Quadratische Pyramidalzahlen
Einleitung
Eine Quadratische Pyramidalzahl beziffert die Anzahl von Kugeln, mit denen man eine Pyramide quadratischer Grundfläche bauen kann. Die Quadratischen Pyramidalzahl zählt neben den Tetraederzahlen zu den Pyramidalzahlen (Pyramidenzahlen).
Formel
Aus einer natürlichen Zahl n lässt sich nach folgender Formel deren quadratische Pyramidalzahl berechnen:
Beispiel:
Inhaltsverzeichnis
- Quadratische Pyramidalzahl von 0
- Quadratische Pyramidalzahlen von 1 bis 100
- Quadratische Pyramidalzahlen von 101 bis 200
- Quadratische Pyramidalzahlen von 201 bis 300
- Quadratische Pyramidalzahlen von 301 bis 400
- Quadratische Pyramidalzahlen von 401 bis 500
- Quadratische Pyramidalzahlen von 501 bis 600
- Quadratische Pyramidalzahlen von 601 bis 700
- Quadratische Pyramidalzahlen von 701 bis 800
- Quadratische Pyramidalzahlen von 801 bis 900
- Quadratische Pyramidalzahlen von 901 bis 1000
Quadratische Pyramidalzahl von 0
Hier finden Sie die quadratische Pyramidalzahl von 0.
Bei einigen Autoren ist die Null keine quadratische Pyramidalzahl, sodass die Zahlenfolge erst mit der Eins beginnt.
p0 = 0
Quadratische Pyramidalzahlen von 1 bis 100
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 1 bis 100.
p1 → p10 | p1 = 1 | p2 = 5 | p3 = 14 | p4 = 30 | p5 = 55 | p6 = 91 | p7 = 140 | p8 = 204 | p9 = 285 | p10 = 385 |
p11 → p20 | p11 = 506 | p12 = 650 | p13 = 819 | p14 = 1015 | p15 = 1240 | p16 = 1496 | p17 = 1785 | p18 = 2109 | p19 = 2470 | p20 = 2870 |
p21 → p30 | p21 = 3311 | p22 = 3795 | p23 = 4324 | p24 = 4900 | p25 = 5525 | p26 = 6201 | p27 = 6930 | p28 = 7714 | p29 = 8555 | p30 = 9455 |
p31 → p40 | p31 = 10416 | p32 = 11440 | p33 = 12529 | p34 = 13685 | p35 = 14910 | p36 = 16206 | p37 = 17575 | p38 = 19019 | p39 = 20540 | p40 = 22140 |
p41 → p50 | p41 = 23821 | p42 = 25585 | p43 = 27434 | p44 = 29370 | p45 = 31395 | p46 = 33511 | p47 = 35720 | p48 = 38024 | p49 = 40425 | p50 = 42925 |
p51 → p60 | p51 = 45526 | p52 = 48230 | p53 = 51039 | p54 = 53955 | p55 = 56980 | p56 = 60116 | p57 = 63365 | p58 = 66729 | p59 = 70210 | p60 = 73810 |
p61 → p70 | p61 = 77531 | p62 = 81375 | p63 = 85344 | p64 = 89440 | p65 = 93665 | p66 = 98021 | p67 = 102510 | p68 = 107134 | p69 = 111895 | p70 = 116795 |
p71 → p80 | p71 = 121836 | p72 = 127020 | p73 = 132349 | p74 = 137825 | p75 = 143450 | p76 = 149226 | p77 = 155155 | p78 = 161239 | p79 = 167480 | p80 = 173880 |
p81 → p90 | p81 = 180441 | p82 = 187165 | p83 = 194054 | p84 = 201110 | p85 = 208335 | p86 = 215731 | p87 = 223300 | p88 = 231044 | p89 = 238965 | p90 = 247065 |
p91 → p100 | p91 = 255346 | p92 = 263810 | p93 = 272459 | p94 = 281295 | p95 = 290320 | p96 = 299536 | p97 = 308945 | p98 = 318549 | p99 = 328350 | p100 = 338350 |
Quadratische Pyramidalzahlen von 101 bis 200
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 101 bis 200.
