For what value of x is f(x)=x^(1/x) a maximum?

f'(x)=x^(1/x-2)(1-lnx)=0,         

x=e and gives a maximum of e^(1/e)=1.444667861...
Since         = 3, consider
.
Given that C MRB =
it follows that
where A is the Glaisher-Kinkelin constant.
user90369 (https://math.stackexchange.com/users/332823/user90369), High precision
evaluation of the series $\sum_{n=3}^\infty (-1)^n (1-n^{1/n})$, URL (version: 2019-07-16):
https://math.stackexchange.com/q/3294599
CMRB from Steiner's Problem
eta formula proof
.
These first equations were first published
in book form by
Finch, Steven R. (2003). Mathematical Constants.
Cambridge, England: Cambridge University Press. p. 450.
ISBN 0-521-81805-2
.
The following formulas were first published in book form by
Crandall, R. E. "The MRB Constant." §7.5 in Algorithmic Reflections:
Selected Works. PSI Press, pp. 28-29, 2012.
They are an application of
Fubini’s theorem for double series.
The following identities are applications of the Abel-Plana formula,
first published  by
The Online Encyclopedia of Integer Sequences oeis.org/wiki/MRB_constant
Dark Malthorp
(https://math.stackexchange.com/users/532432/dark-malthorp), What
are some working models that are a fit the formula for the MRB
constant?, URL (version: 2020-01-12):
https://math.stackexchange.com/q/3505694

{{u -> -3.205281240093347156628042917392342206845495258334899739232149151500845258217206440409918401887943074},
{u -> -1.975955817063408761652299553542124207955844914033641475935228264550492865978094627264109660184110877},
{u -> -1.028853359952178482391753039155168552490590931630510790413956782402957713372878008212396966920395899},
{u ->  0.02332059641642379960870201829771316178976827597634872153712935185694600973532346147587251063387838184},
{u -> 1.028851065679287940491239061962065335882572934488973325479147532561027453451485653303655759243419286},
{u -> 1.975930036556044011032057974393627818460615746707424999683678154612112980778643821981630632223625195},
{u -> 3.377688794565491686010340135121834601964847740798723565007400061225550945863584207850080547920439455},
{u -> 4.218664066279720330451890569753298644162048163522884025276106357736553673659421134883269758349165422}}
or
u=infinity


The MRB constant is defined at http://mathworld.wolfram.com/MRBConstant.html.
After a lot of looking I found a connection between the MRB constant and applied math:  

The MRB constant is ∑(−1)^k(k^(1/k)−1), and that k^(1/k)−1 is the interest rate
to multiply an investment k times in k periods -- as well as other growth models
involving the more general expression (1+k)^n --
since
((k^(1/k)−1)+1)^k|k∈Z+=k. and ((k^(1/n)−1)+1)^n|n∈Z+=k.

We can say, the result of summing, with alternating signs, the interest rate to multiply an investment k times in k
periods (or the equivalent growth model) could be the end "growth" rate resulting from growth, following decay,
following growth, ad infinitum.  
Real life application
Click for the Geometry
of the MRB constant
paper.
Geometry

The Geometry of the MRB Constant
Authors: Marvin Ray Burns
The MRB constant is the upper limit point of the sequence of
partial sums defined by S(x)=sum((- 1)^n*n^(1/n),n=1..x). The
goal of this paper is to show that the MRB constant is
geometrically quantifiable. To “measure” the MRB constant, we
will consider a set, sequence and alternating series of the nth
roots of n. Then we will compare the length of the edges of a
special set of hypercubes or ncubes which have a content of n.
(The two words hypercubes and n-cubes will be used
synonymously.) Finally, we will look at the value of the MRB
constant as a representation of that comparison, of the length of
the edges of a special set of hypercubes, in units of dimension 1/
(units of dimension 2 times units of dimension 3 times units of
dimension 4 times etc.). For an arbitrary example we will use
units of length/ (time*mass* …).
Comments: 8 Pages. This classic paper shows the utter
simplicity of the geometric description of the MRB constant (oeis.
org/A037077).
Download: PDF
Submission history
[v1] 2016-09-06 19:08:36
Inquiries?
bmmmburns@sbcglobal.net
Try to break these CMRB Computational
Records!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
(Click for the full amazing ride!)
(sample to the right) ->->
{{u ->1.333754341654332447320456098329979657122884399228753780402849117971679458574998581211071632367720673},
{u -> 2.451894470180356539050514838856255986670981536525622143367559422740744344429034215340055686290476534}}
or
u=infinity
Or let x=1 and
The MRB constant is related to the following oscillating divergent series
Its partial sums
are bounded within the closed interval
and where the MRB constant is defined as
since
The MRB constant can be explicitly defined by the following infinite sums
thus fulfilling the necessary and sufficient conditions for the
convergence of an alternating series.
where
converges. (Remember what this means in the case of infinite sums of positive
terms: it means that there is a number K such that every finite partial sum S is
bounded above by K; the least such upper bound will be the number that the
infinite sum converges to.) So take any such finite partial sum S, and rearrange
its terms so that the terms in the m=2 column come first, then the terms in the
m=3 column, and so on. An upper bound for the terms of S in the m=2 column is
ζ(2)(2)2!. Put that one aside.
So now we check the absolute convergence of the right-hand side, i.e., that
which certainly converges. So we have absolute convergence of the doubly infinite
sum.

Thus we are in a position to apply the Fubini theorem, which justifies the
rearrangement expressed in the first of the following equations
giving us what we wanted.
then
bounds together, an upper bound for the entire doubly infinite sum would be
For the m=3 column, an upper bound is
(we drop the n=1 term
which is 0). By calculus we have
for all n≥2, so this has upper
bound
by an integral test, which yields
as an upper
bound. Applying the same reasoning for the m column from m=4 on, an upper
bound for that column would be
Adding all those upper
Let x=25.65665403510586285599072933607445153794770546058072048626118194900973217186212880099440071247391598 and
I discovered the following via the Mathematica notebook to the right. ->->
Integrated analog of the CMRB series
The integrated analog of the series is a complex-valued integral of oscillatory character



Not convergent in the continuum limit at  ,         the limit of the sequence of integrals with an
integral difference in the upper limits 2n  exists.
Ultraviolet limit MI of the sequence of oscillatory integrals
The ultraviolet limit of the sequence of oscillatory integrals is defined as



and has been evaluated by
Richard J. Mathar.


The decimal expansion of the real part of MI is

The decimal expansion of the imaginary part of MI is
The MRB constant notebook

m=the MRB constant. We looked at how n^m-m is similar to E^Pi-Pi (a near integer). One might think this is off the subject of breaking computational records of
the MRB constant, but it also could help show whether there exists a closed-form for computing and checking the digits of m from n^m-m=a near integer and n
is an integer.

So, I decided to make an extremely deep search of the n^m-m=a near integer, and n is an integer field. Here are the pearls I gleaned:

In[35]:= m =
NSum[(-1)^n (n^(1/n) - 1), {n, 1, Infinity}, WorkingPrecision -> 100,
Method -> "AlternatingSigns"];

In[63]:= 225897077238546^m - m

Out[63]= 496.99999999999999975304752932252481772179797865

In[62]:= 1668628852566227424415^m - m

Out[62]= 9700.9999999999999999994613109586919797992822178

In[61]:= 605975224495422946908^m - m

Out[61]= 8019.9999999999999999989515156294756517433387956

In[60]:= 3096774194444417292742^m - m

Out[60]= 10896.0000000000000000000000096284579090392932063

In[56]:= 69554400815329506140847^m - m

Out[56]= 19549.9999999999999999999999991932013520540825206

In[68]:= 470143509230719799597513239^m - m

Out[68]= 102479.000000000000000000000000002312496475978584

In[70]:= 902912955019451288364714851^m - m

Out[70]= 115844.999999999999999999999999998248770510754951

In[73]:= 2275854518412286318764672497^m - m

Out[73]= 137817.000000000000000000000000000064276966095482

In[146]:= 2610692005347922107262552615512^m - m

Out[146]= 517703.00000000000000000000000000000013473353420

In[120]:= 9917209087670224712258555601844^m - m

Out[120]= 665228.00000000000000000000000000000011062183643

In[149]:= 19891475641447607923182836942486^m - m

Out[149]= 758152.00000000000000000000000000000001559954712

In[152]:= 34600848595471336691446124576274^m - m

Out[152]= 841243.00000000000000000000000000000000146089062

In[157]:= 543136599664447978486581955093879^m - m

Out[157]= 1411134.0000000000000000000000000000000035813431

In[159]:= 748013345032523806560071259883046^m - m

Out[159]= 1498583.0000000000000000000000000000000031130944

In[162]:= 509030286753987571453322644036990^m - m

Out[162]= 1394045.9999999999999999999999999999999946679646


In[48]:= 952521560422188137227682543146686124^m - m

Out[48]=5740880.999999999999999999999999999999999890905129816474332198321490136628009367504752851478633240


In[26]:= 50355477632979244604729935214202210251^m - m

Out[26]=12097427.00000000000000000000000000000000000000293025439870097812782596113788024271834721860892874


In[27]:= 204559420776329588951078132857792732385^m - m

Out[27]=15741888.99999999999999999999999999999999999999988648448116819373537316944519114421631607853700001


In[46]:= 4074896822379126533656833098328699139141^m - m

Out[46]= 27614828.00000000000000000000000000000000000000001080626974885195966380280626150522220789167201350


In[8]:= 100148763332806310775465033613250050958363^m - m

Out[8]= 50392582.999999999999999999999999999999999999999998598093272973955371081598246


In[10]=  116388848574396158612596991763257135797979^m - m

Out[10]=51835516.000000000000000000000000000000000000000000564045501599584517036465406


In[12]:= 111821958790102917465216066365339190906247589^m - m

Out[12]= 188339125.99999999999999999999999999999999999999999999703503169989535000879619


In[33] := 8836529576862307317465438848849297054082798140^m - m

Out[33] = 42800817.00000000000000000000000000000000000000000000000321239755400298680819416095288742420653229


In[71] := 532482704820936890386684877802792716774739424328^m - m

Out[71] =924371800.999999999999999999999999999999999999999999999998143109316148796009581676875618489611792


In[21]:= 783358731736994512061663556662710815688853043638^m - m

Out[21]= 993899177.0000000000000000000000000000000000000000000000022361744841282020


In[24]:= 8175027604657819107163145989938052310049955219905^m - m

Out[24]= 1544126008.9999999999999999999999999999999999999999999999999786482891477\
944981


19779617801396329619089113017251584634275124610667^m - m
gives
1822929481.00000000000000000000000000000000000000000000000000187580971544991111083798248746369560.


130755944577487162248300532232643556078843337086375^m - m

gives

2599324665.999999999999999999999999999999999999999999999999999689854836245815499119071864529772632.
i.e.2, 599, 324, 665. 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 689

(51 consecutive 9 s)

322841040854905412176386060015189492405068903997802^m - m

gives

3080353548.000000000000000000000000000000000000000000000000000019866002281287395703598786588650156

i.e. 3, 080, 353, 548. 000, 000, 000, 000, 000, 000, 000, 000, 000, 000, 000, 000, 000, 000, 000, 000, 000,019

(52 consecutive 0 s)


310711937250443758724050271875240528207815041296728160^m - m

gives

11195802709.99999999999999999999999999999999999999999999999999999960263763...
i.e. 11,195,802,709. 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 602, 637,63

(55 consecutive 9s)

1465528573348167959709563453947173222018952610559967812891154^ m - m  
gives
200799291330.9999999999999999999999999999999999999999999999999999999999999900450730197594520134278  
i. e 200, 799, 291, 330.999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 999, 99

(62 consecutive 9 s).
I did a little experimenting and found that the existence of such precise near integers from n^m-m is not specific to the MRB constant due to any internal
quality, only due to the small value of m. You can find similarly precise approximations for n^x-x, where x is 1/E. 1/E(.37) has a value in the same neighborhood
of the MRB constant (.19).
MRB constant
Adell-Lekuona scheme for CMRB =

user43208 (https://math.stackexchange.com/users/43208/user43208),
Is there a more rigorous way to show these two sums are exactly
equal?, URL (version: 2016-02-28):
https://math.stackexchange.com/q/1675189
The MRB constant
"4" is, by far,the most common digit among the
first
5 million of the MRB constant!!!!
(.18785964...)
Here are some record computations. If you know of any others let me know. See the full list in the above link.

On or about Dec 31, 1998, I computed 1 digit of the (additive inverse of ) CMRB with my TI-92s, by adding 1-sqrt
(2)+3^(1/3)-4^(1/4)+... as far as I could. That first digit, by the way, is just 0. Then by using the sum feature, in
approximate mode, to compute ∑1000n=1(−1)n(n1/n), I computed the first correct decimal of CMRB=∑∞n=1(−1)n
(n1/n−1) i.e. (.1). It gave (.1_91323989714) which is close to what Mathematica gives for summing to only an
upper limit of 1000.

On Jan 11, 1999, I computed 4 decimals(.1878) of CMRB with the Inverse Symbolic Calculator, with the
command evalf( 0.1879019633921476926565342538468+sum((-1)^n* (n^(1/n)-1),n=140001..150000)); were
0.1879019633921476926565342538468 was the running total of t=sum((-1)^n* (n^(1/n)-1),n=1..10000), then t=
t+the sum from (10001.. 20000), then t=t+the sum from (20001..30000) ... up to t=t+the sum from (130001..
140000).

In Jan of 1999, I computed 5 correct decimals (rounded to .18786)of CMRB using Mathcad 3.1 on a 50 MHz
80486 IBM 486 personal computer operating on Windows 95.

Shortly afterward I tried to compute 9 digits of CMRB using Mathcad 7 professional on the Pentium II mentioned
below, by summing (-1)^x x^(1/x) for x=1 to 10,000,000, 20,000,000, and a many more, then linearly
approximating the sum to a what a few billion terms would have given.

On Jan 23, 1999, I computed 500 digits of CMRB with an online tool called Sigma. Remarkably the sum in 4. was
correct to 6 of the 9 decimal places! See http://marvinrayburns.com/OriginalMRBPost.html if you can read the
printed and scanned copy there.

In September of 1999, I computed the first 5,000 digits of CMRB on a 350 MHz Pentium II with 64 Mb of RAM
using the simple PARI commands \p 5000;sumalt(n=1,((-1)^n*(n^(1/n)-1))), after allocating enough memory.

On June 10-11, 2003 over a period, of 10 hours, on a 450 MHz P3 with an available 512 MB RAM, I computed
6,995 accurate digits of CMRB.

