P_02460468020

import math

""" Print Output of:
n            <--- Starting at n = 111
n**2-n
n**3-n
n**4-n
n**5-n       <--- 1st Repeat
n**6-n
n**7-n
n**8-n
n**9-n
n**10-n      <--- 2nd Repeat
n**11-n
n**12-n
n**13-n
n**14-n
n**15-n      <--- 3rd Repeat (Infinite Pattern)"""

n = 111               # Starting Value & The Exponential Function
x = ("\n")            #<--- Start a new line
line = ("\n--------------------------------------")
def end():
  n = 111
  print(line,"\n  111:  [0]",x," 222:  [2,4,6]",x," 333:  [0,4,6,8]",x," 444:  [0,2]",x," 555:  [0]",x,"[0,2,4,6,0,4,6,8,0,2,0]\n",x," 666:  [0]",x," 777:  [0,2,4,6]",x," 888:  [0,4,6,8]",x," 999:  [0,2]",x,"1110:  [0]",x,"[0,2,4,6,0,4,6,8,0,2,0]\n",x,"1221:  [0]",x,"1332:  [0,2,4,6]",x,"1443:  [0,4,6,8]",x,"1554:  [0,2]",x,"1665:  [0]",x,"[0,2,4,6,0,4,6,8,0,2,0]\n",line,x,"\n !! This Pattern Continues Forever !!",x,line)


for i in range(0,15): #<--- 1776: [0] Excluded in Output
  print(x,x,n,x)
  print(n**2-n)
  print(n**3-n)
  print(n**4-n)
  print(n**5-n)
  print(n**6-n)
  print(n**7-n)
  print(n**8-n)
  print(n**9-n)
  print(n**10-n)
  print(n**11-n)
  print(n**12-n)
  print(n**13-n)
  print(n**14-n)
  print(n**15-n)      #<--- The List
  n = n + 111         #<--- The Exponential Function

end()

#end



"""
OUTPUT: >>>

111

12210
1367520
151806930
16850581440
1870414552050
207616015289760
23045377697175570
2558036924386500480
283942098606901565490
31517572945366073781600
3498450596935634189769810
388328016259855395064461120
43104409804843948852155196530
4784589488337678322589226827040


 222

49062
10940826
2428912434
539218609410
119706531338082
26574849957103266
5899616690476974114
1309714905285888302370
290756708973467203175202
64547989392109719104943906
14329653645048357641297596194
3181183109200735396368066404130
706222650242563257993710741765922
156781428353849043274603784672083746


 333

110556
36925704
12296369988
4094691316560
1363532208525036
454056225438947544
151200723071169642708
50349840782699491132320
16766496980638930547173116
5583243494552763872208758184
1859220083686070369445516585828
619120287867461433025357023191280
206167055859864657197443888722806796
68653629601334930846748814944694773624


 444

196692
87527940
38862602052
17254995507780
7661218005651012
3401580794509246020
1510301872762105429572
670574031506374810926660
297734869988830416051633732
132194282275040704726925573700
58694261330118072898754954919492
26060252030572424367047199984451140
11570751901574156418968956793096502852
5137413844298925450022216816134847462980


 555

307470
170953320
94879400070
52658067346320
29225227377515070
16220001194521171320
9002100662959250390070
4996165867942383966796320
2772872056708023101572265070
1538943991472952821372607421320
854113915267488815861797119140070
474033222973456292803297401123046320
263088438750268242505830057623291015070
146014083506398874590735681980926513671320


 666

442890
295407630
196741924470
131030122139910
87266061345622950
58119196856185327590
38707385106219428617830
25779118480742139459917670
17168892908174264880305611110
11434482676844060410283537442150
7615365462778144233248835936914790
5071833398210244059343724733985693030
3377841043208022543522920672834472000870
2249642134776543013986265168107758353022310


