3-53power   program increased.  don.mcdonald.
========
03.11.02  15:54
edited  04.11.02  20:06

my file > *ram.sumryfact.creditcd1..  Mon,04 Nov 2002.01:26:58
by don.mcdonald.pgm.c22A. BBC Basic64.Risc os.Acorn Archimedes comp 1990.

== LETTER values : C,A,T = 03,01,20. (BASE 100, Altern. base 27)
(prob) -- #formula,--  value, --   FACTORS -- ,  (centiseconds).
---   
2  2^54..=18014398509481984= Accy?(squareof(3th powof(3th powof(3th powof(2*all?n 2cs
3  3^32..=1853020188851841= squareof(squareof(squareof(squareof(squareof(3*all?n 3cs
4  3^28..=22876792454961= squareof(squareof(7th powof(3*all?n 2cs
5  5^25..=298023223876953152= Accy?(5th powof(5th powof(5*all?n 1cs
6  7^21..=558545864083284032= Accy?(3th powof(7th powof(7*all?n 2cs
7  3^33..=5559060566555523= Accy?(3th powof(11th powof(3*all?n 2cs
8  10^15..=1000000000000000= 3th powof(5th powof(2*5*all?n 5cs
9  2^61..=2.30584300921369395E18= Accy?(2^61* 4cs
10  3^40..=1.21576654590569288E19=  25s.
11  3^38..=1.350851717672992E18= Accy?(squareof(19th powof(3*all?n 2cs
12  25^12..=59604644775390624= Accy?(squareof(squareof(squareof(3th powof(5*all?n 2cs
14  2^51..=2251799813685248= 3th powof(17th powof(2*all?n 3cs
15  n1+1..=2251799813685249= 3*3*307*2857*6529*43691*all 92cs
16  n1+1..=2251799813685250= 2*5*5*5*41*101*8101*268501*all 1s.
continu. 
17  n1+1..=2251799813685251= 967*3967*4547*129097*all 1s.
18  n1+1..=2251799813685252= 2^2*3*43* 24s.
19  n1+1..=2251799813685253= 13*2927*146423*404161prime 28s.
20  n1+1..=2251799813685254= 2*7*160842843834661? >46201^3 cofactor? 9s.
21  n1+1..=2251799813685255= 3*5*19* 51s.
22  n1+1..=2251799813685256= 2^3*193*65537*22253377prime 21s.
23  n..=22253377= 22253377*all?n 29cs
24  65536..=65536= squareof(squareof(squareof(squareof(2*all?n 3cs
26  2^51+8..=2251799813685256= 2^3*193*65537*22253377prime 21s.
27  n1+1..=2251799813685257= 11*17*73*164954934707prime 51s.
28  n1+1..=2251799813685258= 2*3*23*3*3*3*612229*987127prime 1mn
29  n1+1..=2251799813685259= 2251799813685259? >46201^3 cofactor? 9s.
30  n1+1..=2251799813685260= 2^2*5*79*1425189755497prime 2mn
31  500..=500= 2^2*5*5*5*all?n 5cs
