The Ideal Sponger Life - Vol. 4 Ch. 18 - Concealed Magic

[RavenWolf]

Well for his credits he did get marples which I would have failed to do.

 

[baconcat]

@BoILeRuSS "could of downloaded" "would of had"

'nuff said.

 

[somaanggoro]

the line from p16 reminds me of Yugioh lmao

 

[The5thSeraph]

In my usual perverse manner, the first thing that catches my interest are how the breasts are portrayed on page 4.
Well, there is the matter of the queen not having areolas, and the cheesiness of covering up her nipples with hair strands in a way that makes no in-narrative sense...

But what I'm really getting at is that breasts don't naturally press together when nude. That degree of cleavage is only achieved by medial compression of the breasts due to clothing confinement (or deliberate forcing with the arms). Breasts of that magnitude would naturally hang outward laterally when unbound.


Okay, now we've got that out of the way, let me get to the meat of my response to this chapter:

 

[BKNY_STEVE]

for those of you wondering about the co prime and water wheel discussion in this chapter. It is about the gear mesh and distributing wear and tear evenly.

Here is a useful link with more in depth details about gear design.

I noticed that they made an error when describing how 10 and 5 are not co-primes, they should have said '2' rather than '5' when they talked about the divisors.

 

[CraniumAmbiguity]

I noticed that they made an error when describing how 10 and 5 are not co-primes, they should have said '2' rather than '5' when they talked about the divisors.

No, that checks out as they are NOT co-prime. There is prime and then there is co-prime. Co-prime numbers can be prime, but do not have to be. So long as the pair's greatest common factor is 1, they are considered to be co-prime.

 

[BKNY_STEVE]

No, that checks out as they are NOT co-prime. There is prime and then there is co-prime. Co-prime numbers can be prime, but do not have to be. So long as the pair's greatest common factor is 1, they are considered to be co-prime.

Thank you, you're correct, I phrased my comment badly. The fact that they have divisor other than 1 means that they're not co-prime, yes. I was commenting on the divisor.