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Microtubules �  Nature's Quantum Computers?

Figure 1
(From Jeffrey Satinover, Yale University, with permission)

A-C Immunoflurescent labeling of tubulin, primary component of microtubules in cell cytoplasm (increasing resolution). D-F Structure of microtubules, showing tubulin dimer protein components of microtubules. G,H Structure of alpha and beta monomers comprising tubulin dimers.

  abcdefghijklmnopqrstuvwxyz
1-Á
2-Ã
3-Å
4-Ç
5-É
6-Ë
7-Í
8-Ï
9-Ñ
11-Õ
13-Ù
14-Û
15-Ý
16-ß
18-å
20-ò
23-Â
24-à
25-Þ
26-Ü
27-Ú
28-Ø
29-Ö
30-Ð
31-Î
32-Ì
33-Ê
34-È
35-Æ
36-Ä
37-Â
38-À
40-¼
41-º
42-¸
43-¶
45-®
50-"
51-<
52-¡
53-£
54-¥
55-§
56-©
57-«
58-¯
59-±
60-³
61-µ
62-·
63-¹
64-»
65-½
!

Heisenberg inter-determinacy formula:

p1q1 - q2p2 = h / 2 p i

q » generalized coordinate
p » momentum
h » Planck Constant (6.547 X 10-27 erg-seconds)
i » Ö-1


Blackett equation:

G (gravity) = 2 c p2 / b w

p » magnetic moment
c » velocity of light
b » uncertainty correction amounting to 0.25
w » angular momentum
¼
½
¾
ƒ frequency
º degrees
÷ division
Ə
Ɛ
Ƒ
ƒ
Ɠ
Ɣ
ƕ
Ɩ
Ɨ
Ƙ
ƙ
ƚ
ƛ
Ɯ
Ɲ
ƞ
Ɵ
Ơ
ơ
Ƣ
ƣ
Ƥ
ƥ
Ʀ
Ƨ
ƨ
Ʃ
ƪ
ƫ
Ƭ
ƭ

  Figure 1

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Research Multiwave Oscillators by Georges Lakhovsky
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Research Multiwave Oscillators by Georges Lakhovsky