Using a Sony Vaio P4 2.66 GHz laptop computer with 960 MB of available RAM, at 2:04 PM 3/25/2004, I finished
computing 8000 digits of CMRB.

On March 01, 2006, with a 3 GHz PD with 2 GB RAM available, I computed the first 11,000 digits of CMRB.

...

Washed away by Hurricane Ike -- on September 13, 2008 sometime between 2:00 PM - 8:00 PM EST an almost
complete computation of 300,000 digits of CMRB was destroyed. Computed for a long 4015....
...



Here is my mini-cluster of the fastest 3 computers mentioned below: The one to the left is my custom-built
extreme edition 6 core and later with an 8 core Xeon processor. The one in the center is my fast little 4 core Asus
with 2400 MHz RAM. Then the one on the right is my fastest -- a Digital Storm 6 core overclocked to 4.7 GHz on
all cores and with 3000 MHz RAM.
...
My world record computations!!!!
(Click for the full amazing ride!)
Try to break these CMRB Computational Records(Click for the full amazing ride!)
Try to break these CMRB Computational Records(Click for the full amazing ride!)
Glossary:


(~) Means, "approximately equal to."

(^) Means, "raised to the power of." 2^3 Would mean 2*2*2.

(_) Is a space holder and has no other meaning.

integral(f(x),x= a .. b) Means, "the area under the Univariant graph of f from x=a to x=b "

c^[n]d Means "raised to the power of n times." (This is called a power tower.) 2^[5]3 Would mean 2^(3^(3^(3^(3^(3))))).

Ex Means, "*10^x"

Log[y](x) means Log base y of x.

[f digits] Means, "f digits are omitted from the list."

Let m be the MRB constant = limit(sum((-1)^x*x^(1/x),x=1..2*n),n=infinity)
~0.1878596424620671202485179340542732300559030949001387861720046840894772315646...




List:

The following list of 1067 approximations brings a great deal of order to the alternating sum of integers, to rational powers, that
is the MRB Constant:


I.        (10317/10000-m)*Pi*20656~ 54759.1111111117917

II.        (27747/10000-m)*Pi*22509~182926.111111111448

III.        (77/5000-m)*Pi*57396~-31097.0348971111111114233

IV.        (20003/10000-m)*Pi*54587~ 310815.6111111111774

V.        (1541/2500-m)*Pi*29079~39149.03557111111111586

VI.        (10317/10000-m)*Pi*3227.5~8556.111111111217458495849

VII.        (11001/5000-m)*Pi*668.64~4227.11111111157839106849

VIII.        (6637/10000-m)*Pi*30013~44866.33080111111111581811

IX.        (1387/2500-m)*Pi*60178~ 69371.82222222224994188159

X.        (5931/2000-m)*Pi*61453~536252.0622222222235033972793939

XI.        (137/1250-m)*Pi*-67517~16599.724072222222225431660362098544866664

XII.        (1387/2500-m)*Pi*30089~     34685.91111111112497094

XIII.        (3067/2500-m)*Pi*21786~     71107.92222222225589747

XIV.        (7621/10000-m)*Pi*55524~   100166.92222222227591834

XV.        (2451/10000-m)*Pi*5990800~1077300.92222222226573164

XVI.        (5679/2500-m)*Pi*292.72~ 1916.2222222225292227429656

XVII.        (1049/10000-m)*Pi*-3185.5~30.2222222225536275

XVIII.        (3887/2500-m)*Pi*529.07~ 2272.0222222222078855545

XIX.        (10317/10000-m)*Pi*645.5~1711.222222222243491699

XX.        (41/40-m)*Pi*53620~141018.133333333365549126204

XXI.        (1591/10000-m)*Pi*-53245~4810.7433333333356470215

XXII.        (929/5000-m)*Pi*-24664~159.589833333333326538631592

XXIII.        (28631/10000-m)*Pi*65054~ 546747.3483333333330642325

XXIV.        (28599/10000-m)*Pi*651.3~5467.3133333333369845177

XXV.        (11541/5000-m)*Pi*31793~211780.98423333333333783161

XXVI.        (16687/10000-m)*Pi*34310~159616.8855333333333019

XXVII.        (3977/2500-m)*Pi*514930~2269537.0444444444313996143767

XXVIII.        (29633/10000-m)*Pi*51685E4~4506571775.04444444440

XXIX.        (13371/5000-m)*Pi*56131~438443.091674444444441129688

XXX.        (28599/10000-m)*Pi*54275~455609.4444444447487098

XXXI.        (407/5000-m)*Pi*-61927~20711.66044444444485108863049

XXXII.        (907/2000-m)*Pi*22395~18689.384355555555508883688082

XXXIII.        (20413/10000-m)*Pi*53741~312920.655555555548997716

XXXIV.        (3061/5000-m)*Pi*52816~70409.24990555555555174219889

XXXV.        (6669/2500-m)*Pi*59761~465558.1555555555719604270334

XXXVI.        (21951/10000-m)*Pi*55178~347948.69168555555555

XXXVII.        (5809/2000-m)*Pi*554.28~  4730.545555555555

XXXVIII.        (2343/2500-m)*Pi*55238/9~ 14448.5555555551188242448

XXXIX.        (19817/10000-m)*Pi*66834~376644.05555555551354772180893999

XL.        (41/40-m)*Pi*26.81~70.50906666666668277456310242620033

XLI.        (41/40-m)*Pi*26.81*2500~176272.66666666670693640775

XLII.        (28599/10000-m)*Pi*325.65~2733.65666666666849225885499

XLIII.        (11541/5000-m)*Pi*63586~423561.9684666666666756632203311

XLIV.        (28599/10000-m)*Pi*21710~ 182243.777777777899

XLV.        (5809/2000-m)*Pi*277.14~2365.272777777777364

XLVI.        (3383/1250-m)*Pi*50824~402131.07002777777777

XLVII.        (11001/5000-m)*Pi*167.16~1056.77777777789

XLVIII.        (7383/2500-m)*Pi*634360~5511048.7777777777

XLIX.        (7383/2500-m)*Pi*634360*0.5~2755524.388888888838

L.        (27609/10000-m)*Pi*62914~508561.8388888888839

LI.        (13791/5000-m)*Pi*55828/9~50089.888888888619398008

LII.        (9277/10000-m)*Pi*7000.81~16271.82188888888864668

LIII.        (88813/50000-m)*Pi*70046~349537.027511173188888888828

LIV.        (37717/25000-m)*Pi*70.1025~290.88888888873

LV.        (23383/25000-m)*Pi*70165~164762.57340108888888888

LVI.        (39519/25000-m)*Pi*702342~3073396.288888888882

LVII.        (87547/50000-m)*Pi*703224~3453224.888888888

LVIII.        (5797/5000-m)*Pi*703564~ 2147406.81888888888

LIX.        (3147/2000-m)*Pi*7053.54~ 30704.8888888887

LX.        (46613/25000-m)*Pi*70.6022~371.8888888880

LXI.        (86201/50000-m)*Pi*706628~3410179.728126807888888888

LXII.        (20851/12500-m)*Pi*7.07250~32.88888888811

LXIII.        (12499/10000-m)*Pi*707288~2359865.12831262888888888689

LXIV.        (21687/12500-m)*Pi*707410~3438266.6433865888888888

LXV.        (6483/6250-m)*Pi*.707838~1.888888888

LXVI.        (50673/50000-m)*Pi*708829~1838489.7900888888888785

LXVII.        (54777/50000-m)*Pi*.31172~0.8888888888872114749998

LXVIII.        (99613/50000-m)*Pi*1178~6677.717888888888223875628635565

LXIX.        (73623/50000-m)*Pi*12465~50304.8888888884966506526505665

LXX.        (10317/10000-m)*Pi*2582~6844.8888888889739667966792454

LXXI.        (73939/50000-m)*Pi*6506~26385.38170093907888888888051

LXXII.        (36447/25000-m)*Pi*703406~2806510.191450719888888888[28digits]5000005500

LXXIII.        (2^5/5^3-m)*Pi*4.143~     0.8868888888881510150214198

LXXIV.        (991/1250-m)/Pi*10428~   2007.99999999912759129

LXXV.        (3127/5000-m)*Pi*2198.5~3021.9999999991518540101

LXXVI.        (11499/5000-m)*Pi*64.654~428.969999999990034987157191279

LXXVII.        (1011/500-m)*Pi*25223/2~72668.999999999234089

LXXVIII.        (3127/5000-m)*Pi*4397/20~ 302.199999999915185

LXXIXb .        log[m](exp(-m))-4466/39750 ~0.000000000519991982697690183242

LXXX.        (27117/10000-m)*Pi*26405000~ 209362032.199999999991

LXXXI.        (16687/10000-m)*Pi*1029~47885.0656599999999905768

LXXXII.        (69517/50000-m)*Pi*700411~2645945.056249999999998089072039

LXXXIII.        (9569/5000-m)*Pi*700435~ 3797899.7411159999999997055115

LXXXIV.        (48827/25000-m)*Pi*1161.1~6438.99999999957818667

LXXXV.        (19349/12500-m)*Pi*.702123~2.9999999995734786345744785

LXXXVI.        (4638/3125-m)*Pi*702591~2861265.0879999999998315604891

LXXXVII.        (16687/10000-m)*Pi*10293~47885.0656599999999905768

LXXXVIII.        (3238/3125-m)*Pi*6866~18297.987299999999933137905

LXXXIX.        (963/625-m)*Pi*705818E7~    29999999959955.

XC.        (38471/25000-m)*Pi*706842E7~29999999978997.

XCI.        (4191/10000-m)*Pi*66353/10~4820.29999999911992

XCII.        (8727/12500-m)*Pi*8281~13275.7336299999999943696339333

XCIII.        (21209/25000-m)*Pi*8349~17324.3676192329899999999927873

XCIV.        (1.09554-m)*Pi*.70137~ 1.99999999999

XCV.        (1.54792-m)*Pi*.702123~2.999999999

XCVI.        (1.98356-m)*Pi*.709049~3.99999999

XCVII.        (10317/10000-m)*Pi*23238~61604.00000000076570117

XCVIII.        (591/10000-m)*Pi*-27448~ 11103.000000000598443547485094

XCIX.        (6791/10000-m)*Pi*3598000~    5552711.000000000055922

C.        (2579/5000-m)*Pi*5671E7~  58425762074.0000000000636

CI.        (749/1000-m)*Pi*8189~14436.17866529253000000000013055

CII.        (1167/10000-m)*Pi*-534E27~119378161735144002723378303931.00000000005023871

CIII.        119378161735144002723378303931.00000000005023871

CIV.        (10317/10000-m)*Pi*580.95~1540.100000000019142529252

CV.        (1291/500-m)*Pi*665.46~5005.20000000026

CVI.        (1291/500-m)*Pi*554.55~   4171.000000000219243841253898

CVII.        (1291/500-m)*Pi*554.55*4~16684.00000000087697

CVIII.        (2579/5000-m)*Pi*28355000000~29212881037.0000000000318223


CIX.        10^10*(m +m^(1/2))^50~ 0.4619
CX.        m^[33]m              ~ 0.4619

CXI.        m - 1/7*integral(x^(1/x),x= 6.995 .. 8.0004778) ~ 6.79548E-10

CXII.        sqrt(21*(m-12500000/1290365940577206941)^5+28*Pi+7)~ 9.7452299999999999999999999999999999

CXIII.        sqrt(1+5*Pi+10*(m+sin(125/37584486))^15)~4.087537555555555555555559

CXIV.        sqrt((9*2+1)*m^(9*2)+9^2)~  9.0000000000000[42 digits]7777797

CXV.        sqrt(81*m+10*Pi+11)~    7.5916110000002877600[346 digits]0000006

CXVI.        sqrt(97*m^2+24*Pi+2)~   8.9900764444444341903333633423[946 digits]44433

CXVII.        sqrt(101*m^12+11*Pi+12)~6.823307070960340277777777[1289 digits]777779

CXVIII.        sqrt(91*m^4+7*Pi+8)~    5.486755555557315[1517 digits]55555425

CXIX.        sqrt(78*m^5+24*Pi+4)~   8.9115920941302_12345678

CXX.        sqrt(54*m^9+25*Pi+2)~   8.974398702741878899071864371_87654321

Let C~coth(3.1414*137/42)
CXXI.        (m^150/15^23)^2  E272~ 1.12162974149
CXXII.        (C*2002/13347)^23 E19~ 1.12162974149

Let A~0.11111111139059918350072154839136986358808740782084874...
CXXIII.        (2002/1483*A)^23 E19~
1.1216297414869533884519414361492185566775625758888
CXXIV.        (m^150/15^23)^2 E272~
1.1216297414869533884519414361492185566775625758888


