = 173332797 | sp639 = 174148800 | sp640 = 174967360 | 
| sp641 → sp650 | sp641 = 175788481 | sp642 = 176612167 | sp643 = 177438422 | sp644 = 178267250 | sp645 = 179098655 | sp646 = 179932641 | sp647 = 180769212 | sp648 = 181608372 | sp649 = 182450125 | sp650 = 183294475 | 
| sp651 → sp660 | sp651 = 184141426 | sp652 = 184990982 | sp653 = 185843147 | sp654 = 186697925 | sp655 = 187555320 | sp656 = 188415336 | sp657 = 189277977 | sp658 = 190143247 | sp659 = 191011150 | sp660 = 191881690 | 
| sp661 → sp670 | sp661 = 192754871 | sp662 = 193630697 | sp663 = 194509172 | sp664 = 195390300 | sp665 = 196274085 | sp666 = 197160531 | sp667 = 198049642 | sp668 = 198941422 | sp669 = 199835875 | sp670 = 200733005 | 
| sp671 → sp680 | sp671 = 201632816 | sp672 = 202535312 | sp673 = 203440497 | sp674 = 204348375 | sp675 = 205258950 | sp676 = 206172226 | sp677 = 207088207 | sp678 = 208006897 | sp679 = 208928300 | sp680 = 209852420 | 
| sp681 → sp690 | sp681 = 210779261 | sp682 = 211708827 | sp683 = 212641122 | sp684 = 213576150 | sp685 = 214513915 | sp686 = 215454421 | sp687 = 216397672 | sp688 = 217343672 | sp689 = 218292425 | sp690 = 219243935 | 
| sp691 → sp700 | sp691 = 220198206 | sp692 = 221155242 | sp693 = 222115047 | sp694 = 223077625 | sp695 = 224042980 | sp696 = 225011116 | sp697 = 225982037 | sp698 = 226955747 | sp699 = 227932250 | sp700 = 228911550 | 
Sechseckige Pyramidalzahlen von 701 bis 800
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 701 bis 800.
| sp701 → sp710 | sp701 = 229893651 | sp702 = 230878557 | sp703 = 231866272 | sp704 = 232856800 | sp705 = 233850145 | sp706 = 234846311 | sp707 = 235845302 | sp708 = 236847122 | sp709 = 237851775 | sp710 = 238859265 | 
| sp711 → sp720 | sp711 = 239869596 | sp712 = 240882772 | sp713 = 241898797 | sp714 = 242917675 | sp715 = 243939410 | sp716 = 244964006 | sp717 = 245991467 | sp718 = 247021797 | sp719 = 248055000 | sp720 = 249091080 | 
| sp721 → sp730 | sp721 = 250130041 | sp722 = 251171887 | sp723 = 252216622 | sp724 = 253264250 | sp725 = 254314775 | sp726 = 255368201 | sp727 = 256424532 | sp728 = 257483772 | sp729 = 258545925 | sp730 = 259610995 | 
| sp731 → sp740 | sp731 = 260678986 | sp732 = 261749902 | sp733 = 262823747 | sp734 = 263900525 | sp735 = 264980240 | sp736 = 266062896 | sp737 = 267148497 | sp738 = 268237047 | sp739 = 269328550 | sp740 = 270423010 | 
| sp741 → sp750 | sp741 = 271520431 | sp742 = 272620817 | sp743 = 273724172 | sp744 = 274830500 | sp745 = 275939805 | sp746 = 277052091 | sp747 = 278167362 | sp748 = 279285622 | sp749 = 280406875 | sp750 = 281531125 | 
| sp751 → sp760 | sp751 = 282658376 | sp752 = 283788632 | sp753 = 284921897 | sp754 = 286058175 | sp755 = 287197470 | sp756 = 288339786 | sp757 = 289485127 | sp758 = 290633497 | sp759 = 291784900 | sp760 = 292939340 | 
| sp761 → sp770 | sp761 = 294096821 | sp762 = 295257347 | sp763 = 296420922 | sp764 = 297587550 | sp765 = 298757235 | sp766 = 299929981 | sp767 = 301105792 | sp768 = 302284672 | sp769 = 303466625 | sp770 = 304651655 | 
| sp771 → sp780 | sp771 = 305839766 | sp772 = 307030962 | sp773 = 308225247 | sp774 = 309422625 | sp775 = 310623100 | sp776 = 311826676 | sp777 = 313033357 | sp778 = 314243147 | sp779 = 315456050 | sp780 = 316672070 | 
| sp781 → sp790 | sp781 = 317891211 | sp782 = 319113477 | sp783 = 320338872 | sp784 = 321567400 | sp785 = 322799065 | sp786 = 324033871 | sp787 = 325271822 | sp788 = 326512922 | sp789 = 327757175 | sp790 = 329004585 | 
| sp791 → sp800 | sp791 = 330255156 | sp792 = 331508892 | sp793 = 332765797 | sp794 = 334025875 | sp795 = 335289130 | sp796 = 336555566 | sp797 = 337825187 | sp798 = 339097997 | sp799 = 340374000 | sp800 = 341653200 | 
Sechseckige Pyramidalzahlen von 801 bis 900
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 801 bis 900.
