How 'monday' work it's games ?

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Let's go to watch several examples . From this article :

http://pubmedcentral.nih.gov/articlerender.fcgi?artid=2323815

From table 2 , we're playing with measurements :

OFL = 5.51 -> 190(0.29)

INL(15.39) -(2.9) = ZYW(12.49)

ZYW - 27(0.29) = V4L1(4.66)

V4L1-(2.9) = PSL(1.76)

IOW(4.13) - V4L3(2.39) = 6(0.29)

ULN(14.01) -V4L2(5.31) =3(2.9)

V4L2 - V4LC(1.25) =14(0.29)

HUM(12.15) - CVL(8.96) =11(0.29)

VILC and SRCRP =39(0.029)

ZYL(10.97) - V8TC(0.82) = 35(0.29)

See the figure at right , showing '' amount 0.29 ''

(notice that the figure display half of whole length)

If a =1.4142 -> 6a = 8.485

(8.485)a = 12

(12)a = 17

( 0.12 + 0.17) = 0.29

at right's figure: red -0.0848 , green- 0.12,blue -0.17

BIOLOGY and GEOMETRY

through the "magnifying glass"

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Past year I bought nice device . like an special
lens, it's able as for translate morphometric
measurements in such a way like they was generated from
square root of two . without trade-mark , I call it
"monday" , because the day I bought it .
monday works as follow :

L = n( a ) , a = 1.4142 , "L" for measurement , and n = natural number

We would to see relationship between biology and geometry

To test monday's skills we'll gather morphometric data.
Searching in the internet's published issues where morphometric
analysis are shown .

BRIEF PHYSICAL LOOK

-HYDROGEN, orbital radius (angstrom) :

Bohr radius = 0.529 = 3( a/8 )

-Fine structure constant, ' Alpha' = 137.03598 ->

-> 90( a ) + 60( a/10 ) + 90( a/100 )

-Planck constant and 3( a/64 ) ?

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Another one monday's game :

Now we play this rule : n(a+a/2+a/4)

THE SUN : diameter(1,392 ,000 km)=

=([a/2+a/4+a/8]+[a/16+a/32+a/64])10^6

MARS : equatorial radius(3,398 km)=11000[ a/8+a/16+a/32 ]

MOON : eq. radius (1,737 km)=11000+220+22[ a/16+a/32+a/64 ]