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I can only update this chart on Wednesdays, Fridays, Satuadays, and Sundays unpredictably randomly. If you want to see the value for today, please check PsiCubed2's Current Value Of PEGG. The page is gone now.

The age of E

This age lasted for 32 days.

This is the first "age" of PEGG. In this age, X is added by 0.01*(The hundredth place of the previous day's DJIA closing price) and PEGG is 10^X.

Therefore, PEGG grows approximately exponentially.

date what number DJIA on
previous day ended with
hundredth place of the
DJIA closing value (n)
0.01*n^2 X PEGG value
May 8th (unused) (unused) (unused) 0.001
May 9th21012.2880.640.644
May 10th20975.7880.641.2819
May 11th20943.1110.011.2919
May 12th20919.4220.041.3321
May 13th20896.6110.011.3421
May 14th(market closed)10.011.3522
May 15th(market closed)10.011.3622
May 16th20981.9440.161.5233
May 17th20979.7550.251.7758
May 18th20606.9330.091.8672
May 19th20663.0220.041.9079
May 20th20804.8440.162.06114
May 21st(market closed)40.162.22165
May 22nd(market closed)40.162.38239
May 23rd20894.8330.092.47295
May 24th20937.9110.012.48301
May 25th21012.4220.042.52331
May 26th21082.9550.252.77588
May 27th21080.2880.643.412570
May 28th(market closed)80.644.0511220
May 29th(market closed)80.644.6948977
May 30th(Memorial Day)80.645.33213796
May 31st21029.4770.495.82660693[1]
June 1st21008.6550.256.071174897[2]
June 2nd21144.1880.646.715128613
June 3rd21206.2990.817.5233113112
June 4th(market closed)90.818.33213796208
June 5th(market closed)90.819.141380384264
June 6th21184.0440.169.301995262314
June 7th21136.2330.099.392454708915
June 8th21173.6990.8110.2015848931924


And something interesting happens. Since X gor over 10, the definition's rule (e) is applied.

  • (e-1) Increment the letter in Y by one.
    Y was "E", so Y becomes "F". In this log, it means proceeding to the next age.
  • (e-2) Convert the new value of PEGG to the form <the new letter in Y>m
    So we have to convert E10.20 into F. I will use "Lc" for the appreviation of common logarithm.
    E10.20=EELc10.20(~EE1.0086)=EEELcLc10.20(~EEE0.00372)=F(2+LcLc10.20)
  • (e-3) int(mK)/K→X
    "m" is what comes after F, which is 2+LcLc10.20 in this case. m starts with 2.003719, so int(mK)=2003. and divide that by K, so X becomes 2.003. (Recall that K=1000)
  • (e-4) 0.7xZ→Z
    Z was 0.01, so Z becomes 0.007.
  • (e-5) 10K→K
    Now K becomes 10000.

The age of F

This age lasted for 30 days.

It gets slower because Z gets smaller. Each age will take about 1.4 times longer than te previous one.

Starting Values:

  • X=2.003
  • Y="F"
  • Z=0.007
  • K=10000

And now, by the definition of Fx, PEGG will grow tetrationally.