32  n1+1..=501= 3*167*all?n 5cs     **** remove all.. ?n
33  n1+1..=502= 2*251*all?n 5cs
34  n1+1..=503= 503*all?n 5cs
35  n1+1..=504= 2^3*3*3*7*all?n 5cs
36  n1+1..=505= 5*101*all?n 5cs
continu. 
37  n1+1..=506= 2*11*23*all?n 5cs
38  n1+1..=507= 3*13*13*all?n 5cs
39  n1+1..=508= 2^2*127*all?n 5cs
40  n1+1..=509= 509*all?n 5cs
41  n1+1..=510= 2*3*5*17*all?n 5cs
42  n1+1..=511= 7*73*all?n 5cs
43  n1+1..=512= 3th powof(3th powof(2*all?n 2cs  **
44  n1+1..=513= 3*3*3*19*all?n 5cs
45  n1+1..=514= 2*257*all?n 5cs
46  n1+1..=515= 5*103*all?n 5cs
47  n1+1..=516= 2^2*3*43*all?n 6cs
48  n1+1..=517= 11*47*all?n 5cs
49  n1+1..=518= 2*7*37*all?n 5cs
50  n1+1..=519= 3*173*all?n 5cs
51  n1+1..=520= 2^3*5*13*all?n 5cs
52  n1+1..=521= 521*all?n 5cs
53  n1+1..=522= 2*3*3*29*all?n 5cs
54  n1+1..=523= 523*all?n 5cs
55  n1+1..=524= 2^2*131*all?n 5cs
56  n1+1..=525= 3*5*5*7*all?n 5cs
continu. 
57  n1+1..=526= 2*263*all?n 5cs
58  n1+1..=527= 17*31*all?n 6cs
59  n1+1..=528= 2^4*3*11*all?n 5cs
60  n1+1..=529= squareof(23*all?n 6cs
61  n1+1..=530= 2*5*53*all?n 5cs
62  n1+1..=531= 3*3*59*all?n 5cs
63  n1+1..=532= 2^2*7*19*all?n 5cs
64  n1+1..=533= 13*41*all?n 5cs
65  n1+1..=534= 2*3*89*all?n 5cs
66  n1+1..=535= 5*107*all?n 5cs
67  n1+1..=536= 2^3*67*all?n 5cs
68  n1+1..=537= 3*179*all?n 5cs
69  n1+1..=538= 2*269*all?n 5cs
70  n1+1..=539= 7*7*11*all?n 5cs
71  n1+1..=540= 2^2*3*3*3*5*all?n 5cs
72  n1+1..=541= 541*all?n 5cs
73  n1+1..=542= 2*271*all?n 5cs
74  n1+1..=543= 3*181*all?n 5cs
75  n1+1..=544= 2^5*17*all?n 5cs
76  n1+1..=545= 5*109*all?n 5cs
continu. 
77  n1+1..=546= 2*3*7*13*all?n 5cs
78  n1+1..=547= 547*all?n 5cs
79  n1+1..=548= 2^2*137*all?n 5cs
80  n1+1..=549= 3*3*61*all?n 5cs
81  n1+1..=550= 2*5*5*11*all?n 5cs
82  n1+1..=551= 19*29*all?n 5cs
83  n1+1..=552= 2^3*3*23*all?n 5cs
84  n1+1..=553= 7*79*all?n 5cs
85  n1+1..=554= 2*277*all?n 5cs
86  n1+1..=555= 3*5*37*all?n 5cs
87  n1+1..=556= 2^2*139*all?n 5cs
88  n1+1..=557= 557*all?n 5cs
89  n1+1..=558= 2*3*3*31*all?n 5cs
90  n1+1..=559= 13*43*all?n 5cs
91  n1+1..=560= 2^4*5*7*all?n 5cs
92  n1+1..=561= 3*11*17*all?n 5cs
93  n1+1..=562= 2*281*all?n 5cs
94  n1+1..=563= 563*all?n 5cs