p101 → p110 | p101 = 348551 | p102 = 358955 | p103 = 369564 | p104 = 380380 | p105 = 391405 | p106 = 402641 | p107 = 414090 | p108 = 425754 | p109 = 437635 | p110 = 449735 |
p111 → p120 | p111 = 462056 | p112 = 474600 | p113 = 487369 | p114 = 500365 | p115 = 513590 | p116 = 527046 | p117 = 540735 | p118 = 554659 | p119 = 568820 | p120 = 583220 |
p121 → p130 | p121 = 597861 | p122 = 612745 | p123 = 627874 | p124 = 643250 | p125 = 658875 | p126 = 674751 | p127 = 690880 | p128 = 707264 | p129 = 723905 | p130 = 740805 |
p131 → p140 | p131 = 757966 | p132 = 775390 | p133 = 793079 | p134 = 811035 | p135 = 829260 | p136 = 847756 | p137 = 866525 | p138 = 885569 | p139 = 904890 | p140 = 924490 |
p141 → p150 | p141 = 944371 | p142 = 964535 | p143 = 984984 | p144 = 1005720 | p145 = 1026745 | p146 = 1048061 | p147 = 1069670 | p148 = 1091574 | p149 = 1113775 | p150 = 1136275 |
p151 → p160 | p151 = 1159076 | p152 = 1182180 | p153 = 1205589 | p154 = 1229305 | p155 = 1253330 | p156 = 1277666 | p157 = 1302315 | p158 = 1327279 | p159 = 1352560 | p160 = 1378160 |
p161 → p170 | p161 = 1404081 | p162 = 1430325 | p163 = 1456894 | p164 = 1483790 | p165 = 1511015 | p166 = 1538571 | p167 = 1566460 | p168 = 1594684 | p169 = 1623245 | p170 = 1652145 |
p171 → p180 | p171 = 1681386 | p172 = 1710970 | p173 = 1740899 | p174 = 1771175 | p175 = 1801800 | p176 = 1832776 | p177 = 1864105 | p178 = 1895789 | p179 = 1927830 | p180 = 1960230 |
p181 → p190 | p181 = 1992991 | p182 = 2026115 | p183 = 2059604 | p184 = 2093460 | p185 = 2127685 | p186 = 2162281 | p187 = 2197250 | p188 = 2232594 | p189 = 2268315 | p190 = 2304415 |
p191 → p200 | p191 = 2340896 | p192 = 2377760 | p193 = 2415009 | p194 = 2452645 | p195 = 2490670 | p196 = 2529086 | p197 = 2567895 | p198 = 2607099 | p199 = 2646700 | p200 = 2686700 |
Quadratische Pyramidalzahlen von 201 bis 300
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 201 bis 300.
p201 → p210 | p201 = 2727101 | p202 = 2767905 | p203 = 2809114 | p204 = 2850730 | p205 = 2892755 | p206 = 2935191 | p207 = 2978040 | p208 = 3021304 | p209 = 3064985 | p210 = 3109085 |
p211 → p220 | p211 = 3153606 | p212 = 3198550 | p213 = 3243919 | p214 = 3289715 | p215 = 3335940 | p216 = 3382596 | p217 = 3429685 | p218 = 3477209 | p219 = 3525170 | p220 = 3573570 |
p221 → p230 | p221 = 3622411 | p222 = 3671695 | p223 = 3721424 | p224 = 3771600 | p225 = 3822225 | p226 = 3873301 | p227 = 3924830 | p228 = 3976814 | p229 = 4029255 | p230 = 4082155 |
p231 → p240 | p231 = 4135516 | p232 = 4189340 | p233 = 4243629 | p234 = 4298385 | p235 = 4353610 | p236 = 4409306 | p237 = 4465475 | p238 = 4522119 | p239 = 4579240 | p240 = 4636840 |
p241 → p250 | p241 = 4694921 | p242 = 4753485 | p243 = 4812534 | p244 = 4872070 | p245 = 4932095 | p246 = 4992611 | p247 = 5053620 | p248 = 5115124 | p249 = 5177125 | p250 = 5239625 |
p251 → p260 | p251 = 5302626 | p252 = 5366130 | p253 = 5430139 | p254 = 5494655 | p255 = 5559680 | p256 = 5625216 | p257 = 5691265 | p258 = 5757829 | p259 = 5824910 | p260 = 5892510 |
p261 → p270 | p261 = 5960631 | p262 = 6029275 | p263 = 6098444 | p264 = 6168140 | p265 = 6238365 | p266 = 6309121 | p267 = 6380410 | p268 = 6452234 | p269 = 6524595 | p270 = 6597495 |
p271 → p280 | p271 = 6670936 | p272 = 6744920 | p273 = 6819449 | p274 = 6894525 | p275 = 6970150 | p276 = 7046326 | p277 = 7123055 | p278 = 7200339 | p279 = 7278180 | p280 = 7356580 |
p281 → p290 | p281 = 7435541 | p282 = 7515065 | p283 = 7595154 | p284 = 7675810 | p285 = 7757035 | p286 = 7838831 | p287 = 7921200 | p288 = 8004144 | p289 = 8087665 | p290 = 8171765 |
p291 → p300 | p291 = 8256446 | p292 = 8341710 | p293 = 8427559 | p294 = 8513995 | p295 = 8601020 | p296 = 8688636 | p297 = 8776845 | p298 = 8865649 | p299 = 8955050 | p300 = 9045050 |
Quadratische Pyramidalzahlen von 301 bis 400
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 301 bis 400.