date what number DJIA on
previous day ended with
hundredth place of the
DJIA closing value (n)
0.007*n^2 X PEGG value
June 9th21182.5330.0632.0663.911799621*10^14 [3]
June 10th21271.9770.3432.4097.01794444*10^366 [4]
June 11th(market closed)70.3432.7526.77989*10^446035
June 12th(market closed)70.3433.09510^(3.627435693*10^17)
June 13th21235.6770.3433.43810^(3.43866351*10^551)
June 14th21328.4770.3433.78110^(9.7976*10^1095181)
June 15th21374.5660.2524.03310^10^(9.851936791*10^11)
June 16th21359.90100.7004.73310^10^(4.26682*10^255589)
June 17th21384.2880.4485.18110^10^10^(7.744211001*10^32)
June 18th(market closed)80.4485.62910^10^10^(3.300782*10^18029)
June 19th(market closed)80.4486.07710^10^10^10^(4.276104190*10^15)
June 20th21528.9990.5676.64410^10^10^10^(7.029299*10^25441)
June 21st21467.1440.1126.75610^10^10^10^(3.70454*10^503086)
June 22nd21410.0330.0636.81910^10^10^10^(2.4039*10^3906060)
June 23rd21397.2990.5677.38610^10^10^10^10^(3.33337535*10^270)
June 24th21394.7660.2527.63810^10^10^10^10^(1.438078*10^22136)
June 25th(market closed)60.2527.89010^10^10^10^10^(2.762*10^57872356)
June 26th(market closed)60.2528.14210^10^10^10^10^10^(2.314227547*10^24)
June 27th21409.5550.1758.31710^10^10^10^10^10^(6.70745934*10^118)
June 28th21310.6660.2528.56910^10^10^10^10^10^(1.1176504*10^5091)
June 29th21454.6110.0078.57610^10^10^10^10^10^(2.5846872*10^5848)
June 30th21287.0330.0638.63910^10^10^10^10^10^(4.320149*10^22652)
July 1st21349.6330.0638.70210^10^10^10^10^10^(1.62497*10^108394)
July 2nd(market closed)30.0638.76510^10^10^10^10^10^(3.71883*10^662265)
July 3rd(market closed)30.0638.82810^10^10^10^10^10^(1.3981*10^5367432)
July 4th21479.2770.3439.17110^10^10^10^10^10^10^(2.372060665*10^30)
July 5th(Independent Day)70.3439.51410^10^10^10^10^10^10^(3.1518472*10^1844)
July 6th21478.1770.3439.85710^10^10^10^10^10^10^(8.466*10^15649114)
July 7th21320.0440.1129.96910^10^10^10^10^10^10^(2.0*10^2046815771)
July 8th21414.3440.11210.08110^10^10^10^10^10^10^10^(1.080888110*10^16)


And something interesting happens. Since X gor over 10, the definition's rule (e) is applied.

  • (e-1) Increment the letter in Y by one.
    Y was "F", so Y becomes "G". In this log, it means proceeding to the next age.
  • (e-2) Convert the new value of PEGG to the form <the new letter in Y>m
    So we have to convert F10.081 into F. I will use "Lc" for the appreviation of common logarithm.
    F10.081=FELc10.081=FE(10^LcLc10.081)=FF(1+LcLc10.081)=FF(10^Lc(1+LcLc10.081))=G(2+(Lc(1+LcLc10.081)))
  • (e-3) int(mK)/K→X
    "m" is what comes after G, which is 2+Lc(1+LcLc10.081) in this case. m starts with 2.000659, so int(mK)=20006. and divide that by K, so X becomes 2.0006. (Recall that K=10000)
  • (e-4) 0.7xZ→Z
    Z was 0.007, so Z becomes 0.0049.
  • (e-5) 10K→K
    Now K becomes 100000.

The age of G

Now it will be twice slower than the age of E.

Starting Values:

  • X=2.0006
  • Y="G"
  • Z=0.0049
  • K=100000

And now, by the definition of Gx, PEGG will grow pentationally.

Gx is supposed to be continuous 10^^^x, so let's check the definition for non-integeers:

10^^^x=10^^(10^^^(x-1)) for x>1 and 10^^^x=10^x for x<=1.