95  n1+1..=564= 2^2*3*47*all?n 5cs
96  n1+1..=565= 5*113*all?n 5cs
continu. 
97  n1+1..=566= 2*283*all?n 5cs
98  n1+1..=567= 3*3*3*3*7*all?n 5cs
99  n1+1..=568= 2^3*71*all?n 5cs
100  n1+1..=569= 569*all?n 5cs
101  n1+1..=570= 2*3*5*19*all?n 5cs
102  n1+1..=571= 571*all?n 5cs
103  n1+1..=572= 2^2*11*13*all?n 6cs
104  n1+1..=573= 3*191*all?n 5cs
105  n1+1..=574= 2*7*41*all?n 5cs
106  n1+1..=575= 5*5*23*all?n 5cs
107  n1+1..=576= squareof(2^3*3*all?n 5cs
108  n1+1..=577= 577*all?n 5cs
109  n1+1..=578= 2*17*17*all?n 5cs
110  n1+1..=579= 3*193*all?n 5cs
111  n1+1..=580= 2^2*5*29*all?n 5cs
112  n1+1..=581= 7*83*all?n 5cs
113  n1+1..=582= 2*3*97*all?n 5cs
114  n1+1..=583= 11*53*all?n 5cs
115  n1+1..=584= 2^3*73*all?n 5cs
116  n1+1..=585= 3*3*5*13*all?n 5cs
continu. 
117  n1+1..=586= 2*293*all?n 5cs
118  n1+1..=587= 587*all?n 6cs
119  n1+1..=588= 2^2*3*7*7*all?n 5cs
120  n1+1..=589= 19*31*all?n 5cs
121  n1+1..=590= 2*5*59*all?n 5cs
122  n1+1..=591= 3*197*all?n 5cs
123  n1+1..=592= 2^4*37*all?n 5cs
124  n1+1..=593= 593*all?n 5cs
125  n1+1..=594= 2*3*3*3*11*all?n 5cs
126  n1+1..=595= 5*7*17*all?n 5cs
127  n1+1..=596= 2^2*149*all?n 5cs
128  n1+1..=597= 3*199*all?n 5cs
129  n1+1..=598= 2*13*23*all?n 5cs
130  n1+1..=599= 599*all?n 5cs
131  n1+1..=600= 2^3*3*5*5*all?n 6cs
132  n1+1..=601= 601*all?n 5cs
133  n1+1..=602= 2*7*43*all?n 5cs
134  n1+1..=603= 3*3*67*all?n 5cs
135  n1+1..=604= 2^2*151*all?n 5cs
136  n1+1..=605= 5*11*11*all?n 5cs
continu. 
137  n1+1..=606= 2*3*101*all?n 5cs
138  n1+1..=607= 607*all?n 5cs
139  n1+1..=608= 2^5*19*all?n 5cs
140  n1+1..=609= 3*7*29*all?n 5cs
141  n1+1..=610= 2*5*61*all?n 5cs
142  n1+1..=611= 13*47*all?n 5cs
143  n1+1..=612= 2^2*3*3*17*all?n 5cs
144  n1+1..=613= 613*all?n 5cs
145  n1+1..=614= 2*307*all?n 5cs
146  n1+1..=615= 3*5*41*all?n 6cs
147  n1+1..=616= 2^3*7*11*all?n 5cs
148  n1+1..=617= 617*all?n 5cs
149  n1+1..=618= 2*3*103*all?n 5cs
150  n1+1..=619= 619*all?n 5cs
151  n1+1..=620= 2^2*5*31*all?n 5cs
152  n1+1..=621= 3*3*3*23*all?n 5cs
153  n1+1..=622= 2*311*all?n 5cs
154  n1+1..=623= 7*89*all?n 5cs
155  n1+1..=624= 2^4*3*13*all?n 5cs
156  n1+1..=625= squareof(squareof(5*all?n 2cs