 777

602952
469096656
364488704664
283207724126880
220052401647188712
170980716079866232176
132852016394056063003704
103226016738181560954480960
80206615005567072861632308872
62320539859325615613488304596496
48423059470696003331680412672080344
37624717208730794588715680646207030240
29234405271183827395432083862102863099432
22715132895709833886250729160853924628861616


 888

787656
700226184
621801639048
552159856262280
490317952361692296
435402341697183546504
386637279427098990083208
343333904131263903194676360
304880506868562346036873395336
270733890099283363280743575846024
240411694408163626593300295352056968
213485584634449300414850662272627375240
189575199155390978768387388098093110000776
168342776849987189146328000631106681681476744


 999

997002
997002000
996005995002
995009990004000
994014980014993002
993020965034979006000
992027944069944027991002
991035916125874083964008000
990044880209748209880044989002
989054835329538461670164945010000
988065780494208923208494780065987002
987077714713714714285286285285922012000
986090636999000999571000999000636090985002
985104546362001998571429998001635454895014000


 1110

1230990
1367629890
1518070408890
1685058155098890
1870414552160998890
2076160152898709998890
2304537769717568099998890
2558036924386500590999998890
2839420986069015656009999998890
3151757294536607378171099999998890
3498450596935634189769920999999998890
3883280162598553950644612309999999998890
4310440980484394885215519664099999999998890
4784589488337678322589226827150999999999998890


 1221

1489620
1820315640
2222606886060
2713803009368880
3313553474440892100
4045848792292330743720
4939981375388935839571740
6031717259349890660118584160
7364726773666216496004792748980
8992331390646450341621851947994200
10979636627979315867120281228502407820
13406136322762744673753863380001441437840
16368892450093311246653467186981759997092260
19986417681563933032163883435304728956451139080


 1332

1772892
2363265036
3147870800844
4192963908497100
5585027926119910092
7439257197591722015436
9909090587192173726333644
13198908662139975403478186700
17580946337970447237432946457292
23417820522176635720260684682885836
31192536935539278779387231997605706444
41548459198138319334143793020810802756300
55342547651920241353079532303719989273164492
73716273472357761482301937028555025711856876236


 1443

2080806
3004683864
4335760896558
6256502975814000
9028133794101682806
13027597064888730369864
18798822564634437925794558
27126700960767493926923628000
39143829486387493736550797284806
56484545948857153461842800484055864
81507199804200872445439161098494692558
117614889317461858938768709465127843442000
169718285285097462448643247758179478088886806
244903485666395638313392206515052986882265741864


 1554

2413362
3752777910
5831819285502
9062647172083470
14083353705420125742
21885531658222877816430
34010116196878352129145582
52851720569948959208694647790
82131573765700682610311485079022
127632465631898860776424047815213550
198340851591970829646562970304844270062
308221683373922669270758855853727998089710
478976495963075828046759261996693309033822702
744329474726619836784663893142861402238562892270


 1665

2770560
4615752960
7685231448960
12795910365288960
21305190758208888960
35473142612417802888960
59062782449675641812888960
98339532778709943618462888960
163735322076552056124740712888960
272619311257459173447693286962888960
453911153243669523790409322793212888960
755762070150709757111031522450699462888960
1258343846800931745589867484880414605712888960
2095142504923551356407129362325890318511962888960

--------------------------------------
  111:  [0]
  222:  [2,4,6]
  333:  [0,4,6,8]
  444:  [0,2]
  555:  [0]
 [0,2,4,6,0,4,6,8,0,2,0]

  666:  [0]
  777:  [0,2,4,6]
  888:  [0,4,6,8]
  999:  [0,2]
 1110:  [0]
 [0,2,4,6,0,4,6,8,0,2,0]

 1221:  [0]
 1332:  [0,2,4,6]
 1443:  [0,4,6,8]
 1554:  [0,2]
 1665:  [0]
 [0,2,4,6,0,4,6,8,0,2,0]

--------------------------------------

 !! This Pattern Continues Forever !!

--------------------------------------"""