As the final numbers of the "Crystal Papers" series have been finished... it's time to focus on a new series of random googolisms namely "The Riding Deed".
All BMS numbers listed here are with respect to version 4, simulating Hardy Hierarchy.
Total numbers: TBC (probably between 200 to 300)
The first and finest = (0)(1)[206] in BMS
Zero to nero = (0)(1)(0)(1)[68] in BMS
In stage solution = 3539
Telligent cooking = 5221
Diligent cooking = 1,185,167
Grand diligent cooking = 1185^167
Great diligent cooking = 5221^1185^167
Gigantic diligent cooking = 1392^1392^167
In stage gigantic diligent cooking = 1392^1392^1392^3539
Powerful diligent cooking = 1392^^1392^1392^3539
Heads Up = 2416
Grand leads Up = 24^16
Heads Up, leads Up = 2416^^^^24^16
Heads Up arrows = 2416 ↑24 16
The well Fell = 3247
Fell into flamboyant = 3247^^191
Power of the cell = {3,2,47} = {3,3,46}
The amaze balls = E3247##2416 in Extended Hyper-E notation
The Amazing amaze balls = E3247#^(2416)1392 in Extended Hyper-E notation
The Amazing World of amaze balls = E3247#^^(2416)1392 in Cascading-E notation
The Interesting World of amaze balls = E3247#^^#^(2416)1392 in Extended Cascading-E notation
Grea-bolls = 2811
The World of Grea-bolls = {2811,5,1,1,4} in BEAF
The Powerful world of Grea-bolls = {2811,5(1)4} in BEAF
The Dimensionally powerful world of Grea-bolls = {2811,5(2)4} in BEAF
The Superdimensionally powerful world of Grea-bolls = {2811,5(0,1)4} in BEAF
The dual-Superdimensionally powerful world of Grea-bolls = {2811,5(0,0,1)4} in BEAF
The Trimensionally powerful world of Grea-bolls = {2811,5((1)1)4} in BEAF
Heads up, power cell = 6465
Tower of the power cell = 28,116,465
The well fell of the power cell = 28,116,465^^^3247
Heste power cell = 28,116,465^googolex = 28,116,465^120^60
Grand heste power cell = 28,116,465[googolex] in Steinhaus-Moser notation (28,116,465 in a googolex-sided polygon)
Grea-bolls heste power cell = {28,116,465,2811} in BEAF
Grea-bolls-infused-heste power cell = 321,128,116,465
Grand grea-bolls-infused-heste power cell = {321,128,116,465} in BEAF
Dimensionally grand grea-bolls-infused-heste power cell = {321,128(11)6,465} in BEAF
Superdimensionally grand grea-bolls-infused-heste power cell = {321,128(1,1)6,465} in BEAF
Time for Worthy After = 10^^^^367^^6
Time for More Worthy after = 345[10^^^^367^^6] = 345[Time for Worthy After] in Steinhaus-Moser notation
Time for More Worthy after and forever = M(2,3,10^^^^367^^6) in Hyper Moser notation
Time for More Worthy after, forever, and a day = {M(2,3,10^^^^367^^6),6,6,6,7} in Hyper Moser notation and BEAF
BEAF-infused Tower of the power cell = {28,8,1,1,6,465} in BEAF
Dimensional BEAF-infused Tower of the power cell = {28,8(11)6,465} in BEAF
Superdimensional-BEAF-infused Tower of the power cell = {28,8(1,1)6,465} in BEAF
Tetrational-BEAF-infused Tower of the power cell = 28^^8116 & 465 in BEAF
Aboard the lug train! = {5,6,4,1,1,2} in BEAF
Pag up lug train = s(25,10{5,6,4,1,1,2}2) in strong array notation
Trimensional lug train = s(25,105,6,4{1{1}2}2) in strong array notation
Skywager = s(10,10,10,10,10^^^63,7) in strong array notation
skywager in 3D = s(10,10,10{3}10^^^63,7) in strong array notation
Super skywager = s(10,10{10,10}10^^^63,7) in strong array notation
Lug train in the skywager = {25,105,10,10[1\(10^^^63)]7} in Bird's array notation
Sky paging skywager = {25,25[1\1\1\(10^^^63)]7} in Bird's array notation
Angled Sky paging skywager = {25,25[2[2¬2]2]7} in Bird's array notation
More angled Sky paging skywager = {25,25[2[1\2¬2]2]2} in Bird's array notation (Hierarchial Hyper-Nested array notation)
Duo angled Sky paging skywager = {25,25[1[1\2¬2]2[1\2¬2]2]2} in Bird's array notation (Hierarchial Hyper-Nested array notation)
Triple angled Sky paging skywager = {25,25[1[2\2¬2]2[1\2¬2]2]2} in Bird's array notation (Hierarchial Hyper-Nested array notation)
Sapare skywager = {25,250[1[3\2¬2]2[1\2¬2]2]2} in Bird's array notation (Hierarchial Hyper-Nested array notation)
Sopare skywager = {25,250[1[3\3¬2]2[1\2¬2]2]2} in Bird's array notation (Hierarchial Hyper-Nested array notation)
Sipare skywager = {25,250[1[4\4¬2]2[1\2¬2]2[1\2¬2]2]2} in Bird's array notation (Hierarchial Hyper-Nested array notation)
Grand sipare skywager = {25,250[1[1,4\4¬2]1[1\2¬2]2]2} in Bird's array notation (Hierarchial Hyper-Nested array notation)
Skywaging lug train = {25,250[1[1,2,4\2¬2]2]2} in Bird's array notation (Hierarchial Hyper-Nested array notation)
Skywaging luggabled train = {25,250[1[1,2,4,6\2¬2]2]2} in Bird's array notation (Hierarchial Hyper-Nested array notation)
Luggable two's = 256{{1}} in Binary bisector notation
Expanded luggable two's = 256{{1} + 1} in Binary bisector notation
Power-expanded luggable two's = 256{{1}.2} in Binary bisector notation
When luggable meets lug trains... = {10,10,256{{1}},6,4,1,1,2} in binary bisector notation (for 256{{1}}) and BEAF
The bottom of the thinness = 128{2} in binary bisector notation
Close to the lug pocket = 8{{{1}}} in binary bisector notation
Powerfully Close to the lug pocket = 8{{{{1}}}} in binary bisector notation
Brace yourself, lig train! = 9{{0, 1}{1}} in binary bisector notation (Pair sequence)
Require the requirem of the mug pocket = 96{{0, 1}{{0, 1}{{0, 1}}}} in binary bisector notation
Acquire the requirem of the mug pocket = 96{{0, 1}{0, 1}{0, 1}{0,1}} in binary bisector notation
Eco mug pocket = 96{{1, 1}{0, 1}{0, 1}} in binary bisector notation
I see te... = 96{{1, 1}{1, 1}{1, 1}} in binary bisector notation
The isolation of te... = 96{{{{{{1, 1}}, 1}}, 1}} in binary bisector notation