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-   -   Snowflakes (https://www.cableforum.uk/board/showthread.php?t=33700444)

Wittmann 05-04-2015 15:29

Re: Snowflakes
 
Quote:

Originally Posted by techguyone (Post 35769703)
I'm not sure if the OP is a troll, certainly all the postings inevitably end up the same way, I don't know why he bothers trying to 'educate us' especially when he ends up being corrected on numerous points anyway.

I reckon within 3 months he'll have moved onto a new bridge.

What utter uneducated rubbish you speak. If you devoted your small and limited brain resources to considering the predominance and reasons for Natures hexagons instead of trolling and making absurd, insulting remarks about people, you may with great difficulty and doubt, learn something.

But if making offending remarks and not science is your interest in life, then each to his own. It takes all kinds to make a world. May I suggest you find another bridge, more suited to your tastes.

Kymmy 05-04-2015 15:48

Re: Snowflakes
 
Quote:

Originally Posted by techguyone (Post 35769703)
I reckon within 3 months he'll have moved onto a new bridge.

.....or a new polygon...

Wittmann 05-04-2015 16:00

Re: Snowflakes
 
With the courtesy of Wikipedia, here is the definition of a regular hexagon, just for those super brains who do not know what an equilateral polygon is :-

A regular hexagon is defined as a hexagon that is both equilateral and equiangular. It is bicentric, meaning that it is both cyclic (has a circumscribed circle) and tangential (has an inscribed circle).

The common length of the sides equals the radius of the circumscribed circle, which equals (2xsqrt3)/3 times the apothem (radius of the inscribed circle). All internal angles are 120 degrees.

A regular hexagon has 6 rotational symmetries (rotational symmetry of order six) and 6 reflection symmetries (six lines of symmetry), making up the dihedral group D6.

The longest diagonals of a regular hexagon, connecting diametrically opposite vertices, are twice the length of one side.

From this it can be seen that a triangle with a vertex at the center of the regular hexagon and sharing one side with the hexagon is equilateral, and that the regular hexagon can be partitioned into six equilateral triangles.

NOW, why does Nature love this mathematical shape ?
Instead of persecuting the OP for raising a very scientific question, strain your limited brain capacity and answer that, if you possibly can divert from posting insults. There is always hope.

Chris 05-04-2015 16:03

Re: Snowflakes
 
Quote:

Originally Posted by Wittmann (Post 35769825)
Instead of persecuting the OP for raising a very scientific question, strain your limited brain capacity and answer that, if you possibly can divert from posting insults. There is always hope.

You're so charming, I can't think why anyone would want to persecute you.

techguyone 05-04-2015 16:52

Re: Snowflakes
 
Definitely a troll, no one's that abrasive without it being deliberate. No more feeding from me (hopefully I'll be added to the ever growing ignore list)

Sirius 05-04-2015 16:55

Re: Snowflakes
 
Quote:

Originally Posted by Wittmann (Post 35769825)
With the courtesy of Wikipedia,

:LOL: Someone who thinks Wikipedia is a source of accurate data.

---------- Post added at 16:55 ---------- Previous post was at 16:54 ----------

Quote:

Originally Posted by techguyone (Post 35769835)
Definitely a troll, no one's that abrasive without it being deliberate. No more feeding from me (hopefully I'll be added to the ever growing ignore list)

I expect him to do the same to me shortly, hopefully someone will keep quoting me ;)

qasdfdsaq 05-04-2015 17:52

Re: Snowflakes
 
Quote:

Originally Posted by Wittmann (Post 35769825)
With the courtesy of Wikipedia

So basically, you're a troll who knows how to quote Wikipedia?

Mucho talento. Sorprendente!

GrimUpNorth 05-04-2015 17:56

Re: Snowflakes
 
Quote:

Originally Posted by Sirius (Post 35769837)
I expect him to do the same to me shortly, hopefully someone will keep quoting me ;)

Like this?

Though I don't know if Len from Bedford (the most obnoxious individual I've ever had the misfortune to meet - so must be the same person as the OP because there couldn't be two people so vile) will see it as I think I'm still on his ignore list.

Cheers Grim

Sirius 05-04-2015 18:15

Re: Snowflakes
 
Quote:

Originally Posted by GrimUpNorth (Post 35769859)
Like this?

Though I don't know if Len from Bedford (the most obnoxious individual I've ever had the misfortune to meet - so must be the same person as the OP because there couldn't be two people so vile) will see it as I think I'm still on his ignore list.

Cheers Grim

Yes :D

Ramrod 05-04-2015 20:07

Re: Snowflakes
 
Quote:

Originally Posted by techguyone (Post 35769703)

I reckon within 3 months he'll have moved onto a new bridge.

"under" :D

Kymmy 05-04-2015 20:37

Re: Snowflakes
 
Quote:

Originally Posted by GrimUpNorth (Post 35769859)
Like this?

Though I don't know if Len from Bedford (the most obnoxious individual I've ever had the misfortune to meet - so must be the same person as the OP because there couldn't be two people so vile) will see it as I think I'm still on his ignore list.

Cheers Grim

Crap, gotta go to Bedford tomorrow on the bike to pick up some car parts... Will I be safe from this Len???

Stephen 05-04-2015 21:13

Re: Snowflakes
 
Quote:

Originally Posted by qasdfdsaq (Post 35769858)
So basically, you're a troll who knows how to quote Wikipedia?

Mucho talento. Sorprendente!

For the first time I totally agree with you.

GrimUpNorth 05-04-2015 21:14

Re: Snowflakes
 
Quote:

Originally Posted by Kymmy (Post 35769896)
Crap, gotta go to Bedford tomorrow on the bike to pick up some car parts... Will I be safe from this Len???

Very safe, he's all bark and no bite.

Cheers

Grim

dilli-theclaw 06-04-2015 07:36

Re: Snowflakes
 
Quote:

Originally Posted by Kymmy (Post 35769896)
Crap, gotta go to Bedford tomorrow on the bike to pick up some car parts... Will I be safe from this Len???

althouguh you may need to look out for a dodgy dilli in his chair - he may bite ;)

jem 06-04-2015 12:02

Re: Snowflakes
 
And somewhat disappointingly the OP's status is now 'guest' so I suspect we'll hear no more from him-well at least in that incarnation anyway.

I was wondering if we ever were going to get his explaination as to why hexagons crop up so often in nature, or his understanding of the true nature of gravity - we'll all just have to resign ourselves to living in ignorance as indeed we are doomed to never know what made his TV spontaneously turn itself off.

A sad, sad day indeed.


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