CXXV.        1499/7047*m^(817/31) ~ 1.548089809999999999209209 E-20

CXXVI.        18*m^(817/31) ~ 1.310000000261907937956579 E-18

CXXVII.        1056/3901 *m^(183/68)~ 0.3007777777777314395065501985

CXXVIII.        9 *m^(183/68)~ 0.1000000662878633817200328686

CXXIX.        (34/3)   E129 *m^178~ 6.262087610450000000142446878298305091177204938399999

CXXX.        (17/50)   E130*m^178~1.8786262831350000000427340634894915273531614815199999

CXXXI.        136/2289  *m^178      ~    3.2828768600000000000746772  E-131

CXXXII.        884/(189*109)  *m^178      ~    2.37096662111111111116504468 E-131

CXXXIII.        782/(105*109)  *m^178      ~    3.7753083890000000000858788  E-131

CXXXIV.        68/(63*109)    *m^178      ~    5.4714614333333333334577954  E-132

CXXXV.        68/(21*109)    *m^178      ~    1.64143843000000000003733863 E-131

CXXXVI.        68/(7 *109)    *m^178      ~    4.9243152900000000001120158  E-131

CXXXVII.        68/(1 *109)    *m^178      ~    3.4470207030000000000784111  E-130

CXXXVIII.        884/(21 *109)  *m^178      ~    2.1338699590000000000485402  E-130

CXXXIX.        6800/6867      *m^178      ~    5.471461433333333333457795   E-130

CXL.        544/763        *m^178      ~    3.9394522320000000000896127  E-130

CXLI.        680/2289       *m^178      ~    1.64143843000000000003733    E-130

CXLII.        15640/20601    *m^178      ~    4.19478709888888888898430984 E-130

CXLIII.        43E39          *m^(930/17) ~    8.088888888888243454781704835

CXLIV.        29             *m^(244/55) ~    0.017412426867700000002680807

CXLV.        33             *m^(7/39)   ~   24.44423000000055931437166579

CXLVI.        87             *m^(300/23) ~    0.0000000293617667629999999466439786

CXLVII.        .07*(4*m^3+59*m^2+138*m)-.629~           1.333333333333006036[1019 digits]686477777417

CXLVIII.        .04*m^3+5.63*m^2+7.28*m-.5665731~        1.000000000000000072697

CXLIX.        85*m^3+580*m^2+798*m~                  170.944450000000584744821423

CL.        93*m^3+364*m^2+958*m~                  193.4321222222222330557366

CLI.        54*m^3+330*m^2+941*m~                  188.780043733333333310

CLII.        12*m^3+177*m^2+414*m+15.9~              99.99999999999  

CLIII.        71*m^3+187*m^2+500*m-1~                 99.9999999

CLIV.        3*(4*m^3+59*m^2+138*m)~                 84.09999999999

CLV.        83*m^3+485*m^2+280*m+7.510550474831~    77.77777777777771111111111  

CLVI.        10*m^3+394*m^2+279*m~                   66.38388888888822223897571467

CLVII.        39*m^3+134*m^2+159*m~                   34.8572722450999999999

CLVIII.        .6*(4*m^3+59*m^2+138*m+.3)~             16.9999999999971945956

CLIX.        10*m^3+139*m^2+723*m~                  140.7943025992222222220463012

CLX.        13*m^3+195*m^2+859*m~                  168.3394131111111112531981521

CLXI.        81*m^3+976*m^2+921*m+792~              999.999999945290

CLXII.        95*m^3+993*m^2+385*m-8~                 99.9999999651918979

CLXIII.        10*m^3+789*m^2+421*m-7~                 99.99999999856215157258758960

CLXIV.        12*m^3+670*m^2+282*m+1.07~              77.771111111119129159

CLXV.        31*m^3+636*m^2+147*m-16.93279~          33.33333325333333333866206

CLXVI.        31*m^3+728*m^2+980*m+790~              999.99999998870500815065

CLXVII.        20*m^3+788*m^2+558*m+645~              777.767777777776444477

CLXVIII.        20*m^3+295*m^2+690*m+526.5~            666.66666666664328829669780

CLXIX.        16*m^3+729*m^2+420*m+339.71~           444.4444444444477868186118688

CLXX.        92*m^3+701*m^2+761*m-57.1991814~       111.1111111111111111887830831

CLXXI.        85*m^3+272*m^2+542*m~                  111.98267798779088888888873737

CLXXII.        45*m^3+745*m^2+444*m~                  110.0000000086065208302871377

CLXXIII.        80*m^3+701*m^2+467*m-3~                110.0000000186508900879866858

CLXXIV.        32*m^3+224*m^2+259*m-6.77303996~        50.00000000022057310000000000

CLXXV.        67*m^3+226*m^2+165*m-.00574797332686~   39.41111111111111111111111953

CLXXVI.        4*m^3+59*m^2+138*m+5.3~                 33.333333333328[1326 digits]4604690808000

CLXXVII.        .02*(1001*m^2+25*m+2.58375203781+83/m+8/m^2)~         14.222222222222240222222222

CLXXVIII.        1065*m^2+6*m-208.49544+99/m+7/m^2~                   555.55555555888888888390109

CLXXIX.        .042*m^2+.112*m+.7381+.029/m+.003/m^2~                 1.0000000000086681088616

CLXXX.        .0609*m^2+.098*m+.8864+.0063/m+.0021/m^2~              0.9999999999991521099

CLXXXI.        .03/80*(28*m^2+127*m-163+55/m+5/m^2)~                  0.111111111111148684099

CLXXXII.        .27/80*(-163+5/m^2+55/m+127*m+28*m^2-41.6397974*m^16)~ 0.999999999999999999999999

CLXXXIII.        113*m^2+253*m-6.4676551+5/m+1/m^2~        100.0000000001900000000564070

CLXXXIV.        137*m^2+148*m-45.4+24/m+3/m^2~            200.0000000000522

CLXXXV.        191*m^2+238*m+477+46/m+8/m^2~            1000.0000000146490190

CLXXXVI.        160*m^2+95*m+314+61/m+8/m^2~              888.88888885188208

CLXXXVII.        2*(705*m^2+28*m+54/m+4/m^2)~              861.8632044910000000052105089

CLXXXVIII.        3*(819*m^2+45*m+12/m+7/m^2)+404.99/4~    1000.000000000000422

CLXXXIX.        3*(819*m^2+45*m+12/m+7/m^2)~              898.7525000000004228495978576

CXC.        199*m^2+2*m+155.6174226+68/m+5/m^2~       666.666666666666666

CXCI.        175*m^2+82*m-82.5066051+63/m+6/m^2~       444.444444444444444645794

CXCII.        3/5*(921*m^2+41*m+87/m+7/m^2)~            421.0000000060305662204104732

CXCIII.        7*(920*m^2+3*m+77/m+7/m^2)~              4488.83034700000000811848

CXCIV.        7*(622*m^2+7*m+19/m+10/m^2)~             2854.333333336643129342817728

CXCV.        8*(819*m^2+45*m+12/m+7/m^2)~             2396.673333333334460932260954

CXCVI.        8*(805*m^2+4*m-312.51875+74/m+1/m^2)~    1111.111111111507619155806615

CXCVII.        6/5*(819*m^2+45*m+.5+12/m+7/m^2)~         360.10100000000016913983914

CXCVIII.        2/3*(819*m^2+45*m-131.67/4+12/m+7/m^2)~   177.7777777777778717443550795

CXCIX.        127*m^2+40*m+146+1/m+6/m^2~               333.333333363

CC.        .003*(805*m^2+20*m-299/6+34/m+6/m^2)~       1.00000000007527022828441

CCI.        .0018*(805*m^2+35*m-250.7926785+97/m+9/m^2)~1.00000000000000000477249

CCII.        .001*(m^2+81*m+240+92/m+9/m^2)~             1.00000000097744

CCIII.        4*(34*m^2+35*m+1836.25+70/m+10/m^2)~     9999.99999999042022

CCIV.        4*(72*m^2+35*m+67/m+3/m^2)~              1803.08888888881913

CCV.        4/3*(83*m^2+29*m-542+63/m+7/m^2)~           0.111111112265225

CCVI.        141*m^2+75*m+740+8/m+7/m^2~               999.9999993001829

CCVII.        205/18/(m^2+(3.36951)^2)~                   1.00000000030933

CCVIII.        82/(m^2+(3.36951)^2)~                       7.200000002227

CCIX.        42/(m^2+1.78759^2)~                        12.99999990908

CCX.        47/(m^2+(3.72409)^2)~                       3.3802887631111111188556966

CCXI.        28/(m^2+(6.0653)^2)~                        0.760391111111112891

CCXIIc.        
b:=1.92:evalf(log[b](log[b](log[b](log[b](log[b](4279))))))-m ~-0.000002866507074428479684637928

