I was hoping you weren't going to make me figure out more half life decays going past the first week haha. Admittedly I got lost trying to do it all by hand again, so I just busted out the calculator and went to town. Sorry for the rough format, but I felt I should show my work.
Note: I figured it would be best to take it out to 28 days as a month is what most docs look at when comparing blood serum saturation.
3.5D: 1: 250, 2: 166.85+250, 3: 166.85+136.31+250, 4: 166.85+136.31+111.36+250
5: 166.85+136.31+111.36+90.978+250, 6: 166.85+136.31+111.36+90.978+74.325+250
7: 166.85+136.31+111.36+90.978+74.325+60.721+250 8: 166.85+136.31+111.36+90.978+74.325+60.721+49.606+250.
E7: 1: 500, 2: 333.71+500, 3: 222.72+333.71+500, 4: 333.71+222.72+148.65+500
Totals:
E3.5D: 166.85+136.31+111.36+90.978+74.325+60.721+49.606+250 = 940.15mg (At 28 days)
E7D: 333.71+222.72+148.65+500 = 1205.08mg (At 28 days)
Interesting. This is completely against what I figured what would happen, so I even busted out Excel to see what the story is here:
I guess I should do the math before I start typing out a reply next time. I do find it interesting that as it is a logarithmic curve, the larger doses do linger about more. This makes me wonder why we testosterone replacement therapy (TRT) patients feel better on E3.5D protocols instead of E7D. I get that there will be larger spikes from a less frequent dosing schedule, causing E2 spikes - but I can't help to feel that I'm still missing part of the picture here.
Still want to see more about this anabolic threshold though...