Slorg

From NeoDex
Jump to navigation Jump to search
A Slorg

The Slorg is a slug-like Spooky Petpet released on August 30, 2001. They almost always have a huge, inane grin and large, round eyes. Slorgs are featured in the game Attack of the Slorgs and appear in some other games like Feed Florg and Petpet Cannonball.

The Slorg is often used to comic effect by The Neopets Team: for example, they released a personality quiz - Which Petpet are You? - that always resulted, no matter what options were chosen, in the conclusion that the user was a Slorg. This was later claimed to be a "technical problem" and "fixed" on September 19, 2002, since which time the user is always categorised as a Pink Slorg.

It was suggested the website's now closed polls that the Slorg may become a Neopet, in the same way as the Krawk in that a young Slorg would still be a Petpet and its adult version would become a Neopet. While votes for the idea were high, the idea has not been developed any further, and may just have been a comic conjecture.

The Slorg forms a Slorgclops when combined in the Cooking Pot with a Meowclops.

In Neopets: Petpet Adventures - The Wand of Wishing they are common enemies.

Colours

As of November 2012, Slorgs come in 47 different colours:

bt: I realized that I was not being psceire in saying that multi-trace operators dominate the thermodynamics at high temperature. Let us consider the free energy F(T) in the high temperature limit, of a U(N) gauge theory on the sphere (say N=4 SYM). F(T) goes like N^2 T^{d+1}, where d is the number of spatial dimensions. There is also a dependence on the t Hooft coupling, and we know it is a function of order 1, and let's ignore it for now. e^{F(T)/T} goes like d(E) e^{-E/T}, where d(E) is the number of states of a typical energy E, the latter scales like N^2 T^{d+1}, the same way as the free energy, by saddle point approximation. So the energy of a typical state scales with N like N^2. In the weakly coupled theory, at least, this means that we have an operator made out of the product of N^2 fields, and for operators of such high dimension there are nontrivial relations between single and multi-trace operators ( despite that N is large, normally we ignore the relation between single and multiple traces, but this breaks down when the dimension of the operator is high enough). Indeed, this phenomenon is the origin of the Hagedorn like phase transition in the free large N gauge theory on the sphere.

See also

External links


Test Your Strength Petpets
DroolikDrugalGoopleGnarIntesteenJowlardRed SlorgTurnaliZomutt