(factor credit card numbers.  **continued fraction? method  2^52=4.5E15)

my file > *ram.sumryfact.creditcd1..  Sun,03 Nov 2002.15:48:28
by don.mcdonald.pgm.c22A. BBC Basic64.Risc os.Acorn Archimedes comp 1990.

== LETTER values : C,A,T = 03,01,20. (BASE 100, Altern. base 27)
(prob) -- #formula,--  value, --   FACTORS -- ,  (centiseconds).
---   
2  3^5..=243= 5th power(3*all?n 5cs
3  6^7..=279936= 7th power(2*3*all?n 5cs
4  8^36..=3.24518553658426727E32=  12s.
5  5^27..=7.45058059692382822E18=  26s.
6  3^27..=7625597484987= 3th power(3th power(3th power(3*all?n 5cs
7  2^51..=2251799813685248= 3th power(17th power(2*all?n 4cs
8  2^52..=4503599627370496= Accy?(squareof(squareof(13th power(2*all?n 4cs
9  3^39..=4.05255515301897626E18= Accy?(3th power(13th power(3*all?n 4cs
10  3^21..=10460353203= 3th power(7th power(3*all?n 5cs
11  3^33..=5559060566555523= Accy?(3th power(11th power(3*all?n 4cs
12  30*360..=10800= 2^4*3*3*3*5*5*all?n 5cs
13  n1+1..=10801= 7*1543*all?n 5cs
14  n1+1..=10802= 2*11*491*all?n 5cs
15  n1+1..=10803= 3*13*277*all?n 5cs
16  n1+1..=10804= 2^2*37*73*all?n 5cs
continu.
17  n1+1..=10805= 5*2161*all?n 5cs
18  n1+1..=10806= 2*3*1801*all?n 5cs
19  n1+1..=10807= 101*107*all?n 5cs
20  n1+1..=10808= 2^3*7*193*all?n 5cs
21  n1+1..=10809= 3*3*1201*all?n 5cs
22  n1+1..=10810= 2*5*23*47*all?n 5cs      **cunningham chain 2p+1.
23  n1+1..=10811= 19*569*all?n 5cs
24  n1+1..=10812= 2^2*3*17*53*all?n 5cs
25  n1+1..=10813= 11*983*all?n 5cs
26  n1+1..=10814= 2*5407*all?n 5cs
27  n1+1..=10815= 3*5*7*103*all?n 5cs
28  n1+1..=10816= squareof(2^3*13*all?n 5cs   ** square-composite
29  n1+1..=10817= 29*373*all?n 5cs
30  n1+1..=10818= 2*3*3*601*all?n 5cs
31  n1+1..=10819= 31*349*all?n 5cs
32  n1+1..=10820= 2^2*5*541*all?n 5cs
33  n1+1..=10821= 3*3607*all?n 5cs
34  n1+1..=10822= 2*7*773*all?n 5cs
35  n1+1..=10823= 79*137*all?n 5cs
36  n1+1..=10824= 2^3*3*11*41*all?n 5cs
continu.
37  n1+1..=10825= 5*5*433*all?n 5cs
38  n1+1..=10826= 2*5413*all?n 5cs
39  n1+1..=10827= 3*3*3*401*all?n 5cs
40  n1+1..=10828= 2^2*2707*all?n 5cs
41  n1+1..=10829= 7*7*13*17*all?n 5cs
42  n1+1..=10830= 2*3*5*19*19*all?n 5cs
43  n1+1..=10831= 10831*all?n 5cs
44  n1^3..=1270590686191= 3th power(10831*all?n 5cs
46  2^60..=1.15292150460684698E18= Accy?(squareof(squareof(3th power(5th power(2*all?n 5cs
47  3^22..=31381059609= squareof(11th power(3*all?n 5cs
48  3^25..=847288609443= 5th power(5th power(3*all?n 5cs
49  3^26..=2541865828329= squareof(13th power(3*all?n 5cs
50  3^30..=205891132094649= squareof(3th power(5th power(3*all?n 6cs
51  5^18..=3814697265625= squareof(3th power(3th power(5*all?n 6cs
52  7^14..=678223072849= squareof(7th power(7*all?n 6cs