p301 → p310 | p301 = 9135651 | p302 = 9226855 | p303 = 9318664 | p304 = 9411080 | p305 = 9504105 | p306 = 9597741 | p307 = 9691990 | p308 = 9786854 | p309 = 9882335 | p310 = 9978435 |
p311 → p320 | p311 = 10075156 | p312 = 10172500 | p313 = 10270469 | p314 = 10369065 | p315 = 10468290 | p316 = 10568146 | p317 = 10668635 | p318 = 10769759 | p319 = 10871520 | p320 = 10973920 |
p321 → p330 | p321 = 11076961 | p322 = 11180645 | p323 = 11284974 | p324 = 11389950 | p325 = 11495575 | p326 = 11601851 | p327 = 11708780 | p328 = 11816364 | p329 = 11924605 | p330 = 12033505 |
p331 → p340 | p331 = 12143066 | p332 = 12253290 | p333 = 12364179 | p334 = 12475735 | p335 = 12587960 | p336 = 12700856 | p337 = 12814425 | p338 = 12928669 | p339 = 13043590 | p340 = 13159190 |
p341 → p350 | p341 = 13275471 | p342 = 13392435 | p343 = 13510084 | p344 = 13628420 | p345 = 13747445 | p346 = 13867161 | p347 = 13987570 | p348 = 14108674 | p349 = 14230475 | p350 = 14352975 |
p351 → p360 | p351 = 14476176 | p352 = 14600080 | p353 = 14724689 | p354 = 14850005 | p355 = 14976030 | p356 = 15102766 | p357 = 15230215 | p358 = 15358379 | p359 = 15487260 | p360 = 15616860 |
p361 → p370 | p361 = 15747181 | p362 = 15878225 | p363 = 16009994 | p364 = 16142490 | p365 = 16275715 | p366 = 16409671 | p367 = 16544360 | p368 = 16679784 | p369 = 16815945 | p370 = 16952845 |
p371 → p380 | p371 = 17090486 | p372 = 17228870 | p373 = 17367999 | p374 = 17507875 | p375 = 17648500 | p376 = 17789876 | p377 = 17932005 | p378 = 18074889 | p379 = 18218530 | p380 = 18362930 |
p381 → p390 | p381 = 18508091 | p382 = 18654015 | p383 = 18800704 | p384 = 18948160 | p385 = 19096385 | p386 = 19245381 | p387 = 19395150 | p388 = 19545694 | p389 = 19697015 | p390 = 19849115 |
p391 → p400 | p391 = 20001996 | p392 = 20155660 | p393 = 20310109 | p394 = 20465345 | p395 = 20621370 | p396 = 20778186 | p397 = 20935795 | p398 = 21094199 | p399 = 21253400 | p400 = 21413400 |
Quadratische Pyramidalzahlen von 401 bis 500
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 401 bis 500.
