Story of Moses found in Fibonacci Sequence, page 3


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reply posted on 3-3-2009 @ 02:19 PM by greenorbs
Originally posted by InSpiteOf
Ok so because no one has said it yet, this seems all to familiar to a very decent movie called
Pi

Very good movie.

Just sayin...


Haven't seen it. I had heard about it, but didn't think it looked good. After reading the wiki article, I will be watching it.

The tie-in to Kabbalah is interesting. For the experiment I conducted, I did not apply Gematria to the words that emerged. I just don't know enough about that technique. People that study those things however may find deeper meaning, and might want to explore it a little.


reply posted on 3-3-2009 @ 02:22 PM by greenorbs
reply to post by gYvMessanger



I probably will stay out of the Kabbalah center.



reply posted on 3-3-2009 @ 07:56 PM by EverythingYouKnowIsWrong
Originally posted by greenorbs

I just remembered to add that the number to look for must not contain 5. Since Phi to ten decimal places does not have a 5 and reduces to 1237 using the technique, I used to the code to look for numbers that did not have 5.



Lol yeah I figured that one out after a few runs through the debugger

Anyway I managed to finish the program. I analyzed the first 50,000 Fibonacci numbers and only found 23 as well, so your results are verified, so far. I'm going to check higher, but I'm seriously doubting there could possibly be another one without a 5 in it.

Here is a screenshot showing the results of the first 10000 Fibonacci numbers.



And here is the 10,000th Fibonacci number if anyone's interested:

33644764876431783266621612005107543310302148460680063
90656476997468008144216666236815559551363373402558206
53326808361593737347904838652682630408924630564318873
54544369559827491606602099884183933864652731300088830
26923567361313511757929743785441375213052050434770160
22647583189065278908551543661595829872796829875106312
00575428783453215515103870818298969791613127856265033
19548714021428753269818796204693609787990035096230229
10263681314931952756302278376284415403605844025721143
34961180023091208287046088923962328835461505776583271
25254609359112820392528539343462090424524892940390170
62338889910858410651831733604374707379085526317643257
33993712871937587746897479926305837065742830161637408
96917842637862421283525811282051637029808933209990570
79200643674262023897831114700540749984592503606335609
33883831923386783056136435351892133279732908133732642
65263398976392272340788292817795358057099369104917547
08089318410561463223382174656373212482263830921032977
01648054726243842374862411453093812206564914032751086
64339451751216152654536133311131404243685480510676584
34935238369596534280717687753283482343455573667197313
92746273629108210679280784718035329131176778924659089
93863545932789452377767440619224033763867400402133034
32974969020283281459334188268176838930720036347956231
17103101291953169794607632737589253530772552375943788
43450406771555577905645044301664011946258097221672975
86150269684431469520346149322911059706762432685159928
34709891284706740862008587135016260312071903172086094
08129832158107728207635318662461127824553720853236530
57759564300725177443150515396009051686032203491632226
40885248852433158051534849622434848299380905070483482
44932745373262456775587908918719080366205800959474315
00524025327097469953187707243768259074199396322659841
47498193609285223945039707165443156421328157688908058
78318340491743455627052022356484649519611246026831397
09750693826487066132645076650746115126775227486215986
42530711298441182622661057163515069260029861704945425
04749137811515413994155067125627119713325276363193960
69028956502882686083622410820505624307017949761711212
33066073310059947366875



[edit on 3-3-2009 by EverythingYouKnowIsWrong]


reply posted on 3-3-2009 @ 10:26 PM by greenorbs
Originally posted by EverythingYouKnowIsWrong
Originally posted by greenorbs

I just remembered to add that the number to look for must not contain 5. Since Phi to ten decimal places does not have a 5 and reduces to 1237 using the technique, I used to the code to look for numbers that did not have 5.



Lol yeah I figured that one out after a few runs through the debugger

Anyway I managed to finish the program. I analyzed the first 50,000 Fibonacci numbers and only found 23 as well, so your results are verified, so far. I'm going to check higher, but I'm seriously doubting there could possibly be another one without a 5 in it.

Here is a screenshot showing the results of the first 10000 Fibonacci numbers.



And here is the 10,000th Fibonacci number if anyone's interested:

33644764876431783266621612005107543310302148460680063
90656476997468008144216666236815559551363373402558206
53326808361593737347904838652682630408924630564318873
54544369559827491606602099884183933864652731300088830
26923567361313511757929743785441375213052050434770160
22647583189065278908551543661595829872796829875106312
00575428783453215515103870818298969791613127856265033
19548714021428753269818796204693609787990035096230229
10263681314931952756302278376284415403605844025721143
34961180023091208287046088923962328835461505776583271
25254609359112820392528539343462090424524892940390170
62338889910858410651831733604374707379085526317643257
33993712871937587746897479926305837065742830161637408
96917842637862421283525811282051637029808933209990570
79200643674262023897831114700540749984592503606335609
33883831923386783056136435351892133279732908133732642
65263398976392272340788292817795358057099369104917547
08089318410561463223382174656373212482263830921032977
01648054726243842374862411453093812206564914032751086
64339451751216152654536133311131404243685480510676584
34935238369596534280717687753283482343455573667197313
92746273629108210679280784718035329131176778924659089
93863545932789452377767440619224033763867400402133034
32974969020283281459334188268176838930720036347956231
17103101291953169794607632737589253530772552375943788
43450406771555577905645044301664011946258097221672975
86150269684431469520346149322911059706762432685159928
34709891284706740862008587135016260312071903172086094
08129832158107728207635318662461127824553720853236530
57759564300725177443150515396009051686032203491632226
40885248852433158051534849622434848299380905070483482
44932745373262456775587908918719080366205800959474315
00524025327097469953187707243768259074199396322659841
47498193609285223945039707165443156421328157688908058
78318340491743455627052022356484649519611246026831397
09750693826487066132645076650746115126775227486215986
42530711298441182622661057163515069260029861704945425
04749137811515413994155067125627119713325276363193960
69028956502882686083622410820505624307017949761711212
33066073310059947366875



[edit on 3-3-2009 by EverythingYouKnowIsWrong]


Great job! You are a good programmer to pull that together so fast.

Here's another interesting coincidental property of the 1237 numbers:

Phi to ten decimals, 1.6180339887, occurs for the first time as the ratio between F(27) and F(26).

F(27) = 196,418
F(26) = 121,393

196,418 / 121,393 = 1.6180339887... and this reduces to 1237.

The next Fibonacci number is F(28) = 317,811, which is the first in the sequence that reduces to 1237.
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