Скачать или смотреть Numbers -Infinity to Infinity Series Part 50 - PART 50!!!!

Numbers {10, 100[1,1,2]2} to {10, 100 [1,1,3] 2} - Beginning of the 3 Entry Separators


[ NOTES ]
The Numbers get complex once we move on.
Some numbers or tips are inaccurate.

[ Beginner number or want to learn googological?]
https://googology.wikia.org/
Or Watch the previous parts (Starting in Part 3 )
Study Guide and Journey to the knowledge:
https://docs.google.com/document/d/1R...

[ Credits and Sources ]
Number List:
https://docs.google.com/document/d/19...
Backgrounds From AA-VFX:    / dvdangor2011  
All Number Words Came From: https://googology.wikia.org/

[ Music ]
1. Tobu & Itro - Sunburst [NCS Release]
Watch:    • Видео  
2. Different Heaven - Safe And Sound [NCS Release]
Watch:    • Different Heaven - Safe And Sound | House ...  



[ {10, 100 [1, 1, 3] 2} Information ]
https://googology.fandom.com/wiki/Bin...


Googology Word Name: Bingulus
Birds Array: {10, 100 [1, 1, 3] 2}
BEAF : {10, 100 (0, 0, 2) 2}
Linked: 10-100-{1-1-3}-2 (L(10)-100-{0-0-2}-2 - New Linked Notation)
Order: 10,100,,1,1,3,,2
Hyper E: E100#^(#^##*#^##)100
Fast Hierarchy: fω^ω^(ω^2)2 (100)
Hardly Hierarchy: Hω^ω^ω^(ω^2)2 (100)
Slow Hierarchy: gϑ(Ω^Ω^Ω^2 +Ωω)(100)
Hyperfactorial: 100![1, 1[1, [1, 2, 3], 1, 2], 1, 3]

[ FUTURE PARTS ]

51 {10, 100[1,1,3]2} to {10, 100 [1,1,1,2] 2} - Reaching the 4 Entry Separator
52 {10, 100[1,1,1,2]2} to {10, 100 [1,1,1,1,2] 2} - 4 Entry Separator to 5 entry
53 {10, 100[1,1,1,1,2]2} to {10, 100 [1[2]2] 2} - Reaching the Nested Dimensional
54 {10, 100 [1[2]2] 2} to {10, 100 [2[2]2] 2} - Too long to Reach Infinity
55 {10, 100 [2[2]2] 2} to {10, 100 [1,1,2[2]2] 2} - Part 55
56 {10, 100 [1,1,2[2]2] 2} to {10, 100 [1[2]3] 2} - Reaching 3 in 2nd row of Seperators
57 {10, 100 [3[2]2] 2} to {10, 100 [3[2]1,1,2] 2} - Part 57
58 {10, 100 [1[2]1,1,2] 2} to {10, 100 [1[2]1[2]2] 2} - Three Row Seperators
59 {10, 100 [1[2]1[2]2] 2 to {10, 100 [1[3]2]2} - 59
60 {10, 100 [1[3]2] 2 to {10, 100 [1[1[2]2]2]2} - Part 60!!!
61 {10, 100 [1[1[2]2]2]2} tp {10, 100 [1/2] 2} - THE BIG MILESTONE
62 {10, 100 [1/2} tp {10, 100 [1[1/2]2/2]2} - Part 62
63 {10, 100 [1/2} tp {10, 100 [1[1/2]2/2]2} - Part 63
64 {10, 100 [1[1/2]2/2]2} to {10, 100 [1/3] 2} - Part 64
65 {10, 100 [1/3]2} to {10, 100 [1/4] 2} - Part 65
66 {10, 100 [1/4] 2} to {10, 100 [1/1,2] 2}- Part 66
67 {10, 100 [1/1,2] 2} to {10, 100 [1/1[2]2] 2}- Part 67
68 {10, 100 [1/1[2]2] 2} to {10, 100 [1/1[1/2]2] 2}- 68
69 {10, 100 [1/1[1/2]2] 2} to {10, 100 [1/1[1/3]2] 2} - Part 69
70 {10, 100 [1/1[1/3]2] 2} to {10, 100 [1/1/2] 2} - PART 70 - --
71 {10, 100 [1/1/2] 2} to {10, 100 [1/2/2] 2} - Part 71
72 {10, 100 [1/2/2] 2} to {10, 100 [1/1/3}- Part 72
73 {10, 100 [1/1/3] 2} to {10, 100 [1/1/1/2] 2}- Part 73 - LONG RUN
74 {10, 100 [1/1/1/2] 2} to {10, 100 [1[2 - 2]2] 2} - THE MILESTONE
75 {10, 100 [1[1 - 2]2] 2} to {10, 100 [1[2 - 2]2 [2-2] ] 2} - Its gets longer
76 {10, 100 [1[2 - 2]2 [2-2] ] 2 to {10, 100 [1[3 - 2]2] 2}
77 {10, 100 [1[3-2]2]2} 2 to {10, 100 [1[1[2]2-2]2]2} - Part 77
78 {10, 100 [1[1[2]2-2]2]2} to {10, 100 [1[1/2-3]2]2} - Part 78
79 {10, 100 [1[1/2-2]2]2} to {10, 100 [1[1[2-2]2-2]2]2} - When is [1-3]?
80 {10, 100 [1[1[2-2]2-2]2]2} to {10, 100 [1[1[1/2-2]2-2]2]2} - Part 80
81 {10, 100 [1[1[1/2-2]2-2]2]2} to {10, 100 [1[1-3]2] - Finally There is [1-3]
82 {10, 100 [1[1-3]2]2} to {10, 100 [1[1/2-3]2]2} - Part 82
83 {10, 100 [1[1/2-3]2]2} to {10, 100 [1[1-4]2]2} - Part 83 - [1-4]
84 {10, 100 [1[1/1-4]2]2} to {10, 100 [1[1-1/2]2]2} - Part 84
85 {10, 100 [1[1/1-4]2]2} to {10, 100 [1[1-1/2]2]2} - Part 85
86 {10, 100 [1[1-1/2]2]2} to {10, 100 [1[1-1/3]2]2} - Part 86
87 {10, 100 [1[1-1/3]2]2} to {10, 100 [1[1-1/1[1-2]2]2]2} - Part 87
88 {10, 100 [1[1-1/1[1-2]2]2]2} to {10, 100 [1[1-1/1[1-3]2]2]2} - Part 88
89 {10, 100 [1[1-1/1[1-3]2]2]2} to {10, 100 [1[1-1/1[1-1/2]2]2]2} - Part 89
90 {10, 100 [1[1-1/1[1-1/2]2]2]2} to {10, 100 [1[1-1/1[1-1[1-2]2]2]2]2} - Part 90