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An Easy, Fun Number Sequence
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ctrlaltdel
Member of the Daedalians



PostPosted: Sun Mar 24, 2002 1:08 pm    Post subject: 81 Reply with quote

thousand apologies o jen the merciful!!! what can i say to defend your wrath? erm.. btw psyduck conflicts also with poliwrath the obviously inadequate knowledge of english is my only excuse - and this of course is but my shame and blame. i hereby proclaim that i will (try to) not be picky with you again.

[This message has been edited by ctrlaltdel (edited 03-24-2002 08:09 AM).]
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Courk
Daedalian Member



PostPosted: Wed Mar 27, 2002 3:11 am    Post subject: 82 Reply with quote

How about... 1078 and 853?
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Jingle47
Daedalian Member



PostPosted: Wed Mar 27, 2002 3:54 am    Post subject: 83 Reply with quote

What about 100 and 36? They should return zero right?
What about 100 and 37?
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The Hint Fairy
Guest



PostPosted: Wed Mar 27, 2002 5:37 am    Post subject: 84 Reply with quote

1057
853
1770
1826
2811
2661

5315
5615
10281
13406
22965
6674
4010
2811
2661


Hey! A loop! So the answer is no, it doesn't always give 0!

100
36
0

I think Jingle knows it. . .

100
37
100
100
0

I think Jingle may know it! If you do, don't forget the prizes!
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Jingle47
Daedalian Member



PostPosted: Wed Mar 27, 2002 1:11 pm    Post subject: 85 Reply with quote

Well I believe these examples may show that I have figured it out....
Are there any prizes left? Prizes for me? How do I get them?
1111
4747
2301
6431
6015
6504
9044
8615
15784
239
1012
787
780
771
755
1461
555
855
1181
1739
270
305
554
49
250
150
251
14
33
21
17
33
32
32
0

Wow that was longer than I thought, but I strarted so I must finish....
Here is a shorter one...

2002
47
458
210
80
159
176
98
79
109
147
147
0

And here is my birthday sequence....

910
1976
2560
559
624
716
560
271
439
633
158
158
0
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Chuck
Daedalian Member



PostPosted: Wed Mar 27, 2002 3:25 pm    Post subject: 86 Reply with quote

You obviously know the rules. The prize list is in the second post on page 1 here: http://www.greylabyrinth.com/Forums/Forum7/HTML/002929-6.html

Choose any three and email me a postal mailing address at Chuck1863@msn.com

Mathgrant took all the good stuff, but there's plently left. I'm now reading Flatterland by Ian Stewart. You can have that as one of your choices if you're willing to wait a few days.

Mathgrant, did the box of books arrive?
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CrystyB
Misunderstood Guy



PostPosted: Wed Mar 27, 2002 4:59 pm    Post subject: 87 Reply with quote

Courk asked for 1078 and 853... And may i request 17&18 and 28&6? TY!

Is there a reason you're still unregistered, Hint Fairy? What if your loop is wrong? Shouldn't you be able to edit/delete your posts?

[This message has been edited by CrystyB (edited 03-27-2002 12:02 PM).]
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Jingle47
Daedalian Member



PostPosted: Wed Mar 27, 2002 5:55 pm    Post subject: 88 Reply with quote

If you will permit me Chuck....
To answer the previous questions

17
18
17
17
0

And the other one looks like this...
28
6
24
0

And all I will say about 1078 and 853 is that it does not end in 0.......

[This message has been edited by Jingle47 (edited 03-27-2002 12:56 PM).]
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mathgrant
A very tilted cell member



PostPosted: Wed Mar 27, 2002 8:50 pm    Post subject: 89 Reply with quote

Yes, they arrived only three days after I sent the e-mail with my address, and they were great! I loved that one with the curious and interesting numbers, I actually read the whole thing in one day.
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The Hint Fairy
Guest



PostPosted: Wed Mar 27, 2002 9:44 pm    Post subject: 90 Reply with quote

This just in: My "1057" was a typo for 1078. I got DOurk's correct, but the first number was typoed!

1057
853
1020
1436
620
1071
1424
2348
1968
2663
1263
3480
2024
5111
2008
3679
5343
5408
4319
8928
8351
11772
747
2459
848
96
183
144
108
176
239
39
105
126
5
5
0

The SCYTHER sequence:
10325
208518
26909
102026
76818
49427
105362
84678
96411
45342
9873
602
4577
3073
2621
89
945
5
101
21
5
5
0

The VULPIX sequence:

212012
16924
80188
1287
14031
3896
8327
8967
1328
5676
2703
7172
8312
15264
19199
27612
18212
33968
8832
22976
4007
807
845
1290
114
371
269
574
742
804
584
311
148
232
111
152
231
143
272
87
255
281
366
446
20
84
80
159
176
95
79
109
147
147
0
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Chuck
Daedalian Member



PostPosted: Fri Mar 29, 2002 11:29 pm    Post subject: 91 Reply with quote

I guess this has been around long enough. The answer, invisible, is:

Multiply the last two numbers and subtract the largest square that won't cause the result to go negative.

Example: The starting numbers 7 and 11 when multiplied give 77. The largest square equal to or less than 77 is 64, so subtract 64. The result, and third number of the sequence, is 13. Then multiply 11 and 13 giving 143. Subtract 121 giving 22 as the fourth number of the sequence. Continue until bored or zero is reached.
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SaberKitty
one can always be hopeful...


PostPosted: Fri Mar 29, 2002 11:39 pm    Post subject: 92 Reply with quote

How would you describe that as easy?
I agree with Lepton, you are evil, or maybe just crazy-with a warped perception of the world of math.
But I must admit i had fun attempting to find the answer.
edit: spelling

[This message has been edited by SaberKitty (edited 03-29-2002 06:39 PM).]
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Chuck
Daedalian Member



PostPosted: Sat Mar 30, 2002 12:30 am    Post subject: 93 Reply with quote

I've posted worse series puzzles.

Yes, I'm evil, but it's a lighthearted, funloving evil.
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CrystyB
Misunderstood Guy



PostPosted: Sun Mar 31, 2002 2:38 am    Post subject: 94 Reply with quote

this has a second "thoeretically possible" question: can it not repeat itself?
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Chuck
Daedalian Member



PostPosted: Sun Mar 31, 2002 4:19 am    Post subject: 95 Reply with quote

See reply 83.
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ctrlaltdel
Member of the Daedalians



PostPosted: Sun Mar 31, 2002 10:07 pm    Post subject: 96 Reply with quote

oh, why didnt i think of that.... but hey, don't i get points for solving the question whether chuck is evil?
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Chuck
Daedalian Member



PostPosted: Sun Mar 31, 2002 10:14 pm    Post subject: 97 Reply with quote

Ok, ten points.
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CrystyB
Misunderstood Guy



PostPosted: Thu Apr 04, 2002 1:44 am    Post subject: 98 Reply with quote

Chuck, i meant can it be transcedental? (going into no loops, 0's or no 0's)

It sometimes rises, but i think in general it should not be possible, b/c of a finite number of values.
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Chuck
Daedalian Member



PostPosted: Thu Apr 04, 2002 2:21 am    Post subject: 99 Reply with quote

I tried lots of numbers, some with hundreds of digits. None ran off to overflow my 2600 digit limit. Most dropped to zero quickly. I don't know if any pair of numbers start a series that runs off to infinity.

If I subtract the highest cube instead of highest square the series usually gets very high very quickly and doesn't come back down.
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