=== LETTER values : C,A,T = 03,01,20. (BASE 100, Altern. base 27)
(prob) -- #formula,--  value, --   FACTORS -- ,  (centiseconds).
---   
2  2^51..=2251799813685248= 17th power(2^3*all?n 4cs
3  2^49..=562949953421312= 49th power(2*all?n 4cs
4  3^36..=150094635296999136= Accy?(squareof(squareof(9th power(3*all?n 4cs
5  30*360..=10800= 2^4*3*3*3*5*5*all?n 4cs
6  d+prob..=10806= 2*3*1801*all?n 4cs      better n1+1..**
7  d+prob..=10807= 101*107*all?n 5cs
8  d+prob..=10808= 2^3*7*193*all?n 4cs
9  d+prob..=10809= 3*3*1201*all?n 4cs
10  d+prob..=10810= 2*5*23*47*all?n 4cs
11  d+prob..=10811= 19*569*all?n 4cs
12  d+prob..=10812= 2^2*3*17*53*all?n 4cs
13  d+prob..=10813= 11*983*all?n 4cs
14  d+prob..=10814= 2*5407*all?n 4cs
15  d+prob..=10815= 3*5*7*103*all?n 4cs
16  d+prob..=10816= squareof(2^3*13*all?n 4cs
continu. 
17  d+prob..=10817= 29*373*all?n 4cs
18  d+prob..=10818= 2*3*3*601*all?n 4cs
19  d+prob..=10819= 31*349*all?n 4cs
20  d+prob..=10820= 2^2*5*541*all?n 4cs
21  d+prob..=10821= 3*3607*all?n 4cs
22  d+prob..=10822= 2*7*773*all?n 4cs
23  d+prob..=10823= 79*137*all?n 4cs
24  d+prob..=10824= 2^3*3*11*41*all?n 4cs
25  d+prob..=10825= 5*5*433*all?n 4cs
26  d+prob..=10826= 2*5413*all?n 4cs
27  d+prob..=10827= 3*3*3*401*all?n 4cs
28  d+prob..=10828= 2^2*2707*all?n 4cs
29  d+prob..=10829= 7*7*13*17*all?n 4cs
30  d+prob..=10830= 2*3*5*19*19*all?n 4cs
31  d+prob..=10831= 10831*all?n 4cs
32  d+prob..=10832= 2^4*677*all?n 4cs
33  d+prob..=10833= 3*23*157*all?n 4cs
34  d+prob..=10833= 3*23*157*all?n 16s.
35  30*360..=10800= 2^4*3*3*3*5*5*all?n 4cs
36  n1+1..=10801= 7*1543*all?n 4cs
continu. 
37  n1+1..=10802= 2*11*491*all?n 4cs
38  n1+1..=10803= 3*13*277*all?n 4cs
39  n1+1..=10804= 2^2*37*73*all?n 4cs
40  n1+1..=10805= 5*2161*all?n 4cs
41  n1+1..=10806= 2*3*1801*all?n 4cs
42  n1+1..=10807= 101*107*all?n 4cs
43  n1+1..=10807= 101*107*all?n 51s.
44  powers(base 100..=161523051819= 3*37*47*30960907*all 34cs
45  5^20..=95367431640625= squareof(squareof(5*5*5*5*5*all?n 5cs
46  5^21..=476837158203125= 5*5*5*5*5*5*5*5*5*5*5*5*5*5*5*5*5*5*5*5*5*all 10cs
47  2^13..=8192= 13th power(2*all?n 4cs
48  2^14..=16384= squareof(7th power(2*all?n 4cs
49  2^31..=2147483648= 31th power(2*all?n 4cs
50  2^62..=4.6116860184273879E18=  8s.
51  2^54..=18014398509481984= Accy?(squareof(27th power(2*all?n 3cs


my file > *ram.sumryfact.creditcd1..  Mon,04 Nov 2002.00:53:20
by don.mcdonald.pgm.c22A. BBC Basic64.Risc os.Acorn Archimedes comp 1990.