CCXIII.        2/(m^2+1.1329^2)~                           1.5165834741111111167

CCXIV.        7/(m^2+6.0653^2)~                           0.19009777777777822287

CCXV.        10/81-4/(m^2+5.689^2)~                      0.00000004666

CCXVI.        1246705*m~        234205.555555671

CCXVII.        1320800 *m~       248125.0157638982524242424

CCXVIII.        1356070 *m~       254750.82535353535

CCXIX.        1381443 *m~       259517.38806172538879747336037373737374

CCXX.        1184094*m~        222443.4754814789046835485946060606060698

CCXXI.        1084856*m~        203800.6602828282878

CCXXII.        1200382*m~        225503.33333

CCXXIII.        230611 *m~         43322.50000

CCXXIV.        1032449*m~        193955.500000

CCXXV.        241849 *m~         45433.666669808

CCXXVI.        958533 *m~        180069.66666809

CCXXVII.        1043687*m~        196066.66666

CCXXVIII.        147832 *m~         27771.6666644

CCXXIX.        179171 *m~         33658.999999

CCXXX.        135607 *m~         25475.082535353535

CCXXXI.        197349 *m~         37073.9125802464841139247657676767676783

CCXXXII.        61013142*m~     11461907.04160733082125390000000000

CCXXXIII.        3389619*m~        636772.613422629490069661111111111

CCXXXIV.        6779238*m~       1273545.2268452589801393222222222231

CCXXXV.        76178401*m~      2547090.45369051796027864444444444628715544

CCXXXVI.        33197349*m~      1223439.115148133975759517270333333333383

CCXXXVII.        381070406*m~     7641271.36107155388083593333333333

CCXXXVIII.        18 * 1129873*m~  3820635.680535776940417966666666669

CCXXXIX.        19 * 1070406*m~  3820635.680535776940417966666666669430733

CCXL.        140341104*m~    26364429.620171777777777761

CCXLI.        89 * 1664161*m~ 27823953.45087913120009055297517871195947249577777777776559

CCXLII.        107* 1300136*m~ 26134009.9999906444

CCXLIII.        67 * 1359733*m~ 17114409.99999955

CCXLIV.        87 * 1583623*m~ 25882399.999999

CCXLV.        11*7841421* m~  16203951.99999999

CCXLVI.        12*11294261*m~  25460829.99999922

CCXLVII.        13*10252851*m~  25039259.9999990

CCXLVIII.        14 *1913731*m~   5033179.50000003

CCXLIX.        15 *1474995*m~   4156380.5000000503

CCL.        16 *1091101*m~   3279581.50000006

CCLI.        cos(Pi*m/10000.000594451891)*cos(21512)~        -0.05566666607719191919191

CCLII.        cos(Pi*m/10000.6104957983545455)*cos(8275)~      0.99898989712727272727272727

CCLIII.        sin(Pi*m/10001.27115472169711847)*cos(52174)~    0.0000000003250000000000000000000035

CCLIV.        sin(Pi*4772/10000)*sin(m)~                       0.1862777404387253236850333333333

CCLV.        sin(Pi*m/10000)*cos(18172)~                      0.000030479999999779

CCLVI.        sin(Pi*m/9999.999999927699)*cos(18172)~          0.000030480000000000000

CCLVII.        sin(Pi*m/10000)*cos(5003)~                      -0.00000080846954133969184550692027084747474745647

CCLVIII.        6111852/75242941*m*Pi~                           0.047939161210000000000

CCLIX.        47405/7762247583685774069812239.84853766355085^m~1.
0000000000000000000000000000000000000000000008

CCLX.        364/21482496405*m*Pi~                            0.000000010000000000000001

CCLXI.        1-sin(8.36078938964067429831655*m)~              0.0000000100000000000000000000000099

CCLXII.        (8873+1/3)/(15034.9999946076234671*Pi)/m~        1.0000000000000000000000

CCLXIII.        (111827*19E-13)+log(m)/(.83603)~                -2.00000000000000100007

CCLXIV.        7574/(Pi^2*4085)- (.00742315089884191)/(5564446)-m~-.0000000000000000000000003464

CCLXV.        1021/10409129187630272^m-1~        0.000000000000000000000240490204797939

CCLXVI.        24595790287828196^m /1200~          1.0000000000000000000011

CCLXVII.        154135792244678780^m /1694~         1.0000000000000000000001

CCLXVIII.        55665796142344335291280^m/18749~    1.0000000000000000000000000001

CCLXIX.        2469341584186621794764147^m/38228~  1.0000000000000000000000000000002

CCLXX.        26620/(15034.9999946076234671*Pi)/m~3.00000000000000000000009754

CCLXXI.        (30070000000*m)/(17746666673)*Pi~  1.000000000001

CCLXXII.        83/(79+(3/4))*m^(315/1629031)~     1.0404159090220368100000000022

CCLXXIII.        7545737/1112*m^(1162/239)~         2.0000000

CCLXXIV.        765319/314*m^(342/17)~             6.0000001E-12

CCLXXV.        9134327/1208*m^(1251/293)~         6.00000001

CCLXXVI.        489001/1207*m^(1285/11)~           6.0000000001E-83

CCLXXVII.        8667721/917*m^(990/277)~          24.0000000

CCLXXVIII.        8964887/903*m^(906/283)~          47.0000000

CCLXXIX.        11389051/1105*m^(1175/383)~       61.0000000

CCLXXX.        11075777/1013*m^(1028/373)~      109.00000006

CCLXXXI.        502/717*m^(758/6361829)~           0.7000000001

CCLXXXII.        6995399/516*m^(520/271)~         548.00000006369209505

CCLXXXIII.        9939521/109*m^(127/397)~       53412.000000040

CCLXXXIV.        3078871/121*m^(131/139)~        5263.00000007644

CCLXXXV.        2319194/101*m^(120/73)~         1470.00000007767707870505

CCLXXXVI.        7691899/104*m^(173/311)~       29178.000000076541874350

CCLXXXVII.        229/121*m^(122/5520377)~           1.892492050000000058

CCLXXXVIII.        3832687/222*m^(241/167)~        1546.0000000294

CCLXXXIX.        191/1316*m^(1339/6136237)~         0.145083832670000000000

CCXC.        117709/212*m^(223/41)~             0.062350000000094

CCXCI.        8606501/621*m^(646/337)~         562.0000000115910039771999

CCXCII.        9730199/615*m^(672/379)~         816.000000078882510988555

CCXCIII.        6020039/600*m^(677/239)~          88.0000000555608366

CCXCIV.        62/705*m^(749/3833)~               0.06343130000000000055266

CCXCV.        6977699/705*m^(760/271)~          91.00000009315226

CCXCVI.        5261783/718*m^(722/211)~          24.000000013190587

CCXCVII.        489361/803*m^(808/47)~             0.000000000200000003388

CCXCVIII.        9898081/418*m^(427/383)~        3671.000000025100

CCXCIX.        13011769/415*m^(415/499)~       7804.807458486649500000000303

CCC.        1161761/102*m^(162/29)~            1.000000606

CCCI.        360973/209*m^(224/7)~              1.000000366 E-20

CCCII.        649843/729*m^(751/13)~             1.00000070730848 E-39

CCCIII.        772771/820*m^(889/17)~             1.0000003077599 E-35

CCCIV.        624997/710*m^(733/13)~             1.00000067671209 E-38

CCCV.        15823/119*m^(105/2)~               1.000000385693129 E-36

CCCVI.        1249/203*m^(217/2)~                1.000000511506061919 E-78

CCCVII.        504311/219*m^(213/11)~             2.000000550015 E-11

CCCVIII.        889921/506*m^(548/19)~             2.000000296 E-18

CCCIX.        39511/542*m^(574/19)~              2.00000078612657 E-19

CCCX.        97739/584*m^(600/19)~              2.00000069650 E-20

CCCXI.        487283/606*m^(673/11)~             3.00000058850 E-42

CCCXII.        113759/808*m^(891/3)~              3.000000753845 E-214

CCCXIII.        549247/653*m^(643/11)~             3.000000521725 E-40

CCCXIV.        488651/707*m^(761/11)~             4.0000002035804 E-48

CCCXV.        907259/619*m^(661/19)~             8.00000017163829 E-23

CCCXVI.        5/514*m^(544/241861)~              0.009691111111114

CCCXVII.        4954277/721*m^(735/197)~          13.4197238677111111111787

CCCXVIII.        233/718*m^(782/5890813)~           0.324440512566596451111111112230

CCCXIX.        313/521*m^(517/8123747)~           0.60070382949111111111319

CCCXX.        8171897/551*m^(564/313)~         728.91948111111111489952918

CCCXXI.        185138/184799*m*Pi~                0.591261111111111

CCCXXII.        (124233*m)^(1/579)~                1.01752283221861111111111

CCCXXIII.        (34004*m)^(1/286)~                 1.0311111111111

CCCXXIV.        1280/(6743-m)*Pi~                  0.5963741111111111

CCCXXV.        (3007*m)/15972*Pi~                 0.1111111111

CCCXXVI.        128000/(6743-m)*Pi~               59.63741111111111

CCCXXVII.        25600/(6743-m)*Pi ~               11.927482222222222

CCCXXVIII.        5290/(7119-m)*Pi~                  2.3345222222222211

CCCXXIX.        673553/677250*m~                   0.1868341465622040532222222222

CCCXXX.        6045103/816*m^(874/239)~          16.37542222222224

CCCXXXI.        505867/815*m^(871/47)~             0.0000000000216582222222220

CCCXXXII.        369269/215*m^(230/7)~              2.372180222222222782 E-21

CCCXXXIII.        367069/314*m^(329/7)~              8.669462222222221144495 E-32

CCCXXXIV.        1/5*m^(582/2044753)~               0.199904838629222222222532

CCCXXXV.        114809/509*m^(588/3)~              1.0583333333330641030 E-140

CCCXXXVI.        249521/321*m^(325/5)~              4.8952966385629933333333325 E-45

CCCXXXVII.        7/131*m^(127/389629)~              0.0534059997747433333333307

CCCXXXVIII.        3565097/419*m^(491/151)~          37.03513333333334315303

CCCXXXIX.        89/417*m^(476/1770481)~            0.2133333333358

CCCXL.        38400/(6743-m)*Pi~                17.89122333333333373

CCCXLI.        51200/(6743-m)*Pi~                23.854964444444444

CCCXLII.        sqrt(222272061*m/2001320676)~      0.144444444448

CCCXLIII.        sqrt(224308911*m/2019660318)~      0.14444444444704

CCCXLIV.        sqrt(25047225369*m/2031760375830)~ 0.04812384444444444

CCCXLV.        (44734*m)^(1/176)~                 1.052684266438332871435555555555

CCCXLVI.        18177174/2009045*m*Pi~             5.33973942280185555555555499

CCCXLVII.        (2857*m/(5493+m))/5493~            0.0000177872857192016631264655555555559

CCCXLVIII.        523/702*m^(753/13655303)~          0.7449455555555555298395

CCCXLIX.        41/31*m^(352/240011)~              1.31934133006666666668175

CCCL.        15870/(7119-m)*Pi~                 7.0035666666666635686

CCCLI.        (6406-m)/(556.1*Pi)~               3.6666666666

CCCLII.        5849/(8545-m)*Pi~                  2.15044814666666666666

CCCLIII.        283/1007*m^(1050/8971181)~         0.28097777777777

CCCLIV.        1896893/912*m^(336/97)~            6.34844117777777779984

CCCLV.        (345454*m)^(1/229)~                1.0495764494253839498497067777777777

CCCLVI.        sqrt(2008397)*m/2013234~           0.000132240358271617777777777627

CCCLVII.        sqrt(225642243*m/2035032)~         4.5639547349677627777777777711

CCCLVIII.        2037284/225728823*m*Pi~            0.005326573467777777777816655

CCCLIX.        (2750987/222748)^(2750987/222748)*m~ 5705023911381.823777777777762818

CCCLX.        (21160*Pi)/(7119-m)~               9.33808888888888

CCCLXI.        2020021/18194958*m*Pi~             0.06552215776100682137001888888888873

CCCLXII.        222498057*m/sqrt(2004165828)~    933.6688888888889

CCCLXIII.        24775385/2014272*m~                2.310658624038888888888058

CCCLXIV.        222953823*m/sqrt(2015708274)~    932.898888888888520000058

CCCLXV.        (6099708/75191807)^(6099708/75191807)*m~ 0.1532288888888888533

CCCLXVI.        4001467/704*m^(746/167)~                 3.24199958888888888233

CCCLXVII.        1469641/1321*m^(1370/37)~                1.440527333781922299999999 E-24

CCCLXVIII.        1502651/1344*m^(1361/37)~                2.174237661799999999 E-24

CCCLXIX.        157/913*m^(925/5196923)~                 0.1719093999999999

CCCLXX.        13/1005*m^(1013/617777)~                 0.012899906390999999999

CCCLXXI.        10210451/809*m^(806/397)~              423.4613418629519344999999981

CCCLXXII.        1045027/609*m^(633/67)~                  0.000236517052825830024999999999

CCCLXXIII.        573/614*m^(630/4633381)~                 0.9330126114219699999999969

CCCLXXIV.        9791387/218*m^(284/389)~             13250.4359999999995

CCCLXXV.        2468469330/1456837459*m*Pi~             0.99999999999958

CCCLXXVI.        163594566/2009045*m*Pi~                48.05765480521669999999999498

CCCLXXVII.        179171/33659*m ~                        0.999999999987

CCCLXXVIII.        82277047/1375926000*Pi/m~               0.99999999999999989

CCCLXXIX.        (4761*Pi)/(7119-m)~                     2.101069999999999

CCCLXXX.        2927/6321+.7248-m~                      0.999999999999

CCCLXXXI.        (2927/6321-.2752)/m~                    0.9999999999977

CCCLXXXII.        23447/3343*m~                           1.3176024638971246689999999999

CCCLXXXIII.        10^8*(17547*Pi)/(17090-2*m)~    322567221.99999999999959698080

CCCLXXXIV.        (3006.99999892152469342*m)/(8873+1/3)*Pi~0.19999999999999999999999349

CCCLXXXV.        (8873+1/3)/(15035*Pi)/m~                 0.9999999996413450925906543929

CCCLXXXVI.        -8.5111195811*log(m)/exp(2.65543)~       0.999999999999999996959889

CCCLXXXVII.        -7.303498607*log(m)/exp(2.50241) ~       0.9999999999999999869

CCCLXXXVIII.        sin(108.7*m)~                            0.9999999999

CCCLXXXIX.        cos(34483*m) ~                           0.999999999999

CCCXC.        cos(91358.21*m)~                        -0.9999999999999999

CCCXCI.        sin(93875.0342*m)~                      -0.999999999999999999999

CCCXCII.        sin(938750.342*m)~                      -0.00000000018771915

CCCXCIII.        m*10^-7-sin(93875034.2*m)~               0.000000000014

CCCXCIV.        10409129187630272^m~                  1020.999999999999999999

CCCXCV.        1908259475930124531729129.85835^m~   36420.99999999999999999999999999999993

CCCXCVI.        -7.303498607*log(m)/exp(2.50241) ~      0.9999999999999999869

CCCXCVII.        10409129187630272^m              ~   1020.999999999999999999

CCCXCVIII.        1908259475930124531729129.85835^m~  36420.99999999999999999999999999999993

CCCXCIX.        7762247583685774069812239.84853766355085^m~47404.
999999999999999999999999999999999999999960

CD.        log((500-1)*(20-1)*5)/log(155244951673715481396244796970753271017/2E13)- m~ 1.47897 E-47

CDI.        8/42.5849847~     0.187859642462_1939572987

CDII.        log(743/30)/log(26286247)~   0.187859642462_136034935

CDIII.        log(238/9)/log(37261586)~   0.187859642462_ 656952947

CDIV.        1.0111111111887/5.3822689~   0.18785964246206_650879148

CDV.        4.365223443*Pi/73~                 0.18785964246_31060760282194545

CDVI.        (100000000-Pi)/(1612^2+22908^2+2222^2)~0.1878596424_7169281300

CDVII.        411385235*Pi/6879630000~    0.1878596424620671_002664918879

CDVIII.        log(154.1/Pi)/log(998970749)~0.187859642462067_7308822932025

CDIX.        47646565/(760885600/3-Pi)~   0.1878596424620671202_01125804

CDX.        2181328609/11611480680.~  0.1878596424620671202_ 80477442

CDXI.        2369638440/12613877089~  0.1878596424620671202_73649909

CDXII.        log(109/3)/log(202160761)~   0.1878596424620_520698037

CDXIII.        (316990000/9-Pi)/187486293~  0.187859642462067_65377412349

CDXIV.        (24720000-Pi)/131587586~     0.1878596424620_734847298

CDXV.        13.7137539/73~    0.18785964246_575342465

CDXVI.        3048549057/16227801868.70401~0.1878596424620671202485179    4466547

CDXVII.        168803.53605/ 898562~0.1878596424620671_6954422733




CDXVIII.        (220403883/Pi)*m~13179619.1369110714739560692_212345678901_346061489666889023740474498888

CDXIX.        (374032638/Pi)^ m~32.893441652748484023141015691242655257875_9612345678901_50440

CDXX.        (519171767/Pi)*m~31045216.
003282192169895060051925965991273599032772490226884182024_5999123456789015_11

CDXXI.        196153346^m+Pi~39.26960487716933396804875588341414097100871441_90123456789_724

CDXXII.        220629353/m+Pi~1174437205.876872984952205754_90123456789_371703078

CDXXIII.        450372563/m+Pi~ 2397388591.225059559097960172586444870037748471_90123456789_5503140

CDXXIV.        682144730^m+Pi~48.
80085449973552202058439711436199885073885934834682597985235816477817_12345678901_16

CDXXV.        254076219^m~37.
92744046502427012802392281011047861965381253276204003474071363052876315562457_1234567890123

CDXXVI.        716416983/m*Pi~11980701662.16901167041582635112092836234676142515683_12345678901_4184

CDXXVII.        521014756/m*Pi~8712973730.863917901040118398292689297_12345678901_68213494



CDXXVIII.        exp(9034781/250)*m~0.194772892377000808888888888176785288769996823587

CDXXIX.        exp(57423587/500)*m~0.210722536526666666666510079366112523299967464899

CDXXX.        exp(31586489/200)*m~0.219999999999426622682566051317683474063433486678

CDXXXI.        exp(167982781/1000)*m~0.22222222225419828850955768157084109659366771301

CDXXXII.        exp(223853713/1000)*m~0.23499137570657100000000003600980893583862700149

CDXXXIII.        exp(12829221/50)*m~0.242810067222222222275846495047702877233193694153

CDXXXIV.        exp(183108253/500)*m~0.27094385095100696666666666510087340677033754329

CDXXXV.        exp(94765677/250)*m~0.274446902671893777777777748617261940526201660431

CDXXXVI.        exp(573447889/1000)*m~0.333333333345242638768427398951050031725496089384

CDXXXVII.        exp(14837798/25)*m~0.340088888888884206089725177398447232333293997709

CDXXXVIII.        exp(171683521/250)*m~0.37331747063573145222222222242402855658373517888

CDXXXIX.        exp(98166031/125)*m~0.412000000000094301592446298685239293016912895494

CDXL.        exp(883778193/1000)*m~0.454625177777777771093292987310382437547973074107

CDXLI.        exp(442911287/500)*m~0.455555555552628833354407270384018282715702786161

CDXLII.        exp(913634537/1000)*m~0.468403281915206364444444444291354530822583577607

CDXLIII.        exp(73147/25)*m*Pi~0.591907792712212975585555555555142880850251133297

CDXLIV.        exp(23019069/1000)*m*Pi~0.603921399506374933333333333852760719746645495126

CDXLV.        exp(4683681/200)*m*Pi~0.604162615222222222287192157739856500080269630812

CDXLVI.        exp(50328313/1000)*m*Pi~0.620641301177777777770476102969203473477161462622

CDXLVII.        exp(15406359/250)*m*Pi~0.627692516527167222222222238968657869126210306297

CDXLVIII.        exp(10995454/125)*m*Pi~0.644444444445001327745851606737283278596099064529

CDXLIX.        exp(30179923/250)*m*Pi~0.665903442766888888888896203344415185701315146027

CDL.        exp(172241391/1000)*m*Pi~0.70111111111119243481217139947403949790430146441

CDLI.        exp(925112/5)*m*Pi~0.710129528000000000088702438298151945701151993652

CDLII.        exp(226225199/1000)*m*Pi~0.740000000000695609844576404700426795503566771871

CDLIII.        exp(10874149/40)*m*Pi~0.774547286482519353174444444444408532331350720606

CDLIV.        exp(35405403/125)*m*Pi~0.783419420701198649999999999972692184718327273762

CDLV.        exp(328236343/1000)*m*Pi~0.819472_90123456789_6444203620448768837753645077896

CDLVI.        exp(241032631/500)*m*Pi~0.955744147599999999990789543079285275900354015782

CDLVII.        exp(79086351/125)*m*Pi~1.111111111732435664424081099563237433195225518741

CDLVIII.        exp(128641843/200)*m*Pi~1.122859911636751085055555555550376326145984448428

CDLIX.        exp(202110803/250)*m*Pi~1.324603169967999999999923308276383279989023893791

CDLX.        exp(857165077/1000)*m*Pi~1.39073833894913688888888886429432718336710002521

CDLXI.        exp(912840131/1000)*m*Pi~1.47036377949142539011111111116513199206954000406

CDLXII.        exp(919392793/1000)*m*Pi~1.480030212201038604222222222252943991813907596239

CDLXIII.        exp(939264589/1000)*m*Pi~1.509735239263233_90123456789_604918382103243121748





CDLXIV.        (173754251/Pi)^ m~28.481111111111954693859

CDLXV.        (201566233/Pi)* m~12053173.2274511512712282046338153464337885119037846185519991111111111665

CDLXVI.        (226615512/Pi)/ m~383977936.3296022349098639106364212471111111111118298

CDLXVII.        (581620758/Pi)*m~34779514.6266162795746865595791473377629311111111117153

CDLXVIII.        (508624042/Pi)^ m~34.84867005566712011111111118909399

CDLXIX.        (481557963/Pi)/ m~815953114.7004047491834608101023951501111111111126

CDLXX.        (444584168/Pi)* m~26585057.
97985640208179677443919161033235974922794821834140190311575110663341711111111111377

CDLXXI.        (403503922/Pi)^ m~33.36545764052282922700321169291391250762197649971111111111955

