The Universe can also be divided into 24 "hours" in terms of powers of two, below in bold. Each "hour" is included in the preceding ones. The reader will understand that we are in the penultimate "hour". All the right-hand sides are squares, except the last one.
16! + 35750*29*2^14 = 35750^2*2^14
15!*2^2 + 35750*29*2^12 = 35750^2*2^12
15! + 35750*29*2^10 = 35750^2*2^10
15!/2^2 + 35750*29*2^8 = 35750^2*2^8
15!/2^4 + 35750*29*2^6 = 35750^2*2^6
15!/2^6 + 35750*29*2^4 = 35750^2*2^4
15!/2^8 + 35750*29*2^2 = 35750^2*2^2
15!/2^10 + 35750*29 = 35750^2
16!*2^16 + (16384*29)^2 = (16384*71471)^2
16!*2^14 + (8192*29)^2 = (8192*71471)^2
16!*2^12 + (4096*29)^2 = (4096*71471)^2
16!*2^10 + (2048*29)^2 = (2048*71471)^2
16!*2^8 + (1024*29)^2 = (1024*71471)^2
16!*2^6 + (512*29)^2 = (512*71471)^2
16!*2^4 + (256*29)^2 = (256*71471)^2
16!*2^2 + (128*29)^2 = (128*71471)^2
16! + (64*29)^2 = (64*71471)^2
15!*2^2 + (32*29)^2 = (32*71471)^2
15! + (16*29)^2 = (16*71471)^2
15!/2^2 + (8*29)^2 = (8*71471)^2
15!/2^4 + (4*29)^2 = (4*71471)^2
15!/2^6 + (2*29)^2 = (2*71471)^2
15!/2^8 + (29)^2 = (71471)^2
15!/2^10 + (29/2)^2 = (71471/2)^2
Three groups exist, of eight hours each. In the first group, the first, third, and eigth hour correspond with the first three days of Creation. In third group, the first, third, and eigth hour correspond with the last three days of Creation.
