5/7/12 @ 5:31am
(EST) |UTC - 5:00
Location: United States
Posts: 89
For me it is Barbery...she is so smart, and beautiful and always so engaging.....being in her room is like having a party with all of your closest friends......it is always fun to hang out to talk with purg, bobek, fallen, and the others......the most fun ofc is Barbery
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5/7/12 @ 9:39am
(EST) |UTC - 5:00
Location: next to my bong
Posts: 44
she is amazing. and she just so real when you talk with her never puts on the fake face. she makes you like you are the only one in her room. Quote
5/7/12 @ 5:37pm
(EST) |UTC - 5:00
Location: forgotten backroad standing still in time
Posts: 761
How many of these do we need?
http://www.flirt4free.com/forums/threads.php?forum_id=4&thread_id=12677&num_posts=200
...Posting to this thread one wouldn't list their favorite? Quote
she is amazing. and she just so real when you talk with her never puts on the fake face. she makes you like you are the only one in her room.
Bonghit, I totally saw this coming hahaha!
I have too many favorites to name, both guys and girls lol I will agree with the above review of Sensual Jess tho!
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5/7/12 @ 8:17pm
(EST) |UTC - 5:00
Location: United States
Posts: 89
A little research, please.
How many of these do we need?
http://www.flirt4free.com/forums/threads.php?forum_id=4&thread_id=12677&num_posts=200
...Posting to this thread one wouldn't list their favorite?
Didn't mean to offend and did not see any when I was looking.....it isn't like I am going to use the information......but I find it interesting in how certain people for a particular reason....if you don't like it....don't read it Quote
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She has everything I look for in a model: She is smart & sexy, desirable and so much fun.
You can talk to her and she will turn you on in ways you never knew you enjoyed.
Jasmine Jayne is as beautiful as she is sexy; as much fun to talk to as she is creative in the ways she will please you.
Jasmine Jayne is an amazing model for the site and an even more amazing person.
I am very, very happy when I get to see her & enjoy all my time with her in open chat & private.
Thank you Jasmine Jayne for being so special, for being so amazing, just for being yourself. Quote
5/14/12 @ 3:19am
(EST) |UTC - 5:00
Location: hain't Pochipsie son
Posts: 3,267
This is the question of the philosophers... You must ask it often and look deep within yourself each time you do.
I have learned to make it totally abstract and the subject of a new kind of algebra.
Let M be my favorite. M(t) emphasizes her evolution. M will never morph into Q. This is not allowed for this type of function in this universe.
M does not depend upon a single variable. The list of variable is so long that it makes the algebraic expressions awkward, Hence I will use many different contextual shorthand notations when discussing her.
M is a her not a he. M cannot change into a he because of the rules governing functions of this kind. The set of rules and constraints on M are part of that which identifies M as a type apart from other types of entities.
M is a real object with a physical manifestation. M is not the product of my imaginings or some kind of false delusion. M is observable by all the senses. If I am not there M still exists. Even if I do not think, M exists.
M is countable. M possesses mass although it does fluctuate with time somewhat. M is a synthesis of much simpler components each of which does appear also in the periodic table. M is not very radioactive. M converts chemical energy into mechanical energy and waves with great regularity.
M has that special quality, how do you say, ah, M can both create and admire art as well as things of more practical nature. M is a snappy dresser. M is fond of her pets. M is a good citizen and a pleasure to be around. There is no situation that can arise that you would not think, if you find yourself in it: I wish M were here too.
So hats off to M, the one of my dreams! In all your forms, manifestations, and abstractions!
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well .. nope im not blonde:P ...but thnx for comment by the way .. ALL MY FAV MODELS ARE BRUNET .. AND U ARE ONE OF THEM ;) Quote
well .. nope im not blonde:P ...but thnx for comment by the way .. ALL MY FAV MODELS ARE BRUNET .. AND U ARE ONE OF THEM ;)
thanks
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Love,
Reesie D Quote
5/16/12 @ 11:54pm
(EST) |UTC - 5:00
Location: hain't Pochipsie son
Posts: 3,267
Let M be my favorite...
Ok, now we can really cover some ground...
Let s = { a, b, c, ..., aa, bb, .., aaa, bbb, ...} be the set of all models.
Let the operator < M | q >(tp) denote the act of setting a new favorite q to M at time tp.
s is countably infinite.
tp is drawn from the real line, but in a forward, local fashion.
q must of course conform to the type implied by M
If I perform the operation < M | s(j) > at a high enough rate, I can represent the full set s with no loss of fidelity. This is the sampling theorem applied to s. Let r be this subset. I merely need to determine the bandwidth of s and sample at twice this rate or higher.
But how easy is it to understand s? Each element of s evolves also in time. Changing type. Changing attributes. Entering and leaving the set. When s(j) is freed from M, it may or may not return to s depending upon its mood and ambitions.
And why should M be only a single element at any time? At any time the subset u will therefore contain all Ms currently active. r however will be a simple unordered subset of s containing single entities. r is essentially a record of what has ever been in u.
{f q r t aaaa ccccccccc} is a possible u
{} is unlikely
if u becomes despondent, ie u'u = applying boost points can save the game
if u'u = then you are playing the game well
a listing of u can be of interest to others it is true. But those in !u might give you some flak for it. This leads to the notion of faux u or fu. A false listing of u is given in some form to suit some devious purpose.
The first known listing of u was { } which was found carved into the side of an obelisk outside of Thebes. It is thought that the term "favorite" in many languages derives from these early attempts at ordering babes.
Keep the tradition alive. Honor your ancestors. Play the game today!
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