Samuel Gawith Tins And Boxes Back At P&C
- Thread starter deathmetal
- Start date
- Status
Not an exaggeration. I poured 3-4 tablespoons of liquid out of a tin of SL. It was a one time occurrence, but their tins are far too wet, all the time.
Yes, it is. I am aware of this recent phenomenon and I literally know the the definition of both words, and literally use them correctly, always. Also, my head didn't literally explode, it was figurative.
I found my raspberry for Dan.
data:image/jpeg;base64,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
data:image/jpeg;base64,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
I'm not sure what PG is. It was just a really, really wet tin of SL, it tasted fine, It was sealed, just wet as can be. Gawith tins are always way too wet, in my opinion, but this was ridiculous. Again, it was a one time occurrence.
PG = Propylene glycol...it is used in the tobacco industry as a humectant, that is to say it is designed to prevent cheap tobaccos from drying out whilst they spend months or even years sat on the shelves of tobacconists.
https://en.m.wikipedia.org/wiki/Propylene_glycol
Regards,
Jay.
https://en.m.wikipedia.org/wiki/Propylene_glycol
Regards,
Jay.
P&C's prices are odd. BBF is $36 for a box while FVF is $31 per box (prices rounded up).
I would also say their Lakeland Dark is WAYYYY over priced! At the time of this post it is priced at $9,999.99 (must of have a couple years of age on it.)
I would also say their Lakeland Dark is WAYYYY over priced! At the time of this post it is priced at $9,999.99 (must of have a couple years of age on it.)
"At the time of this post it is priced at $9,999.99 (must of have a couple years of age on it.)"
Either that Hawky or the price includes shares in the company :D
Regards,
Jay.
Either that Hawky or the price includes shares in the company :D
Regards,
Jay.
Grabbed 16 boxes of FVF, and 4 boxes of St James Flake from P&C with a 20% discount thank you card. :mrgreen:
Then they came up with this flash sale the next day.
I don't know how to put it up here like DM did.
https://mail.google.com/mail/u/1/#inbox/15eb84c9e442efe5
I don't know how to put it up here like DM did.
https://mail.google.com/mail/u/1/#inbox/15eb84c9e442efe5
- Status