- Joined
- Feb 23, 2013
- Messages
- 824
- Reaction score
- 84
Ok guys, so as we know, ever since the first Extension To The War arc episode, there has been tons of fillers. But with some quick, short and easy to understand math, you'll realize how much more ridiculous this is starting to become. Bear with me! Hopefully I don't make you feel like you're in a classroom, because summer does not include being in school
. Enjoy!
•••••
Alright, so the first ETTW arc filler episode started at E279. The latest episode, E320, is also a filler. The math I'm about to do will cover the past 41 episodes. Pretty much, there have been 9 non-filler episodes
E182-E183, E296-E302
And 32 filler episodes
E279-281, E284-295, E303-E320 (and possibly still counting)
To see how much percent of each there is:
9 / 41=about 0.22 (non filler)
32 / 41=about 0.78 (filler)
Change the decimals into percentages and about 22% of these episodes have been real episodes and a whopping 78% have been fillers. Now on average, if we were to keep this pace up for the next 41 episodes:
41 / 9= 4.5 -> 5
9 / 9=1
For every 1 non filler episode, there would be 5 filler episodes. This doesn't necessarily have to follow this though, just as long as the n / d = .2
Like if it were to be for every 2 non filler episodes, there would be 10 filler episodes because 2 / 10 = .2 or an easy way to to this is just that whatever you multiply n (1) by you would also multiply d (5) by the same number.
Thanks for reading! I tried to keep this short and sweet ("Keep it simple, stupid") so it'd be easy for you guys to understand and so I wouldn't bore you to death
. Hopefully this simple math gave you some interesting information on these fillers and non fillers. If you see any errors with my math, please notify me (I have a good feeling I did since I made this thread almost right after I woke up TBH XD). Otherwise leave a comment below on your thoughts about this (negative or positive, it doesn't matter) just so long as it's not inappropriate or rude in any sort of way.
•••••
Alright, so the first ETTW arc filler episode started at E279. The latest episode, E320, is also a filler. The math I'm about to do will cover the past 41 episodes. Pretty much, there have been 9 non-filler episodes
E182-E183, E296-E302
And 32 filler episodes
E279-281, E284-295, E303-E320 (and possibly still counting)
To see how much percent of each there is:
9 / 41=about 0.22 (non filler)
32 / 41=about 0.78 (filler)
Change the decimals into percentages and about 22% of these episodes have been real episodes and a whopping 78% have been fillers. Now on average, if we were to keep this pace up for the next 41 episodes:
41 / 9= 4.5 -> 5
9 / 9=1
For every 1 non filler episode, there would be 5 filler episodes. This doesn't necessarily have to follow this though, just as long as the n / d = .2
Like if it were to be for every 2 non filler episodes, there would be 10 filler episodes because 2 / 10 = .2 or an easy way to to this is just that whatever you multiply n (1) by you would also multiply d (5) by the same number.
Thanks for reading! I tried to keep this short and sweet ("Keep it simple, stupid") so it'd be easy for you guys to understand and so I wouldn't bore you to death