Charles Berner

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YOGIC PICTURE GALLERY AND NUMBER FUN


Click on the picture for a larger view. Match the numbers of the pictures with the descriptors at the bottom of the page. Answers are hidden in a link on the End Time page. Good Luck!


Create a 5 x 5 Box on paper for
your numbered answers.

1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25

















































YM's image of Eagle flying over palm
Quetzal bird glyph
Kundalini chakras in human body
Dancing Ganesha
Statue
Energetic bhakti Shiva
1 row
 
 
 
 
AncientThanga painting of Green Tara
Van Gogh's Starry night
Mayan World Tree
Lakulisha Murti
The Mother Goddess
sculpture
2 row
 
 
 
 
Shiva dancing inside linga
Chichen chamool Mayan Temple Sculpture
Dancing Ganesha Painting
Two Mayan Gods
Tzolkin Calendar
3 row
 
 
 
 
Mother and Child sculpture
Vajravarahi statue
Ancient Yogi in last stages of sadhana
Sat chakras
Ancient Mayan God
4 row
 
 
 
 
Linga and Yoni Orissa Painting
Goddess Uma statue
Aztec Calendar Stone
Maha Yogi Shiva
statue
Tantric Diety
solar eye balls
serpentine ear rings
5 row
 
 
 
 

Number fun

Create a 5 x 5 Box on paper for
your numbered answers.

  1 2 3 4 5 t1a t1a + t1d Ta + Td
1
          
76
139
630
  
2
xxx
    
3
xxx
    
4
xx
    
5
          
xxx
 
T
63
xx
xx
xx
xx
325Ta/305Td
      

 

1. Complete:
t1a is total of one across = 76
t1d is total of one down = 63
Ta is total of across rows = 325
Td is total of down rows = 305

2.  Solve to eight decimals:
t1a/t1d = 76/63 = 1.20634920
t2a/t2d = 65/89 = 
t3a/t3d =        = 0.86764705
t4a/t4d =        = 
t5a/t5d =        =

3.  Solve and reduce to prime numbers:
t1a + t1d = 76 + 63 = 139        139/1 = 139     
(1  139) primes

t2a +t2d = xx + xx = xxx         xxx/x  = xx/xx  = x
(x)(xx)(x) primes

t3a + t3d = xx + xx = xxx          xxx/x = xx.x/x = xx.x 
(xx.x)(x)(x) primes

t4a + t4d = xx + xx = xx            xx/x = xx
(xx)(x) primes
 
t5a + t5d = xx + xx= xxx          xxx/x = xx.x/x = x.x  
(x)(x.x)(x)(x)(x) primes

4. Solve:
Ta/ Td = 325/305 = x.xxxxxxxxxxxx

5. Average totals in number 2 to eight decimals
x.xxxxxxxx

6. Sum diagonals 1to 5 (x xx xx x xx = xx) and 51 to 5 (xx xx xx x xx = xx)
 

Divide by each other   sum 1 to 5/sum 5 to 5 = 0.xxxxxxx...
                       sum 5 to 5/sum 1 to 5 = 1.xxxxxxxx..

Add results = 2.xxxxxxxx...

Yea! Fini! What patience!

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