| sp801 → sp810 | sp801 = 342935601 | sp802 = 344221207 | sp803 = 345510022 | sp804 = 346802050 | sp805 = 348097295 | sp806 = 349395761 | sp807 = 350697452 | sp808 = 352002372 | sp809 = 353310525 | sp810 = 354621915 | 
| sp811 → sp820 | sp811 = 355936546 | sp812 = 357254422 | sp813 = 358575547 | sp814 = 359899925 | sp815 = 361227560 | sp816 = 362558456 | sp817 = 363892617 | sp818 = 365230047 | sp819 = 366570750 | sp820 = 367914730 | 
| sp821 → sp830 | sp821 = 369261991 | sp822 = 370612537 | sp823 = 371966372 | sp824 = 373323500 | sp825 = 374683925 | sp826 = 376047651 | sp827 = 377414682 | sp828 = 378785022 | sp829 = 380158675 | sp830 = 381535645 | 
| sp831 → sp840 | sp831 = 382915936 | sp832 = 384299552 | sp833 = 385686497 | sp834 = 387076775 | sp835 = 388470390 | sp836 = 389867346 | sp837 = 391267647 | sp838 = 392671297 | sp839 = 394078300 | sp840 = 395488660 | 
| sp841 → sp850 | sp841 = 396902381 | sp842 = 398319467 | sp843 = 399739922 | sp844 = 401163750 | sp845 = 402590955 | sp846 = 404021541 | sp847 = 405455512 | sp848 = 406892872 | sp849 = 408333625 | sp850 = 409777775 | 
| sp851 → sp860 | sp851 = 411225326 | sp852 = 412676282 | sp853 = 414130647 | sp854 = 415588425 | sp855 = 417049620 | sp856 = 418514236 | sp857 = 419982277 | sp858 = 421453747 | sp859 = 422928650 | sp860 = 424406990 | 
| sp861 → sp870 | sp861 = 425888771 | sp862 = 427373997 | sp863 = 428862672 | sp864 = 430354800 | sp865 = 431850385 | sp866 = 433349431 | sp867 = 434851942 | sp868 = 436357922 | sp869 = 437867375 | sp870 = 439380305 | 
| sp871 → sp880 | sp871 = 440896716 | sp872 = 442416612 | sp873 = 443939997 | sp874 = 445466875 | sp875 = 446997250 | sp876 = 448531126 | sp877 = 450068507 | sp878 = 451609397 | sp879 = 453153800 | sp880 = 454701720 | 
| sp881 → sp890 | sp881 = 456253161 | sp882 = 457808127 | sp883 = 459366622 | sp884 = 460928650 | sp885 = 462494215 | sp886 = 464063321 | sp887 = 465635972 | sp888 = 467212172 | sp889 = 468791925 | sp890 = 470375235 | 
| sp891 → sp900 | sp891 = 471962106 | sp892 = 473552542 | sp893 = 475146547 | sp894 = 476744125 | sp895 = 478345280 | sp896 = 479950016 | sp897 = 481558337 | sp898 = 483170247 | sp899 = 484785750 | sp900 = 486404850 | 
Sechseckige Pyramidalzahlen von 901 bis 1000
Hier finden Sie eine Liste der sechseckigen Pyramidalzahlen von 901 bis 1000.
| sp901 → sp910 | sp901 = 488027551 | sp902 = 489653857 | sp903 = 491283772 | sp904 = 492917300 | sp905 = 494554445 | sp906 = 496195211 | sp907 = 497839602 | sp908 = 499487622 | sp909 = 501139275 | sp910 = 502794565 | 
| sp911 → sp920 | sp911 = 504453496 | sp912 = 506116072 | sp913 = 507782297 | sp914 = 509452175 | sp915 = 511125710 | sp916 = 512802906 | sp917 = 514483767 | sp918 = 516168297 | sp919 = 517856500 | sp920 = 519548380 | 
| sp921 → sp930 | sp921 = 521243941 | sp922 = 522943187 | sp923 = 524646122 | sp924 = 526352750 | sp925 = 528063075 | sp926 = 529777101 | sp927 = 531494832 | sp928 = 533216272 | sp929 = 534941425 | sp930 = 536670295 | 
| sp931 → sp940 | sp931 = 538402886 | sp932 = 540139202 | sp933 = 541879247 | sp934 = 543623025 | sp935 = 545370540 | sp936 = 547121796 | sp937 = 548876797 | sp938 = 550635547 | sp939 = 552398050 | sp940 = 554164310 | 
| sp941 → sp950 | sp941 = 555934331 | sp942 = 557708117 | sp943 = 559485672 | sp944 = 561267000 | sp945 = 563052105 | sp946 = 564840991 | sp947 = 566633662 | sp948 = 568430122 | sp949 = 570230375 | sp950 = 572034425 | 
| sp951 → sp960 | sp951 = 573842276 | sp952 = 575653932 | sp953 = 577469397 | sp954 = 579288675 | sp955 = 581111770 | sp956 = 582938686 | sp957 = 584769427 | sp958 = 586603997 | sp959 = 588442400 | sp960 = 590284640 | 
| sp961 → sp970 | sp961 = 592130721 | sp962 = 593980647 | sp963 = 595834422 | sp964 = 597692050 | sp965 = 599553535 | sp966 = 601418881 | sp967 = 603288092 | sp968 = 605161172 | sp969 = 607038125 | sp970 = 608918955 | 
| sp971 → sp980 | sp971 = 610803666 | sp972 = 612692262 | sp973 = 614584747 | sp974 = 616481125 | sp975 = 618381400 | sp976 = 620285576 | sp977 = 622193657 | sp978 = 624105647 | sp979 = 626021550 | sp980 = 627941370 | 
| sp981 → sp990 | sp981 = 629865111 | sp982 = 631792777 | sp983 = 633724372 | sp984 = 635659900 | sp985 = 637599365 | sp986 = 639542771 | sp987 = 641490122 | sp988 = 643441422 | sp989 = 645396675 | sp990 = 647355885 | 
| sp991 → sp1000 | sp991 = 649319056 | sp992 = 651286192 | sp993 = 653257297 | sp994 = 655232375 | sp995 = 657211430 | sp996 = 659194466 | sp997 = 661181487 | sp998 = 663172497 | sp999 = 665167500 | sp1000 = 667166500 |