== LETTER values : C,A,T = 03,01,20. (BASE 100, Altern. base 27)
(prob) -- #formula,--  value, --   FACTORS -- ,  (centiseconds).
---   
2  30*523..=15690= 2*3*5*523*all?n 5cs
3  n1+1..=15691= 13*17*71*all?n 5cs
4  n1+1..=15692= 2^2*3923*all?n 5cs
5  n1+1..=15693= 3*5231*all?n 5cs
6  n1+1..=15694= 2*7*19*59*all?n 5cs
7  n1+1..=15695= 5*43*73*all?n 5cs
8  n1+1..=15696= 2^4*3*3*109*all?n 5cs
9  n1+1..=15697= 11*1427*all?n 5cs
10  n1+1..=15698= 2*47*167*all?n 5cs
11  n1+1..=15699= 3*5233*all?n 5cs
12  n1+1..=15700= 2^2*5*5*157*all?n 5cs
13  n1+1..=15701= 7*2243*all?n 5cs
14  n1+1..=15702= 2*3*2617*all?n 5cs
15  n1+1..=15703= 41*383*all?n 5cs
16  n1+1..=15704= 2^3*13*151*all?n 5cs
continu. 
17  n1+1..=15705= 3*3*5*349*all?n 5cs
18  n1+1..=15706= 2*7853*all?n 5cs
19  n1+1..=15707= 113*139*all?n 5cs
20  n1+1..=15708= 2^2*3*7*11*17*all?n 5cs
21  n1+1..=15709= 23*683*all?n 5cs
22  n1+1..=15710= 2*5*1571*all?n 5cs
23  n1+1..=15711= 3*5237*all?n 5cs
24  n1+1..=15712= 2^5*491*all?n 5cs
25  n1+1..=15713= 19*827*all?n 5cs
26  n1+1..=15714= 2*3*3*3*3*97*all?n 5cs
27  n1+1..=15715= 5*7*449*all?n 5cs
28  n1+1..=15716= 2^2*3929*all?n 5cs
29  n1+1..=15717= 3*13*13*31*all?n 5cs
30  n1+1..=15718= 2*29*271*all?n 5cs
31  n1+1..=15719= 11*1429*all?n 5cs
32  n1+1..=15720= 2^3*3*5*131*all?n 5cs
33  n1+1..=15721= 79*199*all?n 5cs
34  n1+1..=15722= 2*7*1123*all?n 5cs
35  n1+1..=15723= 3*3*1747*all?n 5cs
36  n1+1..=15724= 2^2*3931*all?n 5cs
continu. 
37  n1+1..=15725= 5*5*17*37*all?n 5cs
38  n1+1..=15726= 2*3*2621*all?n 5cs
39  n1+1..=15727= 15727*all?n 5cs
40  30*654..=19620= 2^2*3*3*5*109*all?n 5cs
41  n1+1..=19621= 7*2803*all?n 5cs
42  n1+1..=19622= 2*9811*all?n 5cs
43  n1+1..=19623= 3*31*211*all?n 5cs
44  n1+1..=19624= 2^3*11*223*all?n 5cs
45  n1+1..=19625= 5*5*5*157*all?n 5cs
46  n1+1..=19626= 2*3*3271*all?n 5cs
47  n1+1..=19627= 19*1033*all?n 5cs
48  n1+1..=19628= 2^2*7*701*all?n 5cs
49  n1+1..=19629= 3*3*3*727*all?n 5cs
50  n1+1..=19630= 2*5*13*151*all?n 5cs
51  n1+1..=19631= 67*293*all?n 5cs
52  n1+1..=19632= 2^4*3*409*all?n 5cs
53  n1+1..=19633= 29*677*all?n 5cs
54  n1+1..=19634= 2*9817*all?n 5cs
55  n1+1..=19635= 3*5*7*11*17*all?n 5cs
56  n1+1..=19636= 2^2*4909*all?n 5cs
continu. 
57  n1+1..=19637= 73*269*all?n 5cs
58  n1+1..=19638= 2*3*3*1091*all?n 5cs
59  n1+1..=19639= 41*479*all?n 5cs
60  n1+1..=19640= 2^3*5*491*all?n 5cs
61  n1+1..=19641= 3*6547*all?n 5cs
62  n1+1..=19642= 2*7*23*61*all?n 5cs
63  n1+1..=19643= 13*1511*all?n 5cs
64  n1+1..=19644= 2^2*3*1637*all?n 5cs
