C Sequence Number     Last updated on 2011/2555     11     10, a full moon day;

In 2001, while residing in Bangkok, Thailand, this computing number was invented. And, later donated to a professor who has worked in Chulalongkorn University for 30+ years ... ; It provides variable brunching factor of a tree; Instead of tree, find your own circular heuristic numeric relation; Look at several trees, and realize the differences among them such as tree brunching factor varies i.e. tree leaves and roots stop/end at certain depth of path along with mass energy biometric factors; C number may be helpful in particle analysis. Also see: Network Topology;

Remark: USA MYANMAR NET provides/allows the computing numbers for further scientific IT testing purposes with/without factoring, numbering, tree structuring, circular structuring, mass energy biometric path depth, and ...; IFF (N-1), also see: div/2;Also see: FS+.sys; FS-.sys;

Cell 5W1H brunching; Number; Formula?   Also see: Nama; RFID; Transistor;

Also see: spiral 1 H2O resists to G gravitational waves without square in ACT 1 stage was, and notice that G gravitons have been pushed from 3 planets; For Monbusho level developers only: apply C number's depth as power of radius as r1, r2, r3, r4, ... , and develop spiral G algorithms; Also develop "pairs of sticks" vs. "turtle and turtle eggs" ... ;

Fuzzy brunching factor for C-sequence number

For Monbusho level developers only: Write algorithm to test the C-number's variable brunching factor by its depth by super computer within time constraint to compare among computers; And, assume that C number is in omni, and try to calculate epi* ... for strings in ACT2;

Also develop CdS fuzzy brunching factors for orbiter machines ... ;

For Monbusho level ACT2 stage FuzzySVM developers only: Calculate hyperspace traveling by FuzzySVM

MOON anti-graviton at time t0, consider as semi-dynamic system

EARTH & water at time t1 consider as static system     WHEN

M Theory's 2 spin string 2N as 1H at time t2 in hyperplane1   WHICH as Left as dynamic system

M Theory's 2 spin string 2N as 1H at time t3 in hyperplane2   WHICH as Right as dynamic system

Calculate the FuzzySVM's possible value in 3-in-1 dimension WHERE

hyperplane1 as 1 entity     1st to understand 4 planet prediction

hyperplane2 as 1 entity    

MOON as 1 entity     2nd time & lunar gravitational

Thus, 3 entities cause 1 lunar gravitational as 3-in-1 dimension     3rd to understand cracks in symmetrical

however full moon day, no moon day, ..., time t4, t5, t6, ... , tN-1, need to be calculated for hyperspace traveling

and then consider 5 gray horizontal sections from very very very far away ... 4th dimensional hyperspace

so, a Myanmar in theoretical way ...

time     time   AND   1, 2, 3, 4, 5, 6, ... number  = distance;   ACT2 and ACT3 stage parallel time calculation is in progress ... ; Notice that time + number = distance;

After understanding pore-pore distance, C number can be further applied by 4PP + JUN WHEN 4PP represents 2*7, and WHEN JUN represents 2*5; Therefore, can be further studied ... ;

driver (Bus Connector and Port) OEM ... ; using artificial intelligence to analyze the domain system ... ; x; y; z;

Develop D number, DEE, Water Clock, in ACT3 stage ... ;

 

A decade of testing in ACT2 ... ACT3 ...

 

C number inside a board, develop 2 times ... ;

C number inside a board, develop 3 lights ... ;

C number inside a board, develop 4 DEE ... ;

 

Flying automotives by PME, also see: DEE, Gravity, Light, ... with RFID;

 

FuzzySet [2,2] [3,3,3], is for developing 2,3 dimensional D Number ... ;

 

IFF 2....2    ♯88...88    2.2, also see: div/2;

IFF (L SYN R); develop step by step ACT3 stage with energy map; develop gravity dimension computer;  ... ;

IFF Light rate CRC: also see: Monbusho level knowledge enhancement.htm#light_rate_CRC;

VARIABLE BRUNCHING FACTOR TREE DEPTH1 TREE DEPTH2 TREE DEPTH3
BF1 (N+1) (N+(1+(1*1))) (N+((1+(1*1))+(1*1*1))
BF2 (N+2) (N+(2+(2*2))) (N+((2+(2*2))+(2*2*2))
BF3 (N+3) (N+(3+(3*3))) (N+((3+(3*3))+(3*3*3))
BF4 (N+4) (N+(4+(4*4))) (N+((4+(4*4))+(4*4*4))
BF5 (N+5) (N+(5+(5*5))) (N+((5+(5*5))+(5*5*5))
BF6 (N+6) (N+(6+(6*6))) (N+((6+(6*6))+(6*6*6))
BF7 (N+7) (N+(7+(7*7))) (N+((7+(7*7))+(7*7*7))
BF8 (N+8) (N+(8+(8*8))) (N+((8+(8*8))+(8*8*8))
BF9 (N+9) (N+(9+(9*9))) (N+((9+(9*9))+(9*9*9))

IFF ACT3 Imaginary Hyperdimensional AND fixed structured, also see: Heavenly Wheel Topology;

IFF four dimensional hypersphere OR N-dimensional space, also see: hypersphere;

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