CDLXXII.        (373678786/Pi)* m~22345087.6272597111111111166944499

CDLXXIII.        (439905210/Pi)*m~26305267.
607934492007455486442322475085291128224943671090420511520630993030111111111196

CDLXXIV.        3389619*m~636772.61342262949006966111111111157178886

CDLXXV.        241301834^m~37.56166555933188923051937139969021011111111119658787

CDLXXVI.        344069310/m~1831523287.
76243121316879642241614934284059328048338989675054167706478376084610953111111111198

CDLXXVII.        352574022^m~40.
335123149562454462938827903154229603709989998497607997222489455952511111111110220

CDLXXVIII.        370740264^m~40.
71761956958652000264164373090483271530269361241668806111111111188901908359981

CDLXXIX.        88398949/m~470558486.3329527441111111111204

CDLXXX.        90746197/m~483053176.35384938014135754915621827545977006036261111111111396

CDLXXXI.        109586465^m~32.385146057450522897925401517041111111111003

CDLXXXII.        41532488/m+Pi~221082548.
895858621722081699146456344068521894159310530434173865132073883408891111111111425773

CDLXXXIII.        724127500/m+Pi~3854619816.687851424283080679220292425729123603677311111111115

CDLXXXIV.        269858926*m+Pi~50695604.
49515008239997114123826838285293981334699692946242665629030020591930891111111111645

CDLXXXV.        291938894^m+Pi~42.0718003420359304085566352704911111111115375

CDLXXXVI.        769887291/m+Pi~4098204816.
63929059788005325434276036381163638236984925305355285985209176111111111105

CDLXXXVII.        306684933*m+Pi~57613725.003475663404712904417376587202891111111111104

CDLXXXVIII.        836090372^m+Pi~50.5801311111111115197098

CDLXXXIX.        565667595/m+Pi~3011118237.9387252304712518065422761989045549103258572510820111111111177

CDXC.        516982033/m+Pi~2751958998.82843757912721111111111545797

CDXCI.        547358427*m+Pi~102826561.5364121196974418639278801111111111242

CDXCII.        517980112^m+Pi~46.4994428460265119303411265905111111111173966320089

CDXCIII.        818153118/m+Pi~4355129754.68044492819276045255976142731162643917896650076771111111111489

CDXCIV.        820808738/m+Pi~4369265946.81408122251472517285200944710111111111183

CDXCV.        736213400/m+Pi~3918954550.0111111111154

CDXCVI.        659046200^m+Pi~48.506327877381706393811111111119

CDXCVII.        187486293*m+Pi~35221111.1111110110

CDXCVIII.        422566702*m+Pi~79383232.695687516695846882243811111111113130640

CDXCIX.        443071304/m+Pi~2358523090.874316155807996317924912540592966060896693433918285111111111149

D.        451936709/m+Pi~2405714732.9098859556526343463711876311111111110081

DI.        456775293/m+Pi~2431471111.111111445566684302377900

DII.        482626151*m+Pi~90665979.3112962713389896124297290974037209097178111111111124656110199

DIII.        488986243^m+Pi~46.
03278902137963123259373398204681860841641790894465322249329799438355897211111111116112

DIV.        86646873*m+Pi~16277453.
72382879067544230033286637095145650256128867246292566699265064662759111111111140

DV.        179600984*m*Pi~105996634.
42622151185320598525480069674071288162014253744017451027662111111111184

DVI.        55023917/m*Pi~920169607.231309504181577706443749699848634277667076457111111111153

DVII.        229032839*m*Pi~135170251.1111111111875195408433

DVIII.        250496782*m*Pi~147837808.
208216192949159764567141929383340490115536627628266403833954039843111111111192

DIX.        257307499/m*Pi~4302975018.
8904320100637655716003900531118634202684443170601752165681111111111265

DX.        266277379/m*Pi~4452979079.
0614296236173090286660813516371622941119832234435905109338224209604111111111139

DXI.        293029362*m*Pi~172939621.31111111111184328207130

DXII.        304497844^m*Pi~123.
2744210085287142382701622735457181805935344857327427509924463774215200151111111111120

DXIII.        346544947*m*Pi~204523367.5301762780733380611111111114378

DXIV.        361905851/m*Pi~ 6052182086.0078503672361591119213381111111111818315

DXV.        475621018*m*Pi~280701285.97053411111111115777952

DXVI.        485024827/m*Pi~8111111111.15596952592


DXVII.        550239170/m*Pi~9201696072.31309504181577706443749699848634277667076457111111111153

DXVIII.        598713608^m*Pi~139.9700507669653731406122111111111169

DXIX.        633578031*m*Pi~ 373924114.6495736362435375586536411111111116466557109665

DXX.        637153646*m*Pi~ 376034365.649111111111186396

DXXI.        355727542/m*Pi~ 5948861703.238959802948077273292496460955195967808954829846155381111111111217

DXXII.        563415716*m*Pi~332515826.744244576496176307574233429542165618360063371111111111019591

DXXIII.        623932835^m*Pi~141.05916963352814999045681066111111111120400656006816

DXXIV.        694271017/m*Pi~11610352803.9447246859926331111111111447

DXXV.        709098183^m*Pi~144.
49087044842485036684209113404868610209893918405120816249386163911631111111111291

DXXVI.        792102736*m*Pi~467481982.9261172070247727111111111118579670

DXXVII.        827060363*m*Pi~488113221.8369642134684593091016033171568086328053253601718118718811111111118

DXXVIII.        926220952/m*Pi~15489271140.
24342493046630766261708306668746059210273770880834425418950594275188781111111111786

DXXIX.        928468825/m*Pi~15526862510.111111111170112439432

DXXX.        803539862/m*Pi~13437664919.
6246904972133004122205103024365387939406839809407087634743211111111118894






DXXXI.        (428427221/Pi)^ m~33.
7432523894571492737839851487639019235042572291534977193883809655391588195786746222222222284

DXXXII.        (453231024/Pi)/ m~767955872.65920446981972782127284249422222222222365966565

DXXXIII.        (462204627/Pi)^ m~34.2277[27digits]92222222222 while (462204627/Pi)*m~27638718.8114015383421[27digits]
55999999

DXXXIV.        (480153312/Pi)* m~28712006.
76390275945224035993538751992557673436380393105029163005222222222204

DXXXV.        (370037489/Pi)*m~22127346.8734619348994057094308806936131222222222264274

DXXXVI.        (178870997/Pi)/ m~303079501.0064380428280459584331348552289210202978107725140961622222222223

DXXXVII.        (189212814/Pi)* m~11314468.649099050134894200433522222222221065262

DXXXVIII.        (198288573/Pi)/ m~335980694.2884019555461309218068685912222222222228511

DXXXIX.        (288894515/Pi)/m~489503647.4230471822123156475683458841063783645832823232222222222451760088

DXL.        71931846^m~29.9225367182208136124187772222222222816905132

DXLI.        181492394/m~966106352.70769876028271509831243655091954012072522222222222792776

DXLII.        6779238*m~1273545.22684525898013932222222222314357772

DXLIII.        28053947/m~149334612.97130218863572318289083169204523016987256769440952222222222190

DXLIV.        406941522^m~41.
4365514575486055343786051520070396598188908821603697611705265770184409460122222222224

DXLV.        319366079*m~59995997.41545228242859067816009381467761872222222222069

DXLVI.        262967570^m~38.173309684751285467888374412222222222511337

DXLVII.        161015991*m~30248406.499935417275331281433021451922222222225312

DXLVIII.        158571803^m+Pi~37.
8545422537971946140347510414821116828343637394352692387795122058959074022222222225803094977

DXLIX.        114535950/m+Pi~609688962.
93574992181560683572313418475238940797280495677115838956122222222221347

DL.        94065946^m+Pi~34.6108261636814611141716272404881974699792269614349222222222253004000

DLI.        79234643^m+Pi~33.6126389877424441220701854196224619738198817605711796852222222222531

DLII.        494413527*m+Pi~92880351.5522222222225961067611700203

DLIII.        470303068^m+Pi~45.7200374999133573122964302298222222222205

DLIV.        188075464*m+Pi~35331792.56452002962967704422222222220504560

DLV.        243385000*m+Pi~45722222.222222859651

DLVI.        406194293/m*Pi~2162222222.222092157001

DLVII.        414774683^m+Pi~44.
7268244154449788672341602237041593461680456289913771884503088569084815587994759222222222220655401

DLVIII.        313176172/m+Pi~1667075314.
770789261545090540101038979129457097755799076191703852777342702820922222222226903621161

DLIX.        518416530/m+Pi~2759595002.92809222222222298229941382432000

DLX.        612988224/m+Pi~3263011770.68381733873391705233732222222222169

DLXI.        603081315*m+Pi~113294643.35304593008753256093317776423091444618211489222222222204

DLXII.        620764284/m+Pi~3304404695.1996305359629095222222222217

DLXIII.        663986824*m+Pi~124736330.
49775614123843275220238170893254332263168314916467032887663991111474769222222222253

DLXIV.        705937330/m+Pi~3757791302.79523617364986772099643465913070575968869572312962222222222725

DLXV.        755167840*m+Pi~ 141865563.56284416272288678992367134119064230362222222222884

DLXVI.        814873697/m+Pi~4337672993.04170080442443822837651070118889366403992222222222980

DLXVII.        824007624^m+Pi~50.
450580113796079900037554146405289087914989665086252528126097436174228522222222225

DLXVIII.        190924973^m+Pi~39.08671061777752166190236763115914858922222222223466

DLXIX.        200966284/m+Pi~1069768269.31179677820685042896146420231656270198247722375822222222223287

DLXX.        693089894*m*Pi~ 409046735.06035255614667612222222222287572119

DLXXI.        236614040^m*Pi~117.5693532170272806792821222222222289338241292599

DLXXII.        52929323*m*Pi~31237747.0073237353222222222294983828

DLXXIII.        106384212^m*Pi~101.1756842064019130880609471620005067202928052222222222047

DLXXIV.        111572259*m*Pi~65847545.40838541793210591856890274237102884398873272767922222222224

DLXXV.        224577807/m*Pi~3755633617.651372042222222222260677596778770

DLXXVI.        247532105*m*Pi~146088119.664411627195241472222222222455614713

DLXXVII.        458065678*m*Pi~270340502.2222222223750390816867589

DLXXVIII.        514614998/m*Pi~8605950037.
78086402012753114320078010622372684053688863412035043313622222222225

DLXXIX.        529293230*m*Pi~ 312377470.07323735322222222229498

DLXXX.        532554758/m*Pi~8905958158.
122859247234618057332162703274324588223966446887181021867644841920822222222227

DLXXXI.        586058724*m*Pi~345879242.62222222222368656414260

DLXXXII.        711455084/m*Pi~11897723406.
47791960589615454658499292191039193561790965969231076222222222243

DLXXXIII.        724967229/m*Pi~12123688147.
546835193282991879489434826474569444314860456826066515107118591931689255222222222226962433383180000

DLXXXIV.        917142927/m*Pi~15337458562.11151897288611636219514071625522222222226079

DLXXXV.        918839431*m*Pi~542279252.0118062684509542721509558222222222272580

DLXXXVI.        976087420^m*Pi~153.
43060894953556875881814636092339541775411153454965210516757723185022222222225235

DLXXXVII.        838795486/m*Pi~14027247694.852683242750702472222222222872452271







DLXXXVIII.        (569501183/Pi)/m~964964344.
477915310142632228443603556653761240416020307959269934417123333333333727

DLXXXIX.        (424904085/Pi)/ m~ 719958630.61800419045599483244328983833333333333468

DXC.        (444674162/Pi)/m~753457102.547575073333333333316977

DXCI.        (169961634/Pi)/ m~287983452.247201676182397932977315935333333333333872374621460134

DXCII.        (235283726/Pi)/ m~398665381.
5711414226909588388965545409171679219487469407913846008805154950278773333333333640

DXCIII.        (333438126/Pi)*m~19938793.
484892301561347580829393707749269811920961163756051427336813329975062833333333335328

DXCIV.        (274237361/Pi)*m~16398730.920233333333333753712336

DXCV.        (597083819/Pi)/m~1011700437.5032268098704411043718362877023393683482033333333338991389

DXCVI.        (588209315/Pi)/m~996663453.
92785355672739709724138635229291980487186735197846150220128873756969333333333341

DXCVII.        (531408654/Pi)/m~ 900420260.333333333372353575136007

DXCVIII.        89892548*m~16887181.
9272842067861616703158345909379153116416592810426286673207381683333333333640138

DXCIX.        168323682/m~896007677.827813131814339097344990152271381019235406166457133333333331459

DC.        265196847/m~1411675458.998858232333333333361359

DCI.        2.83899898*m~0.5333333333329732430770

DCII.        307880091^m~39.
3209800344199921848235234740949369916062854344351597752867753425287333333333334

DCIII.        323979257/m~
1724581462.8089603718391369474907314717913483200527279215648358956600418203663333333333221800

DCIV.        416918303/m~2219307444.3021189205993578938679888183333333333691921997

DCV.        40675428*m~ 7641271.36107155388083593333333333886

DCVI.        340492138^m~40.071775639272382080574822585603333333333533218

DCVII.        343079996^m~
40.12881427741198330257900250417617454268946501801080036804715613278333333333337506304490004

DCVIII.        2327004^m~15.7059507918874667621983554265078276392906461921618593303682133333333334

DCIX.        202160761^m~36.33333333334379

DCX.        182860702^m~35.654880159632840566076477080443333333333906

DCXI.        6512517*m~1223439.11514813397575951727033333333338397985

DCXII.        355864589/m~1894311009.73087751800672116466241459563071120837654269988184633333333333

DCXIII.        359570192*m~67548727.
70913682714464668126333836375166124656663712417051466928295267333333333345605540906746741816

DCXIV.        332869432/m+Pi~1771904961.
74500028929716913099224940765442185566115344481609982807450833333333338433560807097

DCXV.        338113642^m+Pi~43.160632825952265463045944115573799422006979430726333333333323128

DCXVI.        340133358^m+Pi~43.2054327047127312683366218698986696853261939804916065533333333334206

DCXVII.        365748151*m+Pi~68709320.019614790458583333333333750

DCXVIII.        344326868/m+Pi~%26 =
1832894303.840195117424338747506032623199098466641564597455857030570431110618333333333371

DCXIX.        18410192/m+Pi~ 97999721.22216661998403651039408769983993411733333333335119

