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there's a lion in the sidecar


Guest ezkerraldean

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look at that lion cargo ( ...as it roar's by) :facepalm:

 

there's a lion in the sidecar

there's a sidecar in the lion

sidecar a in the lion there's

lion a in sidecar there's the

 

 

 

there's a leopard in the sidecar

liondrome1.jpg

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Guest abusivegeorge

there's a lion in my lamborghini (it's laying down)

 

Lol, I see what you did there. You must have known I would get this.

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there's a lion in my lamborghini (it's laying down)

 

Lol, I see what you did there. You must have known I would get this.

 

SL500

6.2L V8 451RWHP 0-60 in 4.5s seconds (lions not included)

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Guest abusivegeorge

there's a lion in my lamborghini (it's laying down)

 

Lol, I see what you did there. You must have known I would get this.

 

SL500

6.2L V8 451RWHP 0-60 in 4.5s seconds (lions not included)

 

No you're right, just a 3 point star ;).

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there's a lion in my lamborghini (it's laying down)

 

Lol, I see what you did there. You must have known I would get this.

 

SL500

6.2L V8 451RWHP 0-60 in 4.5s seconds (lions not included)

 

No you're right, just a 3 point star ;).

 

clothed with a cloud: and a rainbow was upon his head, and his face was as it were the sun

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THE COMMUTATIVE PROPERTY OF LIONS AND SIDECARS

Does this mean sidecar + lion = lion + sidecar?

 

Yes, and therefore every conjugacy class consists of only one element.

 

So, we can map a ring homomorphism from this logic... f: R→S such that f(Lion + Sidecar) = f(Lion) + f(Sidecar), f(LionSidecar) = f(Lion)f(Sidecar) and f(1) = 1.

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