This page consists of Large Numbers Gradually Increasing (LNGI) series by Douglas Shamlin Jr. (playlist link) merged into a single video by NO! (referred as all-in-one video). The timestamp listed here for the all-in-one video. All of the numbers listed here used Bird's array notation with a modified Hierarchial Hyper-Nested Array notation.
Part 1 (0:00 - 5:56) (0 to googolplexibong, key features: googol, googolplex)
Part 2 (5:56 - 13:26) (googolplexibong to 10^^^10^^10^50, key features: tetration, pentation, G1)
Part 3 (13:26 - 20:57) (10^^^10^^10^50 to 10^^^^^10^^^10^500, key features: hexation, heptation, tritet)
Part 4 (20:57 - 30:13) (10{5}10^^^10^500 to {10,7,7,2}, key features: tridecal, boogol, Graham's number, corporal)
Part 5 (30:13 - 40:14) ({10,7,7,2} to {10,7,1,6}, key features: tetratri, supertet)
Part 6 (40:14 - 49:46) ({10,7,1,6} to {10,7,1,1,1,2}, key features: general (tetradecal), troogol, 5-entry linear, superpent, omega^2 numbers, pentadecal, quadroogol)
Part 7 (49:46 - 57:05) ({10,7,1,1,1,2} to {10,5,1,1,1,1,2}, key features: 6-entry linear (omega^3), hexatri, superhex, quintoogol)
Part 8 (57:05 - 1:06:44) ({10,5,1,1,1,1,2} - {10,10 [2] 1000,2}, key features: iteral, goobol, omega^omega, 2 row numbers, gootrol, gossol) (all-in-one video sped up 3x as normal)
Part 9 (1:06:44 - 1:14:58) ({10,10 [2] 1000,2} - {10,5 [2]1,1,2}, key features: mossol)
Part 10 (1:14:58 - 1:27:11)( {10,5 [2]1,1,2} - {10,5 [2]1,1,3[2]2}, key features: bossol, dubol, three-row arrays, planar array (omega^(omega*2))
Part 11 (1:27:11 - 1:34:41) ({10,5 [2]1,1,3[2]2} - {10,5 [3] 2 [2] 2}, key features: xappol, three-dimensional arrays, (omega^(omega^2)) (all-in-one video sped up twice as normal)
Part 12 (1:34:41 - 1:42:11) ({10,5 [3] 2 [2] 2} - {10,10 [4] 1 [3] 1 [2] 2 [4] 4}, key features: four-dimensional arrays, (omega^(omega^3))
Part 13 (1:42:11 - 1:49:41) ({10,10 [4] 1 [3] 1 [2] 2 [4] 4} - {10,10 [2] 1,1,1,2 [8] 2}, key features: 4D-7D arrays, (omega^(omega^4) - omega^(omega^7))
Part 14 (1:49:41 - 1:57:11) ({10,10 [2] 1,1,1,2 [8] 2} - {10,10 [5] 2 [1,2] 1[2] 3}, key features: dimendecal, gongulus, omega^^3, transcending dimensional arrays)