SSP = Sporadic Square Palindromes		Best use Landscape Modus before printing		Last update : December 22, 2023

Score : 120 SSP's

PG4 = SQUARE ( n^2 )

7 (PG4) 26 {BL=2} [676] {PL=3}
13 (PG4) 264 {BL=3} [69696] {PL=5}
14 (PG4) 307 {BL=3} [94249] {PL=5}
15 (PG4) 836 {BL=3} [698896] {PL=6}
19 (PG4) 2285 {BL=4} [5221225] {PL=7}
20 (PG4) 2636 {BL=4} [6948496] {PL=7}
29 (PG4) 22865 {BL=5} [522808225] {PL=9}
30 (PG4) 24846 {BL=5} [617323716] {PL=9}
31 (PG4) 30693 {BL=5} [942060249] {PL=9}
37 (PG4) 798644 {BL=6} [637832238736] {PL=12}
44 (PG4) 1042151 {BL=7} [1086078706801] {PL=13}
51 (PG4) 1270869 {BL=7} [1615108015161] {PL=13}
54 (PG4) 2012748 {BL=7} [4051154511504] {PL=13}
55 (PG4) 2294675 {BL=7} [5265533355625] {PL=13}
56 (PG4) 3069307 {BL=7} [9420645460249] {PL=13}
65 (PG4) 11129361 {BL=8} [123862676268321] {PL=15}
66 (PG4) 12028229 {BL=8} [144678292876441] {PL=15}
67 (PG4) 12866669 {BL=8} [165551171155561] {PL=15}
69 (PG4) 30001253 {BL=8} [900075181570009] {PL=15}
70 (PG4) 64030648 {BL=8} [4099923883299904] {PL=16}
95 (PG4) 306930693 {BL=9} [94206450305460249] {PL=17}
112 (PG4) 2062386218 {BL=10} [4253436912196343524] {PL=19}
113 (PG4) 2481623254 {BL=10} [6158453974793548516] {PL=19}
130 (PG4) 10106064399 {BL=11} [102132537636735231201] {PL=21}
137 (PG4) 10207355549 {BL=11} [104190107303701091401] {PL=21}
156 (PG4) 13579355059 {BL=11} [184398883818388893481] {PL=21}
159 (PG4) 22865150135 {BL=11} [522815090696090518225] {PL=21}
160 (PG4) 30101273647 {BL=11} [906086675171576680609] {PL=21}
161 (PG4) 30693069307 {BL=11} [942064503484305460249] {PL=21}
162 (PG4) 83163115486 {BL=11} [6916103777337773016196] {PL=22}
178 (PG4) 101116809851 {BL=12} [10224609234443290642201] {PL=23}
190 (PG4) 111283619361 {BL=12} [12384043938083934048321] {PL=23}
191 (PG4) 112247658961 {BL=12} [12599536942224963599521] {PL=23}
192 (PG4) 128817084669 {BL=12} [16593841302620314839561] {PL=23}
258 (PG4) 1349465117841 {BL=13} [1821056104269624016501281] {PL=25}
261 (PG4) 2149099165358 {BL=13} [4618627222542452227268164] {PL=25}
262 (PG4) 2634812417864 {BL=13} [6942236477330337746322496] {PL=25}
263 (PG4) 3069306930693 {BL=13} [9420645034800084305460249] {PL=25}
264 (PG4) 6360832925898 {BL=13} [40460195511188111559106404] {PL=26}
308 (PG4) 30395080190573 {BL=14} [923860899791363197998068329] {PL=27}
309 (PG4) 69800670077028 {BL=14} [4872133543202112023453312784] {PL=28}
310 (PG4) 98275825201587 {BL=14} [9658137819052882509187318569] {PL=28}
411 (PG4) 129610990752569 {BL=15} [16799008923862526832980099761] {PL=29}
414 (PG4) 210786628549538 {BL=15} [44431002775280908257720013444] {PL=29}
415 (PG4) 314155324482867 {BL=15} [98693567900935453900976539689] {PL=29}
481 (PG4) 2201019508986478 {BL=16} [4844486878939076709398786844484] {PL=31}
482 (PG4) 2564053868197734 {BL=16} [6574372239019762679109322734756] {PL=31}
483 (PG4) 3066446727654243 {BL=16} [9403095533541415141453355903049] {PL=31}
484 (PG4) 3107974295870663 {BL=16} [9659504223792743472973224059569] {PL=31}
485 (PG4) 3138199296186067 {BL=16} [9848294822582726272852284928489] {PL=31}
486 (PG4) 6819209882215742 {BL=16} [46501623417708833880771432610564] {PL=32}
633 (PG4) 11843191515764821 {BL=17} [140261185279083838380972581162041] {PL=33}
634 (PG4) 11863792420598929 {BL=17} [140749570599060595060995075947041] {PL=33}
635 (PG4) 12797593520483481 {BL=17} [163778399915520777025519993877361] {PL=33}
636 (PG4) 13593470459544309 {BL=17} [184782439134503767305431934287481] {PL=33}