DCXX.        56334690/m+Pi~ 299876492.1079504959680863333333333155568935700

DCXXI.        81043628^m+Pi~33.742133333333338434411

DCXXII.        157555876/m+Pi~838689324.249046060813333333333186897

DCXXIII.        452201693^m+Pi~45.407248213333333333742773588

DCXXIV.        509168257^m+Pi~46.359910052610254568233333333333173

DCXXV.        593721542/m+Pi~3160452850.91002741910697498943310789094978508019842494549153333333333961

DCXXVI.        668180289*m+Pi~125524113.333333333534845

DCXXVII.        670860755*m+Pi~126027664.7177250607403897673333333333710

DCXXVIII.        748257252^m+Pi~49.
60125356735462149886882273568970890163581920046110181971305530873123463569106933333333338

DCXXIX.        720948757^m+Pi~49.277891661111233333333331039

DCXXX.        809835204^m+Pi~50.29664268018602048409026977551027743959480387159154980133333333339997

DCXXXI.        817217107*m+Pi~153522116.67649750283910818556809333333333345

DCXXXII.        23892157^m*Pi~76.4233879453206033333333335732781

DCXXXIII.        771922497/m*Pi~12908925056.
671296030191296714801170159335590260805332951180525649704333333333379712

DCXXXIV.        784346839/m*Pi~13116698376.
3760248372626353751228762645791842510088788027653333333333529397088807875808331779908

DCXXXV.        879088086*m*Pi~518818863.9333333333355298462139103

DCXXXVI.        903358348/m*Pi~15106937884.
27102722574565400217971911706609529687796458193963519201401542834082633333333338790

DCXXXVII.        995628229*m*Pi~587598347.
533214823634318078521425759248190079654291678486166540811683843333333333622859

DCXXXVIII.        957657023^m*Pi~152.
88214653437352937776436806639525749496325194283845574831935896111793333333333883245

DCXXXIX.        987076533^m*Pi~153.7536389643667404773073333333333131480490185

DCXL.        100452673*m*Pi~59285005.1262401332709609477331333333333351

DCXLI.        143701042*m*Pi~84809261.48790534118744611734282867639503826388633333333339136

DCXLII.        148519263*m*Pi~87652871.798646976317144883333333333473

DCXLIII.        696736068^m*Pi~144.01426774422464672292751441367756459722367337034733333333338702

DCXLIV.        687098517*m*Pi~405510753.333333333562558

DCXLV.        659688273^m*Pi~142.
5435923639127422942436554445032956635712875074945525886921471501333333333398483

DCXLVI.        506834866*m*Pi~299123027.109166433333333336341937230083805

DCXLVII.        454361587^m*Pi~132.90038632439748811236220865333333333327

DCXLVIII.        448880445^m*Pi~132.597717999509234148222128369361147465258850245483303613333333333658

DCXLIX.        366761048^m*Pi~127.6591179843681831827230570233735799266506039600153848633333333334424







DCL.        (538283305/Pi)* m~ 32188039.7527195065074796997347588444444444415

DCLI.        (502554093/Pi)/m~ 851529014.14857690860941414444444444124

DCLII.        (577789030/Pi)/ m~979007294.846094364424631295136691768212756729166564646444444444490

DCLIII.        (442791227/Pi)*m~26477844.444444448956635244191988

DCLIV.        (378425628/Pi)*m~22628937.29819810026978840086704444444444213

DCLV.        (396577146/Pi)/m~671961388.57680391109226184361373718244444444444570

DCLVI.        (422233611/Pi)* m~25248548.728076016221218586982189553703444444444479

DCLVII.        (239741764/Pi)/m~
406219093.2134360035143276287984822170050639859902886320957451184597898539200987537444444444403679

DCLVIII.        (353564771/Pi)/ m~599081104.0659405288504444444444330

DCLIX.        (357741994/Pi)/ m~606159002.
012876085656091916866269710457842040595621545028192324444444444658148

DCLX.        362984788/m~1932212705.41539752056543019662487310183908024145044444444445585552

DCLXI.        353595796/m~1882233945.33181097644444444448181

DCLXII.        308593417/m~1642680742.68432407499295501179914861249753186859824463850474444444444100

DCLXIII.        316342453^m~39.521784401391444444444432

DCLXIV.        28776.8111*m~ 5406.00144444444443491258

DCLXV.        405326255*m~76144445.3447886454089664435105555350853126420987828531793444444444458

DCLXVI.        135584760*m~25470904.536905179602786444444444462871554

DCLXVII.        129016452*m~24236984.5444444444403211421

DCLXVIII.        14.1949949*m/6~ 0.444444444444144369230899801

DCLXIX.        144371859^m~34.10652511201224219084548822978865091444444444463

DCLXX.        3751.18969/m~19968.0444444444496842016550

DCLXXI.        2170839*m~407813.0383827113252531724234444444444613

DCLXXII.        136715402^m~33.
759169655737828186482114476108546485957540170994046066480896728398378459272328444444444422

DCLXXIII.        13558476*m~2547090.4536905179602786444444444462871

DCLXXIV.        35085276*m~ 6591107.40504294444444444030

DCLXXV.        349123888^m~40.2606782298928173271491253859834447541107122434293644444444444695

DCLXXVI.        350852760*m~65911074.050429444444444403

DCLXXVII.        41790382^m+Pi~30.1620488183124302309237162749669993877938736038118671503744444444445

DCLXXVIII.        92644067*m+Pi~17404084.4444444448365939

DCLXXIX.        303720973^m+Pi~42.
362232983767920180299682657104052824366558038212459052501074893711245744444444447923900

DCLXXX.        416446463^m+Pi~44.75826060082343893584644735674075744444444446666406384

DCLXXXI.        468878428/m+Pi~2495897588.
46078425684181872482324923238685405114784842070216428396491444444444488

DCLXXXII.        481505754/m+Pi~2563114399.024818664564082257869781122768864400708154167853444444444451

DCLXXXIII.        503482707^m+Pi~46.26883684871002286812444444444454111344244

DCLXXXIV.        533231253^m+Pi~46.7364482668940050184994022191030153449993408835071546089444444444415

DCLXXXV.        597921141^m+Pi~47.684359127351198201418529865885444444444424840

DCLXXXVI.        611664691/m+Pi~3255966441.6144444444445108375

DCLXXXVII.        667252576*m+Pi~%95 =
125349833.5008459218605185901425553198421448482756594672058891255177144895626844444444441

DCLXXXVIII.        698998892^m+Pi~ 49.010689672439403102198734846134444444444418

DCLXXXIX.        733991277/m+Pi~ 3907125915.76653836228559090388726635117593592956126341753914444444444916

DCXC.        798935893/m+Pi~4252834100.60519367381471748258732713622367726927323613380013144444444448

DCXCI.        815649691^m+Pi~50.36006087708403905457982611444444444417

DCXCII.        817760050/m+Pi~4353037405.334686065502862790742244860693430627644444444441513514

DCXCIII.        831777770*m+Pi~
156257477.621688152460427331455313829546098935809305211627762713536444444444443089

DCXCIV.        738245349^m+Pi~ 49.48383205867619550666233939094444444444467

DCXCV.        526056367*m*Pi~310467143.21167203662283374742421246331527982884098929696253603333333333377

DCXCVI.        382248301*m*Pi~225594718.4629082141083333333333998794948347

DCXCVII.        594077052*m*Pi~350611487.1945879052685795333333333338934

DCXCVIII.        734488196^m*Pi~145.44895695200447561419673667999374318191483440331474931709733333333333613

DCXCIX.        683707602/m*Pi~11433699923.
4969128138186793617276657198310600998972682886624306546915444444444423411

DCC.        684820913*m*Pi~404166560.483278014153601991396980045359947024911438857595106444444444423902

DCCI.        543057105^m*Pi~137.42787313338271837493829398861598606654444444444844940

DCCII.        549762811*m*Pi~324458176.12390648408189312490461512329427355444444444471

DCCIII.        557120159^m*Pi~138.089513969324809761671924444444444919687997

DCCIV.        711242824^m*Pi~144.572865831681824929130680654047487534444444444295607999584

DCCV.        616892417^m*Pi~140.75877342303487358695850878134444444444501217417

DCCVI.        665530170^m*Pi~142.
7798795278090546492866270129705775354232235310888433220336263505767534237044444444449634699

DCCVII.        666476932^m*Pi~142.
8180144478910735677705100240114608219500975927460444941909067452444444444437

DCCVIII.        764543257*m*Pi~451216971.702458606104932085776319018229955304786744444444443927630

DCCIX.        49506421*m*Pi~29217623.9328823254390482944444444444911229

DCCX.        57989030^m*Pi~90.27536380809118271994444444444358

DCCXI.        151350811^m*Pi~108.
10328308509014757332481648186062614569686343515057639453474853000301887444444444418

DCCXII.        223144518*m*Pi~131695090.8167708358642118371378054847420576879774654553584444444444840

DCCXIII.        303768206^m*Pi~123.
21887502366425710911975966886797927557158869525636966759225252044444444445688

DCCXIV.        315251961^m*Pi~124.0808294017288924415809255104482446422339282935150806344444444442255536

DCCXV.        360920096^m*Pi~127.274692258995670039145911191354444444444510743

DCCXVI.        410610087^m*Pi~130.
39642367334195554929122992362322445606764366905376497444444444455956388435550065

DCCXVII.        432416170^m*Pi~131.67014711950792712844444444446106650022

DCCXVIII.        495064210*m*Pi~292176239.32882325439048294444444444491122942609323000

DCCXIX.        498218570^m*Pi~135.220976381240075260959317890299852989263444444444406077924

DCCXX.        502819948^m*Pi~135.4547108774948276522170452623811761578258868391651015274444444444397

DCCXXI.        748736095/m*Pi~12521176899.4209270833499669400444444444420145

DCCXXII.        916131356*m*Pi~540681004.444444444750078163373517863

DCCXXIII.        926617299/m*Pi~15495899284.5705056039133444444444448094417233

DCCXXIV.        449155614/m*Pi~7511267235.3027440844444444445213551935






DCCXXV.        (367077997/Pi)/m~621977950.741800588643889125555555555428

DCCXXVI.        (368250207/Pi)/m~623964146.53560363172852885478418452655555555555672

DCCXXVII.        (354272436/Pi)/m~600280173.5555555555815690500906719286551367939907600998

DCCXXVIII.        (351244289/Pi)/m~595149273.0902658007529781473134518631100395555555555663

DCCXXIX.        (290810379/Pi)* m~17389757.3133081397873432797895736688814655555555558576

DCCXXX.        (257987903/Pi)^ m~30.67648869135075831562465614162372355295025643194585591252555555555531

DCCXXXI.        (505279711/Pi)/m~856147308.65819025663260927970235662338314160555555555531

DCCXXXII.        (436072146/Pi)^m~33.8555555555551665529262

DCCXXXIII.        (404792856/Pi)^ m~33.3854539974498324430100594794105312201502941588679269955555555550

DCCXXXIV.        (222292084/Pi)* m~13292528.
989928201040898387219595805166179874613974109170700951557875553316708555555555556885825

DCCXXXV.        (186839393/Pi)*m~11172543.8136298555555555583472

DCCXXXVI.        (491422642/Pi)*m~29385885.442020994080137534276716775694456861675865555555555863
DCCXXXVII.        341409162/m~1817362992.5274547025731593181783506422181555555555510009563

DCCXXXVIII.        375114735^m~40.80744526440800984373938111746663623894654596127642892555555555551449

DCCXXXIX.        399681746^m~ 41.2966645124402551685602797738447100555555555577785551758883

DCCXL.        280682208*m~ 52728859.24034355555555552245

DCCXLI.        196377629/m~1045342290.79911532045006228023582184431661118910797386086665555555555336

DCCXLII.        304829492^m~39.2474921555555555510246

DCCXLIII.        296220658*m~55647906.90175826240018110595035742391894499155555555553119

DCCXLIV.        261822359^m~38.
1420239771077158225373397936697663572459220951994411739670495445107395295170055555555550159222

DCCXLV.        331128082^m~39.8623965227580518740629848590472126588555555555510887687

DCCXLVI.        172034655/m~915761643.
88121560658439821120807467142029664024169494837527083853239188042305476555555555599334

DCCXLVII.        787047574*m+Pi~147854478.9938699676065555555555511133281

DCCXLVIII.        742520952/m+Pi~3952530425.6879405805136146518477353294928158555555555522

DCCXLIX.        751966135/m+Pi~4002808297.380937039085555555555380259

DCCL.        585403216^m+Pi~47.50766480317404917236074412900172045555555555375

DCCLI.        173254879^m+Pi~38.4368625665555555555500

DCCLII.        232660092*m+Pi~43707444.
8399042962969884838633605259774464633997204201786527585996333012355555555551576589

DCCLIII.        308951659^m+Pi~42.
4882460659642431341408214604305220791060636855519565770875184956706362611355555555554204

DCCLIV.        385865675/m+Pi~2054010486.409251020767169565555555555760076

DCCLV.        302065045/m+Pi~1607929418.108904715555555555168463

DCCLVI.        513402261^m+Pi~
46.42719682221783668393408353934175759067719473212213008655835959863653179215024016555555555514

DCCLVII.        563342906*m+Pi~105829400.0462945398776447736258940264172018761326073629805555555555226599

DCCLVIII.        619137747*m+Pi~116310998.9277824233832387122421006866587274104239685174329555555555502

DCCLIX.        909021707*m*Pi~536485042.65644137152902257004859037574110484855267215555555555146370002

DCCLX.        862251723^m*Pi~149.89767419895311555555555534371591

DCCLXI.        954570631/m*Pi~15963365214.47234075252959126511373076167171862593661555555555542

DCCLXII.        719978194/m*Pi~12040256094.2378485536696299748349989602714357940245555555555275198

DCCLXIII.        640919484*m*Pi~378256882.
16825430893327769192633416238910017263677597168736741440372453525555555555221

DCCLXIV.        522397681^m*Pi~136.
4301852063877443085106006665818306531926229535424184770311486592164555555555518

DCCLXV.        497344946*m*Pi~293522280.6178549600634208700294517805162594438284045414555555555536520

DCCLXVI.        396051368*m*Pi~233740991.463058603512386355555555555928983540

DCCLXVII.        699322885/m*Pi~11694835618.814927784806386748546566219850015155555555550553

DCCLXVIII.        27072874/m*Pi~452741956.469633578825555555555243799

DCCLXIX.        475722981/m*Pi~ 7955555555.553737002454625536

DCCLXX.        100340559^m*Pi~100.0701129989602865232271311775127595297243060336322074578055555555551

DCCLXXI.        412934029^m*Pi~130.5347481336555555555583113162491

DCCLXXII.        501547958^m*Pi~135.3902723835415645555555555455250

DCCLXXIII.        667545553^m*Pi~142.861004946513909755555555555801061281595

DCCLXXIV.        670191823*m*Pi~395532786.49060159954756276642908592555555555560088980

DCCLXXV.        213632558*m*Pi~126081336.7919218296255421135715679298555555555534274500