p401 → p410 | p401 = 21574201 | p402 = 21735805 | p403 = 21898214 | p404 = 22061430 | p405 = 22225455 | p406 = 22390291 | p407 = 22555940 | p408 = 22722404 | p409 = 22889685 | p410 = 23057785 |
p411 → p420 | p411 = 23226706 | p412 = 23396450 | p413 = 23567019 | p414 = 23738415 | p415 = 23910640 | p416 = 24083696 | p417 = 24257585 | p418 = 24432309 | p419 = 24607870 | p420 = 24784270 |
p421 → p430 | p421 = 24961511 | p422 = 25139595 | p423 = 25318524 | p424 = 25498300 | p425 = 25678925 | p426 = 25860401 | p427 = 26042730 | p428 = 26225914 | p429 = 26409955 | p430 = 26594855 |
p431 → p440 | p431 = 26780616 | p432 = 26967240 | p433 = 27154729 | p434 = 27343085 | p435 = 27532310 | p436 = 27722406 | p437 = 27913375 | p438 = 28105219 | p439 = 28297940 | p440 = 28491540 |
p441 → p450 | p441 = 28686021 | p442 = 28881385 | p443 = 29077634 | p444 = 29274770 | p445 = 29472795 | p446 = 29671711 | p447 = 29871520 | p448 = 30072224 | p449 = 30273825 | p450 = 30476325 |
p451 → p460 | p451 = 30679726 | p452 = 30884030 | p453 = 31089239 | p454 = 31295355 | p455 = 31502380 | p456 = 31710316 | p457 = 31919165 | p458 = 32128929 | p459 = 32339610 | p460 = 32551210 |
p461 → p470 | p461 = 32763731 | p462 = 32977175 | p463 = 33191544 | p464 = 33406840 | p465 = 33623065 | p466 = 33840221 | p467 = 34058310 | p468 = 34277334 | p469 = 34497295 | p470 = 34718195 |
p471 → p480 | p471 = 34940036 | p472 = 35162820 | p473 = 35386549 | p474 = 35611225 | p475 = 35836850 | p476 = 36063426 | p477 = 36290955 | p478 = 36519439 | p479 = 36748880 | p480 = 36979280 |
p481 → p490 | p481 = 37210641 | p482 = 37442965 | p483 = 37676254 | p484 = 37910510 | p485 = 38145735 | p486 = 38381931 | p487 = 38619100 | p488 = 38857244 | p489 = 39096365 | p490 = 39336465 |
p491 → p500 | p491 = 39577546 | p492 = 39819610 | p493 = 40062659 | p494 = 40306695 | p495 = 40551720 | p496 = 40797736 | p497 = 41044745 | p498 = 41292749 | p499 = 41541750 | p500 = 41791750 |
Quadratische Pyramidalzahlen von 501 bis 600
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 501 bis 600.
p501 → p510 | p501 = 42042751 | p502 = 42294755 | p503 = 42547764 | p504 = 42801780 | p505 = 43056805 | p506 = 43312841 | p507 = 43569890 | p508 = 43827954 | p509 = 44087035 | p510 = 44347135 |
p511 → p520 | p511 = 44608256 | p512 = 44870400 | p513 = 45133569 | p514 = 45397765 | p515 = 45662990 | p516 = 45929246 | p517 = 46196535 | p518 = 46464859 | p519 = 46734220 | p520 = 47004620 |
p521 → p530 | p521 = 47276061 | p522 = 47548545 | p523 = 47822074 | p524 = 48096650 | p525 = 48372275 | p526 = 48648951 | p527 = 48926680 | p528 = 49205464 | p529 = 49485305 | p530 = 49766205 |
p531 → p540 | p531 = 50048166 | p532 = 50331190 | p533 = 50615279 | p534 = 50900435 | p535 = 51186660 | p536 = 51473956 | p537 = 51762325 | p538 = 52051769 | p539 = 52342290 | p540 = 52633890 |
p541 → p550 | p541 = 52926571 | p542 = 53220335 | p543 = 53515184 | p544 = 53811120 | p545 = 54108145 | p546 = 54406261 | p547 = 54705470 | p548 = 55005774 | p549 = 55307175 | p550 = 55609675 |