date what number DJIA on
previous day ended with
hundredth place of the
DJIA closing value (n)
Z*n^2 X PEGG value
July 9th(market closed)40.07842.0790(10↑)^38 1.942598686 [5]
July 10th(market closed)40.07842.1574(10↑)^542 1.28314623 [6]
July 11th21408.5220.01962.1770(10↑)^1531 8.4872136[7]
July 12th21409.0770.24012.417110↑↑3.306809*10^12583
July 13th21532.1440.07842.495510↑↑10^(1.918011376*10^22[8])
July 14th21553.0990.39692.892410↑↑10^10^10^10^10^(4.1648*10^2453549)
July 15th21637.7440.07842.970810↑↑10^10^10^10^10^10^10^(5.70068837*10^172)
July 16th(market closed)40.07843.049210↑↑10↑↑20
July 17th(market closed)40.07843.127610↑↑10↑↑156
July 18th21629.7220.01963.147210↑↑10↑↑340
July 19th21574.7330.04413.191310↑↑10↑↑3771
July 20th21640.7550.12253.313810↑↑10↑↑109191261103530
July 21st21611.7880.31363.627410↑↑10↑↑10^10^(6.994744708*10^54[9])
July 22nd21580.0770.24013.867510↑↑10↑↑10^10^10^10^10^(2.74148776*10^222[10])
July 23rd(market closed)70.24014.107610↑↑10↑↑10↑↑81
July 24th(market closed)70.24014.347710↑↑10↑↑10↑↑(3.512923082*10^48[11])
July 25th21513.1770.24014.587810↑↑10↑↑10↑↑10^(6.057*10^26709072)
July 26th21613.4330.04414.631910↑↑10↑↑10↑↑10^10^(1.576789697*10^84[12])
July 27th21711.0110.00494.636810↑↑10↑↑10↑↑10^10^(2.21141585*10^142[13])
July 28th21796.5550.12254.759310↑↑10↑↑10↑↑10^10^10^(1.933592*10^363689)
July 29th21830.3110.00494.764210↑↑10↑↑10↑↑10^10^10^(2.20015*10^2892618)
July 30th(maeket closed)10.00494.769110↑↑10↑↑10↑↑10^10^10^(1.694*10^33150873)
July 31st(maeket closed)10.00494.774010↑↑10↑↑10↑↑10^10^10^(1.02*10^586711890)
August 1st21891.1220.01964.793610↑↑10↑↑10↑↑10^10^10^10^(3.858102576*10^44)
August 2nd21963.9220.01964.813210↑↑10↑↑10↑↑10^10^10^10^(1.0007428*10^1562)
August 3rd22016.2440.07844.891610↑↑10↑↑10↑↑10^10^10^10^10^(1.7480*10^1520194)
August 4th22026.10100.49005.381610↑↑10↑↑10↑↑10↑↑(2.31315717*10^360)
August 5th22092.8110.00495.386510↑↑10↑↑10↑↑10↑↑(1.33704864*10^528)
August 6th(market closed)10.00495.391410↑↑10↑↑10↑↑10↑↑(1.68094748*10^797)
August 7th(market closed)10.00495.396310↑↑10↑↑10↑↑10↑↑(6.4675949*10^1242)
August 8th22118.4220.01965.415910↑↑10↑↑10↑↑10↑↑(1.780508*10^10772)
August 9th22085.3440.07845.494310↑↑10↑↑10↑↑10↑↑10^(9.161355741*10^20)
August 10th22048.70100.49005.984310↑↑10↑↑10↑↑10↑↑10^10^10^10^10^10^10^(4.010447*10^26013)
August 11th21844.0110.00495.989210↑↑10↑↑10↑↑10↑↑10^10^10^10^10^10^10^(3.79299*10^479193)
August 12th21858.3220.01966.008810↑↑10↑↑10↑↑10↑↑10↑↑11
August 13th(market closed)20.01966.028410↑↑10↑↑10↑↑10↑↑10↑↑14
August 14th(market closed)20.01966.048010↑↑10↑↑10↑↑10↑↑10↑↑20
August 15th21993.7110.00496.052910↑↑10↑↑10↑↑10↑↑10↑↑22
August 16th21998.9990.39696.449810↑↑10↑↑10↑↑10↑↑10↑↑(6.9659*10^3653774)
August 17th22024.8770.24016.689910↑↑10↑↑10↑↑10↑↑10↑↑10^10^(2.256*10^76284806)
August 18th21750.7330.04416.734010↑↑10↑↑10↑↑10↑↑10↑↑10^10^10^(7.86749023*10^426)


references

  1. first un-Prime-Daifugo-able number
  2. prime number
  3. 391179962189184
  4. 7017944445748437990163875525082332824564119870314768738764095052157489097452200170805248422840206503604886087272063493697848091389039576012600785035515996537642220444560874335056342372240669438935647937455646914364420811496724386849418162412354585368984887602908898538274391428362121292906117738901383562976416882220605438505913840762691121574446029559915935670893407
  5. (10↑)^36 (4.1598670*10^87)
  6. (10↑)^540 (1.560086989*10^19)
  7. (10↑)^1529 (4.18*10^307053226)
  8. 19180113762348886986230.594...
  9. 6994744708368421428134387313637206190585496763626562296
  10. 2741487760317834272315146890497329280655274883912058885010986614883150329969624399269222734265096971246603824909360963285140751369187847209969997649447578702355254254807818609431907246465961942105536817218270196142693302850
  11. 3512923082729972084682493074219698336184886920007
  12. 1576789697633688421079638675763718292093541817048176879238746618042185578924574926213
  13. 22114158540112537695118708748981531871370932924942956905286244709217158262045775801477838275463123025961078652883166603687542930428384897911186

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