DCCLXXVI.        174685663^m*Pi~111.054810430427494809460698464626533680588049885555555555794

DCCLXXVII.        300646558^m*Pi~122.9799992287496705461820113355120890799803496172311191055555555552614

DCCLXXVIII.        318576823*m*Pi~188017182.82455555555559319845964346980

DCCLXXIX.        336710286^m*Pi~125.62532783382497121475663156547416652555555555583107

DCCLXXX.        313407332^m*Pi~123.944112017106509705493078846331849781476467673555555555518810

DCCLXXXI.        73917568^m*Pi~94.486551019087636024034140717802032485555555555439

DCCLXXXII.        270728740/m*Pi~4527419564.6963357882555555555524379901089

DCCLXXXIII.        275119585/m*Pi~4600848036.156547520907888532218748499243171388335382285555555555765220

DCCLXXXIV.        281707858*m*Pi~166257913.372122288248088153787116714771082809180031685555555555509795651

DCCLXXXV.        291108461/m*Pi~4868231358.
73952740908961735084671922197301688870149498442555555555527951104355515

DCCLXXXVI.        146514681*m*Pi~86469810.65555555555592164103565

DCCLXXXVII.        125248391*m*Pi~73918904.
104108096474579882283570964691670245057768313814133201916977019921555555555596

DCCLXXXVIII.        816363476/m*Pi~ 13652115298.67832860509565888587188555555555510104





DCCLXXXIX.        (536612991/Pi)/ m~909238503.
019314128484137875299404565686763060893432317542288486666666666987222

DCCXC.        (548474722/Pi)* m~32797461.840466666666667507424

DCCXCI.        (594865719/Pi)/ m~ 1007942082.8652058666383927654206057736666666666685533111

DCCXCII.        (571232285/Pi)*m~34158309.06666666666605979628255457158560686

DCCXCIII.        (567638442/Pi)*m~33943405.94729715040468260130056666666666319

DCCXCIV.        (561511241/Pi)*m~33577014.
146680367922468823327841850082506188676142862479573371353806666666666758

DCCXCV.        (339923268/Pi)/m~575966904.4944033523647958659546318706666666666677447492429202680009

DCCXCVI.        (222337081/Pi)/m~ 376728551.273787536666666666658488

DCCXCVII.        (228492914/Pi)*m~13663323.626666666666423

DCCXCVIII.        (269929513/Pi)*m~16141132.0287487214881470756496705467269352588594702017506666666666094

DCCXCIX.        (294602906/Pi)^ m~31.4509264065750520843968986666666666589595

DCCC.        (308842574/Pi)^ m~31.7310607666666666633174640

DCCCI.        (387758839/Pi)*m~23187040.742793170848932929816983080065541651251423661798457266666666663040

DCCCII.        179785096*m~
33774363.85456841357232334063166918187583062328331856208525733464147633666666666672802770453373370908

DCCCIII.        369721654^m~40.69657989006131322183376040779090330919694501145533035766666666662

DCCCIV.        20337714*m~3820635.68053577694041796666666666943

DCCCV.        348042679/m~1852674020.0215022809924197716539503919902927560985820986666666666282

DCCCVI.        336647364/m~1792015355.6556262636286781946899803045427620384708123329142666666666629

DCCCVII.        210511656*m~39546644.43025766666666664184346

DCCCVIII.        84161841/m~448003838.91390656590716954867249507613569050961770308322856666666666572

DCCCIX.        81656324/m+Pi~434666666.66666647714651

DCCCX.        88318397^m+Pi~34.24029970035520237932503065116477458620458149488250247423730766666666669

DCCCXI.        128944321*m+Pi~24223437.1821666666666637347

DCCCXII.        157490287/m+Pi~ 838340185.9288597875858823636766666666662903

DCCCXIII.        508588118*m+Pi~95543185.149528256666666666832

DCCCXIV.        559696069^m+Pi~47.13495778518740339540868684761919250802866112558002482877094666666666659

DCCCXV.        782203615*m+Pi~146944494.
588029055420823664872227510026956937117746021920559896666666666297

DCCCXVI.        762045224/m+Pi~4056460528.73784055092131408677809804322116609943383111194866666666667

DCCCXVII.        133072918.6755079182825583542787589649666666666645

DCCCXVIII.        647696301^m+Pi~48.35852383436759968184109287799787238698728030243205265106666666666836

DCCCXIX.        668306125/m+Pi~%97 =
3557475766.64915548926347569499676409499044678669429251902069292623047293098466666666669341

DCCCXX.        735477343/m*Pi~12299449670.8737965809688568896918590547038125387784666666666688925

DCCCXXI.        753229973/m*Pi~12596328400.4346666666666635696260

DCCCXXII.        278295404^m*Pi~121.
2081316871241527906918912716308594016555397075326493967140640973274552666666666638670

DCCCXXIII.        764496602*m*Pi~451189436.925816428216666666666799758989

DCCCXXIV.        845123574*m*Pi~498773740.11636686474426446136135014431324842754009505666666666652938

DCCCXXV.        798102524^m*Pi~147.736373551902490817840329007870819597770741501912029116566666666666441

DCCCXXVI.        966077638^m*Pi~153.1337860537944442664636692147817623666666666618537610

DCCCXXVII.        365609199^m*Pi~127.583703940114248642546337239000680099707282926666666666470

DCCCXXVIII.        494038880^m*Pi~
135.007137731421529411095050856714366837821900694459282814750864615720028990246930666666666622

DCCCXXIX.        502263365*m*Pi~296425025.6312006663548047386656666666666758597568677164616

DCCCXXX.        439544043*m*Pi~259409431.9666666666677649231069551567970800

DCCCXXXI.        297038526*m*Pi~175305743.5972939526342897666666666669467376556559

DCCCXXXII.        298577616^m*Pi~122.820566666666667268248528284

DCCCXXXIII.        30517039^m*Pi~80.01903885754381560004666666666699456

DCCCXXXIV.        242167393^m*Pi~118.
0828547856679249420506977738575436566728220626984308197666666666680369

DCCCXXXV.        197078539^m*Pi~113.
5998746979961877658593515075012582679903088127538416004161638893839467683417166666666661612

DCCCXXXVI.        122528723/m*Pi~2049058174.420114786904972186836889893790848283966666666664

DCCCXXXVII.        616595504*m*Pi~363901392.
802724309777553994325556724268231272952625495775475662271239969501481166666666662822123625

DCCCXXXVIII.        620656732*m*Pi~366298242.140907973282095662299293347693539966666666662927672

DCCCXXXIX.        673733421/m*Pi~11266900852.954116126666666666782032790336310555

DCCCXL.        633587553^m*Pi~141.466666666660586114343717373967

DCCCXLI.        640897674*m*Pi~378244010.37576548887662634071470378956666666666028235008







DCCCXLII.        (177136218/Pi)/m~300140086.77777777779078452

DCCCXLIII.        (357472667/Pi)/m~605702653.
6157820562715475397035096632761614934042076766192802637760353316677777777776

DCCCXLIV.        (300691194/Pi)/m~509491972.
220348594495664805447099334845220351318592788820459008507777777777259

DCCCXLV.        (304660953/Pi)^ m~31.649903683961050817062717777777777866323888418717

DCCCXLVI.        (307297716/Pi)/m~520686080.
96201371235476874861682176307117070903287294917787777777777116860464909

DCCCXLVII.        (311596329/Pi)/m~527969662.
453203073001062877125079214777777777778766020139343579000864666

DCCCXLVIII.        (374074537/Pi)*m~22368752.
5799005486295993440019079498336114598437091381896325755777777777753281

DCCCXLIX.        (402010438/Pi)/m~681167573.233907777777777547881808

DCCCL.        (566538780/Pi)/m~959944840.824005587274659776591053117777777777779574

DCCCLI.        (519161613/Pi)^ m~34.
98317543510302368475592385912898176133416241718480910551346307596662880740757777777777126

DCCCLII.        (522410191/Pi)/m~ 885173240.293159377780321028242672793113005228777777777752

DCCCLIII.        83451495/m~444222579.721190737917310174514777777777724

DCCCLIV.        338727673/m~1803089096.522667777777777879

DCCCLV.        213792961^m~36.7172022932934723387835739631109161002407977777777770738211468068259195

DCCCLVI.        222450833/m~1184133164.97670637777777777905

DCCCLVII.        224431576/m~1194676903.77041750908578546312665353636184135898054155527617777777777527

DCCCLVIII.        361877021^m~40.53294978547915977777777771504050

DCCCLIX.        387876107^m~41.0647139045852257777777777766775

DCCCLX.        148110329*m~27823953.45087913120009055297517871195947249577777777776559

DCCCLXI.        140341104*m~26364429.620171777777777761228975901023

DCCCLXII.        170704581/m~ 908681496.2637273512865796590891753211090777777777755004781

DCCCLXIII.        149938369^m/9~3.81664303264094564638413762287396466377777777777249402

DCCCLXIV.        307978513/m~1639407533.
00532576502249485772342073111366170543099685816341875317777777777370

DCCCLXV.        543138726^m+Pi~
46.887478369995150852801895871789970491405683092845514989409027059068833291465237777777777841408

DCCCLXVI.        127498143/m+Pi~678688311.7587273955528549524036589723270874777777777779040

DCCCLXVII.        451888909/m+Pi~2405460287.62630328385900803175163759934981342258947777777777394

DCCCLXVIII.        190603457/m+Pi~1014605665.656291171614189319129501922257289886447107777777777975

DCCCLXIX.        211909685^m+Pi~ 39.79781561797940259937777777777939092

DCCCLXX.        219196507^m+Pi~ 40.03136910180214122741207554767048874340333888888888863429797599

DCCCLXXI.        246499606/m+Pi~1312147746.90073210037221719141500167715745777777777703

DCCCLXXII.        256600955^m+Pi~41.1395500666267985697539318918254777777777787660

DCCCLXXIII.        305111657^m+Pi~ 42.395907070952332037976764761126823214703958298593439999999999857575

DCCCLXXIV.        359960400/m+Pi~1916113518.968621354477777777773

DCCCLXXV.        307094348^m+Pi~42.
4437011509087668311960763399316802606227713437682057545077777777778972

DCCCLXXVI.        362328303*m+Pi~68066868.
5970601751415356797735941126239868477047846402332881442691359777777777762889

DCCCLXXVII.        526847778/m+Pi~2804475573.8133607242027308878109612340977777777772005070

DCCCLXXVIII.        58978359^m+Pi~31.
9685993790516804933233704608270232445974365059006928157286695895279910014691544577777777778

DCCCLXXIX.        33103476/m+Pi~176213880.51381377777777773588363935

DCCCLXXX.        646815265^m+Pi~48.34696279629092578415866510655321697286287140565777777777760

DCCCLXXXI.        680488875^m+Pi~48.7800126309886362790332453474049356821351607777777777112

DCCCLXXXII.        825606412^m+Pi~50.467810495083056672463218513062250989298780403505422677777777772365

DCCCLXXXIII.        673012364^m*Pi~143.08006380883458218862658852980858201049577777777777807835108138

DCCCLXXXIV.        674968127*m*Pi~398351658.2903045427783777777777790128

DCCCLXXXV.        716034529*m*Pi~422588164.7005046781340477777777774417962441860291339980010

DCCCLXXXVI.        719030124/m*Pi~12024401439.6241505212007777777777061147

DCCCLXXXVII.        621527424^m*Pi~140.95684806089598726452777777777743042707041979477333208

DCCCLXXXVIII.        626241955*m*Pi~369594520.
5205404823728994114178548234583512252888415690706660095848850996077777777779809

DCCCLXXXIX.        64348120^m*Pi~ 92.0573837277362123386597598999887177777777779

DCCCXC.        341446441^m*Pi~125.
955403502272154899412352219704008858227715230265975523559077777777772070259094666008889

DCCCXCI.        350732439^m*Pi~126.59192290355408077044333777777777792778131947

DCCCXCII.        426710215^m*Pi~131.3419863048522889366777777777711534

DCCCXCIII.        140853929*m*Pi~83128956.68606114412404407689355835738554140459001584277777777775

DCCCXCIV.        142426552*m*Pi~84057084.
9262787353185061537614075916420222605859502159305260920897165633_90123456789_38110

DCCCXCV.        154862005/m*Pi~2589770377.77777777240240835059

DCCCXCVI.        198025684*m*Pi~116870495.731529301756193177777777777964

DCCCXCVII.        230397211*m*Pi~135975474.09421777777777709954647

DCCCXCVIII.        909485202^m*Pi~151.
407022178578731219126446184361316551664348171500222858965697777777777680

DCCCXCIX.        797675067*m*Pi~470770652.724880121059622805033875303513341716847777777777326


CM.        975363841*m*Pi~575638741.
9738872083126783867860755777512772273853495606969220060269777777777755672

CMI.        732573405*m*Pi~432349053.27777777777960820517825859466180005

CMII.        238142994^m*Pi~117.71169909823905633605477178318878153905703667356597878312570176777777777710  






CMIII.        (509896620/Pi)^ m~34.86503318753077724881782783291671665299136770762874888888888880

CMIV.        (485298267/Pi)/m~822290695.9122564628368593630858689775173068411442878679488888888889869

CMV.        (538211841/Pi)/ m~911947598.782805307910926787761500461888888888890

CMVI.        (282887668/Pi)* m~16915998.3572927602761370368254429664082998888888888007171

CMVII.        (283269390/Pi)/m~479972420.4120027936373298882955265588888888888897872910357668900007

CMVIII.        (477388809/Pi)/ m~808888888.88888878166185796959390657767800

CMIX.        (460744073/Pi)^m~34.
207399140709948967797706456918041847868435511730624534101088888888880489850

CMX.        (479483528/Pi)/m~812438186.
4268720070286552575969644340101279719805772641914902369195797078401975074888888888807

CMXI.        (362748439/Pi)^m~32.
704690332193171651934698359789547506074114989233874593807205457888888888874

CMXII.        (216651463/Pi)* m~12955233.49647420202542506383387873343216228948698888888888224

CMXIII.        (319140537/Pi)/ m~540752588.8888888870305317627039912808848

CMXIV.        (341798291/Pi)/ m~579143948.535901004879012976384888888888887998

CMXV.        364701311/m~1941349968.62692845226440137758081199658799220834338002732378888888888482821117

CMXVI.        258032904*m~48473969.088888888880642

CMXVII.        3286918*m~617479.240282132734753018070765803656788888888882974

CMXVIII.        9227488^m~20.
345018728540602111550575004874300629594158790227379176387008069926063722368375092888888888815