p551 → p560 | p551 = 55913276 | p552 = 56217980 | p553 = 56523789 | p554 = 56830705 | p555 = 57138730 | p556 = 57447866 | p557 = 57758115 | p558 = 58069479 | p559 = 58381960 | p560 = 58695560 |
p561 → p570 | p561 = 59010281 | p562 = 59326125 | p563 = 59643094 | p564 = 59961190 | p565 = 60280415 | p566 = 60600771 | p567 = 60922260 | p568 = 61244884 | p569 = 61568645 | p570 = 61893545 |
p571 → p580 | p571 = 62219586 | p572 = 62546770 | p573 = 62875099 | p574 = 63204575 | p575 = 63535200 | p576 = 63866976 | p577 = 64199905 | p578 = 64533989 | p579 = 64869230 | p580 = 65205630 |
p581 → p590 | p581 = 65543191 | p582 = 65881915 | p583 = 66221804 | p584 = 66562860 | p585 = 66905085 | p586 = 67248481 | p587 = 67593050 | p588 = 67938794 | p589 = 68285715 | p590 = 68633815 |
p591 → p600 | p591 = 68983096 | p592 = 69333560 | p593 = 69685209 | p594 = 70038045 | p595 = 70392070 | p596 = 70747286 | p597 = 71103695 | p598 = 71461299 | p599 = 71820100 | p600 = 72180100 |
Quadratische Pyramidalzahlen von 601 bis 700
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 601 bis 700.
p601 → p610 | p601 = 72541301 | p602 = 72903705 | p603 = 73267314 | p604 = 73632130 | p605 = 73998155 | p606 = 74365391 | p607 = 74733840 | p608 = 75103504 | p609 = 75474385 | p610 = 75846485 |
p611 → p620 | p611 = 76219806 | p612 = 76594350 | p613 = 76970119 | p614 = 77347115 | p615 = 77725340 | p616 = 78104796 | p617 = 78485485 | p618 = 78867409 | p619 = 79250570 | p620 = 79634970 |
p621 → p630 | p621 = 80020611 | p622 = 80407495 | p623 = 80795624 | p624 = 81185000 | p625 = 81575625 | p626 = 81967501 | p627 = 82360630 | p628 = 82755014 | p629 = 83150655 | p630 = 83547555 |
p631 → p640 | p631 = 83945716 | p632 = 84345140 | p633 = 84745829 | p634 = 85147785 | p635 = 85551010 | p636 = 85955506 | p637 = 86361275 | p638 = 86768319 | p639 = 87176640 | p640 = 87586240 |
p641 → p650 | p641 = 87997121 | p642 = 88409285 | p643 = 88822734 | p644 = 89237470 | p645 = 89653495 | p646 = 90070811 | p647 = 90489420 | p648 = 90909324 | p649 = 91330525 | p650 = 91753025 |
p651 → p660 | p651 = 92176826 | p652 = 92601930 | p653 = 93028339 | p654 = 93456055 | p655 = 93885080 | p656 = 94315416 | p657 = 94747065 | p658 = 95180029 | p659 = 95614310 | p660 = 96049910 |
p661 → p670 | p661 = 96486831 | p662 = 96925075 | p663 = 97364644 | p664 = 97805540 | p665 = 98247765 | p666 = 98691321 | p667 = 99136210 | p668 = 99582434 | p669 = 100029995 | p670 = 100478895 |
p671 → p680 | p671 = 100929136 | p672 = 101380720 | p673 = 101833649 | p674 = 102287925 | p675 = 102743550 | p676 = 103200526 | p677 = 103658855 | p678 = 104118539 | p679 = 104579580 | p680 = 105041980 |
p681 → p690 | p681 = 105505741 | p682 = 105970865 | p683 = 106437354 | p684 = 106905210 | p685 = 107374435 | p686 = 107845031 | p687 = 108317000 | p688 = 108790344 | p689 = 109265065 | p690 = 109741165 |
p691 → p700 | p691 = 110218646 | p692 = 110697510 | p693 = 111177759 | p694 = 111659395 | p695 = 112142420 | p696 = 112626836 | p697 = 113112645 | p698 = 113599849 | p699 = 114088450 | p700 = 114578450 |
Quadratische Pyramidalzahlen von 701 bis 800
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 701 bis 800.