65  n1+1..=19645= 5*3929*all?n 5cs
66  n1+1..=19646= 2*11*19*47*all?n 5cs
67  n1+1..=19647= 3*3*37*59*all?n 5cs
68  n1+1..=19648= 2^6*307*all?n 5cs
69  n1+1..=19649= 7*7*401*all?n 5cs
70  n1+1..=19650= 2*3*5*5*131*all?n 5cs
71  n1+1..=19651= 43*457*all?n 5cs
72  n1+1..=19652= 2^2*17*17*17*all?n 5cs
73  n1+1..=19653= 3*6551*all?n 5cs
74  n1+1..=19654= 2*31*317*all?n 5cs
75  n1+1..=19655= 5*3931*all?n 5cs
76  n1+1..=19656= 2^3*3*3*3*7*13*all?n 5cs
continu. 
77  n1+1..=19657= 11*1787*all?n 5cs
78  n1+1..=19658= 2*9829*all?n 5cs
79  n1+1..=19659= 3*6553*all?n 5cs
80  n1+1..=19660= 2^2*5*983*all?n 5cs
81  n1+1..=19661= 19661*all?n 5cs
82  30*941..=28230= 2*3*5*941*all?n 5cs
83  n1+1..=28231= 7*37*109*all?n 5cs
84  n1+1..=28232= 2^3*3529*all?n 5cs
85  n1+1..=28233= 3*3*3137*all?n 5cs
86  n1+1..=28234= 2*19*743*all?n 5cs
87  n1+1..=28235= 5*5647*all?n 5cs
88  n1+1..=28236= 2^2*3*13*181*all?n 5cs
89  n1+1..=28237= 11*17*151*all?n 5cs
90  n1+1..=28238= 2*7*2017*all?n 5cs
91  n1+1..=28239= 3*9413*all?n 5cs
92  n1+1..=28240= 2^4*5*353*all?n 5cs
93  n1+1..=28241= 31*911*all?n 5cs
94  n1+1..=28242= 2*3*3*3*523*all?n 5cs
95  n1+1..=28243= 61*463*all?n 5cs
96  n1+1..=28244= 2^2*23*307*all?n 5cs
continu. 
97  n1+1..=28245= 3*5*7*269*all?n 5cs
98  n1+1..=28246= 2*29*487*all?n 5cs
99  n1+1..=28247= 47*601*all?n 5cs
100  n1+1..=28248= 2^3*3*11*107*all?n 5cs
101  n1+1..=28249= 13*41*53*all?n 5cs
102  n1+1..=28250= 2*5*5*5*113*all?n 5cs
103  n1+1..=28251= 3*3*43*73*all?n 5cs
104  n1+1..=28252= 2^2*7*1009*all?n 5cs
105  n1+1..=28253= 19*1487*all?n 5cs
106  n1+1..=28254= 2*3*17*277*all?n 5cs
107  n1+1..=28255= 5*5651*all?n 5cs
108  n1+1..=28256= 2^5*883*all?n 5cs
109  n1+1..=28257= 3*9419*all?n 5cs
110  n1+1..=28258= 2*71*199*all?n 5cs
111  n1+1..=28259= 7*11*367*all?n 5cs
112  n1+1..=28260= 2^2*3*3*5*157*all?n 5cs
113  n1+1..=28261= 59*479*all?n 5cs
114  n1+1..=28262= 2*13*1087*all?n 5cs
115  n1+1..=28263= 3*9421*all?n 5cs
116  n1+1..=28264= 2^3*3533*all?n 5cs
continu. 
117  n1+1..=28265= 5*5653*all?n 5cs
118  n1+1..=28266= 2*3*7*673*all?n 5cs
119  n1+1..=28267= 23*1229*all?n 5cs
120  n1+1..=28268= 2^2*37*191*all?n 5cs
121  n1+1..=28269= 3*3*3*3*349*all?n 5cs
122  n1+1..=28270= 2*5*11*257*all?n 5cs
123  n1+1..=28271= 17*1663*all?n 5cs
124  n1+1..=28272= 2^4*3*19*31*all?n 5cs
125  n1+1..=28273= 7*7*577*all?n 5cs
126  n1+1..=28274= 2*67*211*all?n 5cs
127  n1+1..=28275= 3*5*5*13*29*all?n 5cs
128  n1+1..=28276= 2^2*7069*all?n 5cs
129  n1+1..=28277= 28277*all?n 5cs
130  n1+1..=28278= 2*3*3*1571*all?n 5cs
contin.