CMXIX.        280299033/m~1492066253.96723178472450943961583259018888888888634

CMXX.        305989351/m~ 1628818978.83834094095652608698590231524825516797785144157918431220588888888881

CMXXI.        44724272*m+Pi~ 8401888.888888893158

CMXXII.        48271806^m+Pi~30.9039233188888888884309

CMXXIII.        68745739/m+Pi~365942033.5799888888888829

CMXXIV.        370745248*m+Pi~69648072.875383058678975841556042557416339730979888888888864668

CMXXV.        402575254*m+Pi~75627646.4221085098888888888880976786

CMXXVI.        537026343*m+Pi~100885579.
93028407539739607575772489953922220881377288190551646545038683475675004888888888800

CMXXVII.        541516942^m+Pi~46.862909783928570340744718160448242888888888817411

CMXXVIII.        542635106/m+Pi~2888513463.9801526640003655809078558748095834829520888888888879089

CMXXIX.        519654916^m+Pi~46.52574447591682795721900181864148254503009931634345189444597989043843358
CMXXX.        1515816888888888819844

CMXXXI.        560102391^m+Pi~47.1409558446266023755672662014281800953111740690907795888888888872225

CMXXXII.        580797054/m+Pi~3091654210.443064268381833152935221888888888879

CMXXXIII.        598104755^m+Pi~47.68692844861598679759681487080891157714238888888888509

CMXXXIV.        635257967/m+Pi~3381556353.79988888888887656

CMXXXV.        705567379^m+Pi~49.091355863887550399509290540888888888821

CMXXXVI.        721683995*m+Pi~135575300.412888888888889

CMXXXVII.        728304177/m+Pi~3876852782.
455596672797469274748291756412837941991732480060849720710922534153285348888888888825

CMXXXVIII.        797990399^m+Pi~50.16629971028877058888028888888888482

CMXXXIX.        830686670*m+Pi~156052503.
9657977910255241735374672120247849399424596701981704392256344158370828888888888645

CMXL.        980611807^m*Pi~153.
56396127844860065694743542754977641907958622305217554335935400888888888822800491

CMXLI.        774310025/m*Pi~12948851888.8888888620120

CMXLII.        99012842*m*Pi~58435247.86576465087809658888888888898224588

CMXLIII.        380872090^m*Pi~128.567729894888888888813878252

CMXLIV.        149747219/m*Pi~2504235379.884185416669993388008888888888402

CMXLV.        103282934^m*Pi~100.
6149264126610194448733931687436237420304767593232031302337988888888880058848

CMXLVI.        105964101^m*Pi~101.
1005056398708969214958925541469521957305599752443160754762072312192633952388888888883

CMXLVII.        612473467^m*Pi~140.
568803200381651779691587940202113404752351406604149446805906415402029068988888888886612315689000

CMXLVIII.        641708195*m*Pi~378722362.
421608263802674476221437462671280499653110716495040503088888888882735883

CMXLIX.        629127718/m*Pi~10520955917.5947078888888888098357327783

CML.        695842611/m*Pi~11636634703.027028888888888978064035604247149118009

CMLI.        919003543/m*Pi~15368573800.
489191906720185470467685976737742332798463594240276565848888888888512

CMLII.        946770651*m*Pi~558763656.77107176788888888880911730711

CMLIII.        955402002*m*Pi~563857694.3212858662289942043458908096910647327359475034708199724988888888883

CMLIV.        990128420*m*Pi~584352478.6576465087809658888888888898224588521864600

CMLV.        363733339^m*Pi~127.
46047329927492202770896923247711563221632544559149697717115188888888888279








CMLVI.        (342739371/Pi)*m~20494985.4399999999996358777695327429513641191921

CMLVII.        (401204203/Pi)^ m~33.
32965088240077629077203049434142807801381890616923329955933766724559999999999356

CMLVIII.        (561675440/Pi)^ m~ 35.504288023938346936904759600599478448531575585268380999999999939003

CMLIX.        (600656311/Pi)* m~35917794.656830107328933878694357659817487452445999999999930

CMLX.        (524123239/Pi)/ m~ 888075833.45665628989509220309670441008599159109999999999541

CMLXI.        (287439393/Pi)^m~31.305820004815595144419616725241289339244774049018883113829999999999660

CMLXII.        (245849020/Pi)^m~30.399999999997721334

CMLXIII.        575935902/m+Pi~3065777699.9999999973581899193

CMLXIV.        615724667^m+Pi~47.930556467244951189126299999999996546

CMLXV.        655582617/m+Pi~3489746967.4603188108622463420184840632932662641740576999999999994696

CMLXVI.        740689207*m+pi~139145612.
7441246764674416299625813170109383132275989410947905360334649999999999491985

CMLXVII.        550272798*m+Pi~103374054.
23047393671274765738786779743886237664472829983029854775796731087819589999999999048697999149

CMLXVIII.        510323907*m+Pi~95869269.85045784569125572152878844808714117999999999957664

CMLXIX.        532312292*m+Pi~99999999.994876

CMLXX.        131587586*m+Pi~24719999.9999991625132674334

CMLXXI.        136121854^m+Pi~ 36.8731799999999997223

CMLXXII.        136137030^m+Pi~ 36.87388644779175929001196999999999943740

CMLXXIII.        44767944*m+Pi~8410093.095194496553320155417380780203344670819085498146682101039999999999

CMLXXIV.        0.03*(47646565/m+Pi)~ 7608855.999999999998080

CMLXXV.        94412374/m+Pi~502568690.9270166975039863786849302108844418866873499613084951299999999994

CMLXXVI.        526329182*m*Pi~310628152.75169209364967182082177964174499999999995799830

CMLXXVII.        535147172^m*Pi~137.0495878463804426187803383234394586927986259999999999982

CMLXXVIII.        540084426*m*Pi~318746201.646744232637895518468336999999999930

CMLXXIX.        236843767^m*Pi~117.5907884395550721129095374296919976442699999999998668632955

CMLXXX.        113199344/m*Pi~1893042182.13548650370201476667786189999999999141

CMLXXXI.        180028142*m*Pi~106248733.88224807754596517282277899999999997

CMLXXXII.        998970749^m*Pi~154.099999999998050065256114242200541

CMLXXXIII.        784564148^m*Pi~147.2623052732127381787041581129636820284560087009070467120999999999995112


CMLXXXIV.        990558812^m*Pi~153.
855392698425955853393970759991768796568126738475147757136543137233853299999999992

CMLXXXV.        367586169/m*Pi~6147174523.2603443607149165605106696813725448518999999999921150

CMLXXXVI.        480416785/m*Pi~8034050435.9364031342744577409379999999999248748

CMLXXXVII.        411385235/m*Pi~6879629999.99999926823588054329398222510058

CMLXXXVIII.        246528496^m*Pi~118.479450315867631987296973299999999997450

CMLXXXIX.        285450047^m*Pi~121.78750619481272061995263933462646971577204759999999999812

CMXC.        201471182^m*Pi~114.071288052934920959999999999180664

CMXCI.        360056284*m*Pi~212497467.76449615509193034564555799999999995360315

CMXCII.        295185069^m*Pi~122.557184597679999999999441737

CMXCIII.        720112568*m*Pi~424994935.5289923101838606912911159999999999072063

CMXCIV.        327848654/m~1745178739.31437751598646499999999997068        

CMXCV.        16273155*m~ 3057069.0800297998682077708611449666850503697282896679888888888849

CMXCVI.        70170552*m~13182214.8100858888888888806144

CMXCVII.        112215788/m~597338451.885208754542892731563326768180920679490270777638088888888887639

CMXCVIII.        69415623^m~ 29.7230485464482403285191231406408064532394999999999923

CMXCIX.        42.5849847*m~7.999999999994598646156192133






M.        (352925589/Pi)/ m~597998072.
3567121340364382583448318113757518829231204111870769013207732425418160000000000460

MI.        (441020723/Pi)^ m~33.927400000000002241964512532399929

MII.        (397427105/Pi)^m~33.27047787998543585236033799345025548892254413580405823000000000009904642

MIII.        (509884902/Pi)/ m~863950356.7416050285471937989319478060000000000016

MIV.        (246902813/Pi)^ m~
30.42443651589762433091286413281384334648543693999441839647646775251424000000000072

MV.        (254942451/Pi)/m~431975178.370802514273596899465973903000000000000808561932190201000707

MVI.        (160980322/Pi)/m~272765492.9078061783683613560859431250566300000000006376

MVII.        (202237991/Pi)^ m~ 9.30501903374813894084224683318200000000009773649773

MVIII.        (528516977/Pi)/m~895520595.
00507559609160886361106429299391661924685637664995400872613513283869135488000000000028

MIX.        28247228^m*Pi~78.86558500000000006699148794009

MX.        31140049/m*Pi~520757667.
20667545886237133346878924299449208586208732761039891881470812414000000000054

MXI.        53020331^m*Pi~88.76890581161460498003448830000000000521000781

MXII.        83040629^m*Pi~96.57505830732638770860661089275265290722337130000000000577750

MXIII.        155700245/m*Pi~2603788336.
033377294311856667343946214972460429310436638051994594073540620700000000002713

MXIV.        192440023^m*Pi~113.0927187436792200000000009591

MXV.        261604160^m*Pi~119.807935955198919865161218303500000000008069070

MXVI.        283295784^m*Pi~121.6143094183314119011765846218865715927378366000000000060

MXVII.        301358019*m*Pi~177855015.37872039981288284319940000000000551585

MXVIII.        311400490/m*Pi~5207576672.
06675458862371333468789242994492085862087327610398918814708124140000000000542

MXIX.        349972951/m*Pi~5852627192.3398751632453500131575656084497000000000026031916355656599

MXX.        356492473*m*Pi~210394183.
231650015939490702689498825369574673108254572728526368876000000000044759

MXXI.        445557789*m*Pi~262958615.395940928951434650000000000420

MXXII.        467100735/m*Pi7811365008.
10013188293557000203183864491738128793130991415598378222062186210000000000814

MXXIII.        547137799^m*Pi~137.62128167255967989827342372044881144412750000000000373

MXXIV.        61013142*m~ 11461907.041607330821253900000000008292

MXXV.        425683977^m~41.78854553040322924713310361980185449070696391938000000000094

MXXVI.        269677644*m~50661545.
7818526203584850109475037728137459349249778431278860019622145050000000000920

MXXVII.        134190617/m~
714313171.47905226977430598814935197527476003295417469374563364204014034800000000008539

MXXVIII.        19978475*m+Pi~3753152.31203000000000024

MXXIX.        20347611/m+Pi~108312841.
0312347455852018000153011514077501465888366758910211349103892902520000000000490

MXXX.        72126704*m+Pi~13549699.967000000000090

MXXXI.        96917056^m+Pi~34.78784513266731487560586384454240000000000333

MXXXII.        180269304^m+Pi~38.7010000000000425855445

MXXXIII.        289540422/m+Pi~1541259308.255326189448790001000000000006

MXXXIV.        346462437*m+Pi~65086312.6829491081286668075332921768285327166921137548704804650000000000117

MXXXV.        375731931/m+Pi~2000067319.76000000000085

MXXXVI.        425397860/m+Pi~2264445173.082214287292635892088117738678404060963018779034400000000008156

MXXXVII.        463931971^m+Pi~45.6110788270105886807950000000000754444788

MXXXVIII.        488007731*m+Pi~91676961.005977282511976631573276893133125156695263800000000002578822

MXXXIX.        488425629/m+Pi~2599949745.39995759715654865699025760884020000000000904

MXL.        493553598^m+Pi~46.10776613000000000066069070583322

MXLVI        – MXLX:
n                                 n/m                                            -sin npi/m

996509389        5304542135.50000000...                   0.999999999999999993...

1749748713      9314127771.49999999998...            0.999999999999999999998032...

2502988037     13323713407.49999999882841717...       0.999999999999999993...

21993493945     117074075393.50000000089205...    0.999999999999999996...

22746733269   121083661029.4999999997...            0.9999999999999999996675...


ML.        1865915427060*Pi/m= 31203861143594.000000000098537...
MLI.        31312917495*Pi/m= 523648561636.21630000000000401...
MLII.        932957713530*Pi/m = 15601930571797.000000000049...
MLIII.        9tan(165056479/m)=                   17.80800000000006...
MLIV.        9*tan(6389624821/m)=    1.43440159999999997364...
MLV.        -10tan(4242361875*m)=             32.9999999999990...
MLVI.        -10^5/9*tan(1017264451*m)= 6817.99999999999966...
MLVII.        300/7 log(1691238342*m)=      839.0000000000034261...
MLVIII.        9log(2886098101 *m)=              181.0000000000663617...
MLIX.        90log(5497810358 *m) =         1868.0000000000110121513...
MLX.        45*log(34007194952 *m) =     1016.000000000006746187...
MLXI.        90*log(51299614092 *m)= 2069.00000000004232090...
MLXII.        225*log(51413739994 *m) = 5173.0000000000223131...
MLXIII.        – MLXVII:
n                                           9tan nm

4685228731                 93.291254000000000074..
529840345                   5.12500000000001...
5919379448                 49.0000000000626...
6388397112                 24.5718173000000000097...
9802010416                 -4.999999999922...
7/27/2007 3:30:48 PM->->

Here are more than 224 accurate digits of the MRB constant via only the Adell-Lekuona scheme in
1.5 hr.:

m =
NSum[(-1)^n (n^(1/n) - 1), {n, 1, Infinity}, WorkingPrecision -> 240,Method -> "AlternatingSigns"];
c[t_, n_] := (-1`240)^(n + t)*Sum[Binomial[n, l]*Sum[Binomial[n - l, j]*(-1)^(n - l - j)* (Log[l + j + 1]/(l +
j + 1))^t, {j, 0,  n - l}], {l, 0, n}]; etad[t_] := (2/3)*N[ Sum[c[t, n]/3^n, {n, 1, 500} ], 250];

In[137]:= Timing[shot = -NSum[(-1)^x etad[x]/x!, {x, 1, 120}, Method -> "WynnEpsilon",
WorkingPrecision -> 240, NSumTerms -> 90]]
Out[137]= {5431.39, \
0.18785964246206712024851793405427323005590309490013878617200468408947\
7231564660213703296654433107496903842345856258019061231370094759226630\
4389293488961841208373366260816136027381263793734352832125527639621714\
893217020762821}
In[138]:= m - shot
Out[138]= 0.*10^-224
From
https://www.sciencedirect.com/science/article/pii/S0022314X15001882
6,000,000,digit calculation progress