637 (PG4) 13661181333262459 {BL=17} [186627875420278656872024578726681] {PL=33}
640 (PG4) 40447213778058769 {BL=17} [1635977102407987117897042017795361] {PL=34}
734 (PG4) 135772344267730059 {BL=18} [18434129467955011411055976492143481] {PL=35}
736 (PG4) 207254460945174618 {BL=18} [42954411581674911011947618511445924] {PL=35}
737 (PG4) 228138929476341405 {BL=18} [52047371142611077177011624117374025] {PL=35}
738 (PG4) 306950094269977057 {BL=18} [94218360372347802120874327306381249] {PL=35}
739 (PG4) 404099764753665981 {BL=18} [163296619873968186681869378916692361] {PL=36}
740 (PG4) 633856150760638652 {BL=18} [401773619857093475574390758916377104] {PL=36}
741 (PG4) 795559265009384106 {BL=18} [632914544142271449944172241445419236] {PL=36}
947 (PG4) 1363859210193543291 {BL=19} [1860111945229755699965579225491110681] {PL=37}
950 (PG4) 2282211769458230805 {BL=19} [5208490560653668833388663560650948025] {PL=37}
1082 (PG4) 25686162978506292366 {BL=20} [659778968558387244939442783855869877956] {PL=39}
1368 (PG4) 128501150236577373669 {BL=21} [16512545612123429216861292432121654521561] {PL=41}
1371 (PG4) 229359782235085482225 {BL=21} [52605909706925833964246933852960790950625] {PL=41}
1372 (PG4) 260088804053044407026 {BL=21} [67646185993742928767376782924739958164676] {PL=41}
1373 (PG4) 263397138410176890086 {BL=21} [69378052522669882013031028896622525087396] {PL=41}
1374 (PG4) 637323988797048057098 {BL=21} [406181866696179837389983738971696668181604] {PL=42}
1551 (PG4) 1121621184033823231539 {BL=22} [1258034080473435562012102655343740804308521] {PL=43}
1553 (PG4) 2016192509426760663598 {BL=22} [4065032235068578387346437838758605322305604] {PL=43}
1554 (PG4) 2211007906320264673878 {BL=22} [4888555961810720288016108820270181695558884] {PL=43}
1555 (PG4) 3036233455854775865623 {BL=22} [9218713598451835185192915815381548953178129] {PL=43}
1556 (PG4) 3823177109095314778621 {BL=22} [14616683207510408440555504480401570238661641] {PL=44}
1935 (PG4) 12093315807217013334121 {BL=23} [146248287213084882816757618288480312782842641] {PL=45}
1938 (PG4) 20706193716777033766268 {BL=23} [428746458236696712033040330217696632854647824] {PL=45}
1939 (PG4) 25145697104636357696394 {BL=23} [632306082878117302583050385203711878280603236] {PL=45}
1940 (PG4) 25886574803023261617726 {BL=23} [670114755032518816023606320618815230557411076] {PL=45}
2173 (PG4) 136569391518194940977041 {BL=24} [18651198699650016285556865558261005699689115681] {PL=47}
2175 (PG4) 722956456358957313434535 {BL=24} [522666037791100950480675576084059001197730666225] {PL=48}
2176 (PG4) 831775153121251039203514 {BL=24} [691849905349880612384525525483216088943509948196] {PL=48}
2671 (PG4) 2107561207005423534632462 {BL=25} [4441814241274157711392425242931177514721424181444] {PL=49}
2672 (PG4) 2198834453254769178871872 {BL=25} [4834872952820199705196890986915079910282592784384] {PL=49}
2673 (PG4) 4275548277509699161443659 {BL=25} [18280313073316155472257355375227455161337031308281] {PL=50}
2974 (PG4) 22859776159292529974209485 {BL=26} [522569366052959132741539313935147231959250663965225] {PL=51}
2975 (PG4) 64897400105515621177314682 {BL=26} [4211672540455378958718869999688178598735540452761124] {PL=52}
3605 (PG4) 121096650591136334960853879 {BL=27} [14664398784391760063516738283761536006719348789346641] {PL=53}
3606 (PG4) 122063831551139898460740721 {BL=27} [14899578972945056149893218681239894165054927987599841] {PL=53}
3609 (PG4) 219293240651172832756867922 {BL=27} [48089525395293201014489455855498441010239259352598084] {PL=53}