xxdivisorsbb1 of (10^9)^(10^9)+1.

(factor credit card numbers.  **continued fraction? method  2^52=4.5E15)

my file > *ram.sumryfact.creditcd1..  Thu,14 Nov 2002.20:25:39
by don.mcdonald.pgm.c22A. BBC Basic64.Risc os.Acorn Archimedes comp 1990.

== LETTER values : C,A,T = 03,01,20. (BASE 100, Altern. base 27)
(prob) -- #formula,--  value, --   FACTORS -- ,  (centiseconds).
---   
2  35904000001..=35904000001= 35904000001prime 32s.
3  61120000001..=61120000001= 61120000001prime 37s.
4  616E8+1..=61600000001= 61600000001prime 37s.
5  864000001..=864000001= 864000001*all?n 1s.
6  864000001..=864000001= 864000001*all?n 20s.
7  n1-1..=864000000= 2^11*3*3*3*5*5*5*5*5*5*all?n 5cs
9  864000000*2..=1728000000= 3th powof(2^4*3*5*5*all?n 5cs
10  n1^(1/3)..=1199.99999999999955= Accy?(11*109*all?n 4cs
11  1200^3..=1728000000= 3th powof(2^4*3*5*5*all?n 5cs
12  1200^3/2..=864000000= 2^11*3*3*3*5*5*5*5*5*5*all?n 5cs
contin.

PLEASE ENTER) numeric expression/no., or  C= 8xCAP letr word(base 100, Z 27) 
n,n1,d (may refer to last factor n/test n1/ or Datum, d)
 e.g. n1+30.   r.andom test =r,  or
<CR>,  very easy (a)gain,  repeat similar formula.?.3^35

5.00315450989996434E-19 ) 

warning.  negative or decimal (fractional) input may
 result in incomplete factors.*******
.3^35 = 5.003E-19  ****
.3^35 = 5.00315450989996434E-19 ****

loss of Accy?uracy*** RESULTS will be WRONG. Contin.

Escape at erl. 3940
problem # =14.   .3^35 = 5.00315450989996434E-19  Repeat n1.

.3^35..=5.00315450989996434E-19= Accy?(
  Time speed,  sec = 7.75999999999999979
>>14  .3^35..=5.00315450989996434E-19= Accy?( 7s.
BUG,  LOOP>.


factor no. expression     0, q.uit. +, datum   h,  help  *, display

PLEASE ENTER) numeric expression/no., or  C= 8xCAP letr word(base 100, Z 27) 
n,n1,d (may refer to last factor n/test n1/ or Datum, d)
 e.g. n1+30.   r.andom test =r,  or
<CR>,  very easy (a)gain,  repeat similar formula.?3*.9^17

0.5003154509899973 ) 

warning.  negative or decimal (fractional) input may
 result in incomplete factors.*******
3*.9^17 = 5.003E-1   ****
3*.9^17 = 0.5003154509899973 ****

loss of Accy?uracy*** RESULTS will be WRONG. Contin.

Escape at erl. 3940
problem # =15.   3*.9^17 = 0.5003154509899973  Repeat n1.

3*.9^17..=0.5003154509899973= Accy?(
  Time speed,  sec = 4.45999999999999996
>>15  3*.9^17..=0.5003154509899973= Accy?( 4s.

factor no. expression     0, q.uit. +, datum   h,  help  *, display

PLEASE ENTER) numeric expression/no., or  C= 8xCAP letr word(base 100, Z 27) 
n,n1,d (may refer to last factor n/test n1/ or Datum, d)
 e.g. n1+30.   r.andom test =r,  or
<CR>,  very easy (a)gain,  repeat similar formula.?1

         1 ) 

warning.  negative or decimal (fractional) input may
 result in incomplete factors.*******
1 = 1.000E0    ****
1 = 1 ****

perfect square.


perfect square.

...
perfect square.


String too long at erl. 1983
problem # =16.   1 = 1  Repeat n1.

1..=1= squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(squareof(
  Time speed,  sec = 0.08


String too long at erl. 5185
problem # =16.   1 = 1  Repeat n1.

1..=1=
error loop.xxxxxxxxxxx