p701 → p710 | p701 = 115069851 | p702 = 115562655 | p703 = 116056864 | p704 = 116552480 | p705 = 117049505 | p706 = 117547941 | p707 = 118047790 | p708 = 118549054 | p709 = 119051735 | p710 = 119555835 |
p711 → p720 | p711 = 120061356 | p712 = 120568300 | p713 = 121076669 | p714 = 121586465 | p715 = 122097690 | p716 = 122610346 | p717 = 123124435 | p718 = 123639959 | p719 = 124156920 | p720 = 124675320 |
p721 → p730 | p721 = 125195161 | p722 = 125716445 | p723 = 126239174 | p724 = 126763350 | p725 = 127288975 | p726 = 127816051 | p727 = 128344580 | p728 = 128874564 | p729 = 129406005 | p730 = 129938905 |
p731 → p740 | p731 = 130473266 | p732 = 131009090 | p733 = 131546379 | p734 = 132085135 | p735 = 132625360 | p736 = 133167056 | p737 = 133710225 | p738 = 134254869 | p739 = 134800990 | p740 = 135348590 |
p741 → p750 | p741 = 135897671 | p742 = 136448235 | p743 = 137000284 | p744 = 137553820 | p745 = 138108845 | p746 = 138665361 | p747 = 139223370 | p748 = 139782874 | p749 = 140343875 | p750 = 140906375 |
p751 → p760 | p751 = 141470376 | p752 = 142035880 | p753 = 142602889 | p754 = 143171405 | p755 = 143741430 | p756 = 144312966 | p757 = 144886015 | p758 = 145460579 | p759 = 146036660 | p760 = 146614260 |
p761 → p770 | p761 = 147193381 | p762 = 147774025 | p763 = 148356194 | p764 = 148939890 | p765 = 149525115 | p766 = 150111871 | p767 = 150700160 | p768 = 151289984 | p769 = 151881345 | p770 = 152474245 |
p771 → p780 | p771 = 153068686 | p772 = 153664670 | p773 = 154262199 | p774 = 154861275 | p775 = 155461900 | p776 = 156064076 | p777 = 156667805 | p778 = 157273089 | p779 = 157879930 | p780 = 158488330 |
p781 → p790 | p781 = 159098291 | p782 = 159709815 | p783 = 160322904 | p784 = 160937560 | p785 = 161553785 | p786 = 162171581 | p787 = 162790950 | p788 = 163411894 | p789 = 164034415 | p790 = 164658515 |
p791 → p800 | p791 = 165284196 | p792 = 165911460 | p793 = 166540309 | p794 = 167170745 | p795 = 167802770 | p796 = 168436386 | p797 = 169071595 | p798 = 169708399 | p799 = 170346800 | p800 = 170986800 |
Quadratische Pyramidalzahlen von 801 bis 900
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 801 bis 900.
p801 → p810 | p801 = 171628401 | p802 = 172271605 | p803 = 172916414 | p804 = 173562830 | p805 = 174210855 | p806 = 174860491 | p807 = 175511740 | p808 = 176164604 | p809 = 176819085 | p810 = 177475185 |
p811 → p820 | p811 = 178132906 | p812 = 178792250 | p813 = 179453219 | p814 = 180115815 | p815 = 180780040 | p816 = 181445896 | p817 = 182113385 | p818 = 182782509 | p819 = 183453270 | p820 = 184125670 |
p821 → p830 | p821 = 184799711 | p822 = 185475395 | p823 = 186152724 | p824 = 186831700 | p825 = 187512325 | p826 = 188194601 | p827 = 188878530 | p828 = 189564114 | p829 = 190251355 | p830 = 190940255 |
p831 → p840 | p831 = 191630816 | p832 = 192323040 | p833 = 193016929 | p834 = 193712485 | p835 = 194409710 | p836 = 195108606 | p837 = 195809175 | p838 = 196511419 | p839 = 197215340 | p840 = 197920940 |
p841 → p850 | p841 = 198628221 | p842 = 199337185 | p843 = 200047834 | p844 = 200760170 | p845 = 201474195 | p846 = 202189911 | p847 = 202907320 | p848 = 203626424 | p849 = 204347225 | p850 = 205069725 |
