31

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Berikut pemetaan (mapping) angka Tigapuluh Satu (31) kedalam piramida data dari diagram berupa konsep, detil bagan dan modul² yang dipakai sebagai dasar pemrograman.

Table of Contents Skema Pola Basis Frame Form Shape Profile Node Theory Outline Konsep Logics Umum Khusus System Filosofi Analogi Pattern Outlook Scheme Realisasi Korelasi Grounds Diagram Template Package Updating Delivery Branching Manuscript Referensi

Skema

114 = 111 + 3

Berikut ini keistimewaan secara umum:

• 31 adalah angka pentagonal terpusat
• 31 = 11th prime = (5th prime)th prime
• The only prime of the form n^5-1.
• π(π(π(π(31))))=2 is prime, π(π(π(31)))=3 is prime and π(π(31))=5 is prime.
• π³ is close to 31.
• 7 + 11 + 13 = 31
• 3 + 1 = 4 and (4!/.4 + sqrt(4))/sqrt(4) = 31
• The smallest prime that can be represented as the sum of two triangular numbers in two different ways (21 + 10 and 28 + 3)
• The prime number 31 is also a repunit in three different bases: 31 is 11111 in base 2; it is 111 in base 5, and it is 11 in base 30.
• 31111111111111111111111111111111/31 is prime. The numerator has 31 1's
• The sum of 31 primes starting with 31 of every 31th prime is prime.
• A repunit of 31 ones is a prime number in base 31.

Berikut ini keistimewaan spesifik ke Skema 111+3

• The angle covered by the diameter of the full moon is about 31 arcminutes
• A computer simulation of cosmic voids

that pervade our universe?

o                             o                             o                             o  
               o                             o                             o                 
                        o                             o                             o        
                           o                             o                                   
                        o                             o                                      
               o                             o                             o     o           
      o                       o                             o                 o              
   o     o                             o                             o                 o     
                                           o                                                   
                                       o                                                     
o           o                 o                             o     o                       o  
                     o                       o                 o                             
                  o     o                             o                 o           o        
                                                                                             
                                                                                             
               o           o                 o     o                       o     o           
      o                             o                                         o              
 o     o                       o     o                 o           o                 o   
                                                                                            
                                                         o                                   
o           o                 o                             o     o                       o  
                     o                 o                                                     
                  o     o                             o                 o           o        
                                             o                                               
                                          o                             o                    
               o                             o                             o     o           
     o                 o                             o                                     
 o     o                             o                             o                 o   
                              o                             o                                
                           o                             o                             o     
o                             o                             o                             o

Maybe not ... but it is the result of repeatedly spiraling the sequence of digits into a 31 x 31 matrix, then displaying only the "zeros."

Pola

Basis

Frame

Form

Shape

Profile

Node

Theory

Outline

Konsep

Logics

Umum

Khusus

System

Filosofi

Analogi

Pattern

Outlook

Scheme

Realisasi

Korelasi

Grounds

Diagram

Template

Package

Updating

Delivery

Branching

Manuscript

Referensi

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	This wiki is courtesy of Chetabahana Project. Find all of them on Project Map.