3610 (PG4) 259534999916657357224172376 {BL=27} [67358416181739334421297151315179212443393718161485376] {PL=53}
3611 (PG4) 307319174379604964632119143 {BL=27} [94445074941362044498184066966048189444026314947054449] {PL=53}
3978 (PG4) 1103866360472916946437760989 {BL=28} [1218520941783723816716782817182876176183273871490258121] {PL=55}
3991 (PG4) 1208997217707381836451672371 {BL=28} [1461674272424190432753231165611323572340914242724761641] {PL=55}
3992 (PG4) 1373512530649258635292477609 {BL=28} [1886536671850530641991373196913731991460350581766356881] {PL=55}
3994 (PG4) 2589537706161357166603750274 {BL=28} [6705705531631423370133506726276053310733241361355075076] {PL=55}
4789 (PG4) 11219988402958206841478502211 {BL=29} [125888139762516652901129855030558921109256615267931888521] {PL=57}
4790 (PG4) 13023229862595863669058813031 {BL=29} [169604516054008678101490292111292094101876800450615406961] {PL=57}
4793 (PG4) 69697645997692395446140967172 {BL=29} [4857761857619646789399615430880345169939876469167581677584] {PL=58}
5172 (PG4) 102956548239095784750974549051 {BL=30} [10600050825309257335789552697979625598753375290352805000601] {PL=59}
5265 (PG4) 130303161860097498924329036469 {BL=30} [16978913990738767495836054167876145063859476783709931987961] {PL=59}
5267 (PG4) 228106257936763286220319446695 {BL=30} [52032464909913183706998947070107074989960738131990946423025] {PL=59}
5268 (PG4) 725657034735673961274833643725 {BL=30} [526578132061371126000669458795597854966000621173160231875625] {PL=60}
6242 (PG4) 1187054882257789974300764887929 {BL=31} [1409099293492055619115210663950593660125119165502943929909041] {PL=61}
6243 (PG4) 1193375854875511918605120376079 {BL=31} [1424145930999858883871649154771774519461783888589990395414241] {PL=61}
6244 (PG4) 1350015677155028833305775848341 {BL=31} [1822542328564351039723668198972798918663279301534658232452281] {PL=61}
6247 (PG4) 2522532318987074601528732897806 {BL=31} [6363169300334308290240718149593959418170420928034330039613636] {PL=61}
6248 (PG4) 2633464189244332332100361401586 {BL=31} [6935133636032308614662012098578758902102664168032306363315396] {PL=61}
6249 (PG4) 3144120818001204461096631877167 {BL=31} [9885495718188563066416784240092900424876146603658818175945889] {PL=61}
6827 (PG4) 30698192507926605052067894676193 {BL=32} [942379023253721145582536575330464033575635285541127352320973249] {PL=63}
8022 (PG4) 121835770286544029000701461776971 {BL=33} [14843954921315524906513066827400500472866031560942551312945934841] {PL=65}
8025 (PG4) 228562535427841869726146472478815 {BL=33} [52240832601203469830544252552896269825525244503896430210623804225] {PL=65}
8026 (PG4) 247310769186488306440493305677954 {BL=33} [61162616555612493985389992772177077127729998358939421655561626116] {PL=65}
8027 (PG4) 633801296960665546843096376103848 {BL=33} [401704084029021754146284676546389983645676482641457120920480407104] {PL=66}
8028 (PG4) 982503990036767976718486749830913 {BL=33} [965314090438169467661632561053978879350165236166764961834090413569] {PL=66}
8727 (PG4) 2199198533628007527429007800357372 {BL=34} [4836474190311578555464055886890474740986885504645558751130914746384] {PL=67}
8728 (PG4) 2602189663685835935193356696699424 {BL=34} [6771391045793403931618552334848680868484332558161393043975401931776] {PL=67}
8729 (PG4) 3109885844380152888763910885950363 {BL=34} [9671389965076056510789702463424611164243642079870156506705699831769] {PL=67}