p851 → p860 | p851 = 205793926 | p852 = 206519830 | p853 = 207247439 | p854 = 207976755 | p855 = 208707780 | p856 = 209440516 | p857 = 210174965 | p858 = 210911129 | p859 = 211649010 | p860 = 212388610 |
p861 → p870 | p861 = 213129931 | p862 = 213872975 | p863 = 214617744 | p864 = 215364240 | p865 = 216112465 | p866 = 216862421 | p867 = 217614110 | p868 = 218367534 | p869 = 219122695 | p870 = 219879595 |
p871 → p880 | p871 = 220638236 | p872 = 221398620 | p873 = 222160749 | p874 = 222924625 | p875 = 223690250 | p876 = 224457626 | p877 = 225226755 | p878 = 225997639 | p879 = 226770280 | p880 = 227544680 |
p881 → p890 | p881 = 228320841 | p882 = 229098765 | p883 = 229878454 | p884 = 230659910 | p885 = 231443135 | p886 = 232228131 | p887 = 233014900 | p888 = 233803444 | p889 = 234593765 | p890 = 235385865 |
p891 → p900 | p891 = 236179746 | p892 = 236975410 | p893 = 237772859 | p894 = 238572095 | p895 = 239373120 | p896 = 240175936 | p897 = 240980545 | p898 = 241786949 | p899 = 242595150 | p900 = 243405150 |
Quadratische Pyramidalzahlen von 901 bis 1000
Hier finden Sie eine Liste der quadratischen Pyramidalzahlen von 901 bis 1000.
p901 → p910 | p901 = 244216951 | p902 = 245030555 | p903 = 245845964 | p904 = 246663180 | p905 = 247482205 | p906 = 248303041 | p907 = 249125690 | p908 = 249950154 | p909 = 250776435 | p910 = 251604535 |
p911 → p920 | p911 = 252434456 | p912 = 253266200 | p913 = 254099769 | p914 = 254935165 | p915 = 255772390 | p916 = 256611446 | p917 = 257452335 | p918 = 258295059 | p919 = 259139620 | p920 = 259986020 |
p921 → p930 | p921 = 260834261 | p922 = 261684345 | p923 = 262536274 | p924 = 263390050 | p925 = 264245675 | p926 = 265103151 | p927 = 265962480 | p928 = 266823664 | p929 = 267686705 | p930 = 268551605 |
p931 → p940 | p931 = 269418366 | p932 = 270286990 | p933 = 271157479 | p934 = 272029835 | p935 = 272904060 | p936 = 273780156 | p937 = 274658125 | p938 = 275537969 | p939 = 276419690 | p940 = 277303290 |
p941 → p950 | p941 = 278188771 | p942 = 279076135 | p943 = 279965384 | p944 = 280856520 | p945 = 281749545 | p946 = 282644461 | p947 = 283541270 | p948 = 284439974 | p949 = 285340575 | p950 = 286243075 |
p951 → p960 | p951 = 287147476 | p952 = 288053780 | p953 = 288961989 | p954 = 289872105 | p955 = 290784130 | p956 = 291698066 | p957 = 292613915 | p958 = 293531679 | p959 = 294451360 | p960 = 295372960 |
p961 → p970 | p961 = 296296481 | p962 = 297221925 | p963 = 298149294 | p964 = 299078590 | p965 = 300009815 | p966 = 300942971 | p967 = 301878060 | p968 = 302815084 | p969 = 303754045 | p970 = 304694945 |
p971 → p980 | p971 = 305637786 | p972 = 306582570 | p973 = 307529299 | p974 = 308477975 | p975 = 309428600 | p976 = 310381176 | p977 = 311335705 | p978 = 312292189 | p979 = 313250630 | p980 = 314211030 |
p981 → p990 | p981 = 315173391 | p982 = 316137715 | p983 = 317104004 | p984 = 318072260 | p985 = 319042485 | p986 = 320014681 | p987 = 320988850 | p988 = 321964994 | p989 = 322943115 | p990 = 323923215 |
p991 → p1000 | p991 = 324905296 | p992 = 325889360 | p993 = 326875409 | p994 = 327863445 | p995 = 328853470 | p996 = 329845486 | p997 = 330839495 | p998 = 331835499 | p999 = 332833500 | p1000 = 333833500 |