Yeahh

... or that's what we are sensing now.

Brrrrr, get chills just thinkun about it.

here's some readun material while you're stuck inside.

Ambush is more like it.

... yep, the Monster Media is Broken.

They Know It and the only way to fix it is to shutdown everyone else.

http://infowars.com/show

... the homonym Trumpets.

The Trumpets are sounding.

... Yea-uh, It's Broken Alright.

A while back we post the Combinatorial Fractalization.

Unfortunately, we used a format that could only be seen correctly in Internet Explorer.

We reformatted it for other browsers.

Combinatorial Fractalization

    C(n, r) =  [from z = 1 to z = n - r + 1]  Σ C(n - z, r - 1)

    C(n, r) = C(n - 1, r - 1) + C(n - 2, r - 1) + C(n - 3, r - 1) + ... + C(r + 3, r - 1) + C(r + 2, r - 1) + C(r + 1, r - 1) + C(r, r - 1) + C(r - 1, r - 1)

    Fractals of C(n, r) -  {C(n - 1, r - 1), C(n - 2, r - 1), C(n - 3, r - 1), ... , C(r + 3, r - 1), C(r + 2, r - 1), C(r + 1, r - 1), C(r, r - 1), C(r - 1, r - 1)}
        Fractals of C(n, r) - [from z = 1 to z = n - r + 1] ψ {C(n - z, r - 1)}

    Iteration of C(n, r) Fractals
          Fractals of C(n - 1, r - 1) - {C(n - 2, r - 2), C(n - 3, r - 2), C(n - 4, r - 2), ... , C(r + 2, r - 2), C(r + 1, r - 2), C(r, r - 2), C(r - 1, r - 2), C(r - 2, r - 2)}
          Fractals of C(n - 1, r - 1) - [from z = 1 to z = n - r + 1] ψ {C(n - z - 1, r - 2)}


      Fractals of C(n - 2, r - 1) - {C(n - 3, r - 2), C(n - 4, r - 2), C(n - 5, r - 2), ... , C(r + 2, r - 2), C(r + 1, r - 2), C(r, r - 2), C(r - 1, r - 2), C(r - 2, r - 2)}
      Fractals of C(n - 2, r - 1) - [from z = 1 to z = n - r] ψ {C(n - z - 2, r - 2)}


      Fractals of C(n - 3, r - 1) - {C(n - 4, r - 2), C(n - 5, r - 2), C(n - 6, r - 2), ... , C(r + 2, r - 2), C(r + 1, r - 2), C(r, r - 2), C(r - 1, r - 2), C(r - 2, r - 2)}
      Fractals of C(n - 3, r - 1) - [from z = 1 to z = n - r -1] ψ {C(n - z - 3, r - 2)}
      .
          .
          .

          Fractals of C(r + 1, r - 1) - {C(r, r - 2), C(r - 1, r - 2), C(r - 2, r - 2)}
      Fractals of C(r + 1, r - 1) - [from z = 1 to z = 3] ψ {C(r - z + 1, r - 2)}


      Fractals of C(r, r - 1) - {C(r - 1, r - 2), C(r - 2, r - 2)}
      Fractals of C(r, r - 1) - [from z = 1 to z = 2] ψ {C(r - z, r - 2)}


      Fractals of C(r - 1, r - 1) - {C(r - 2, r - 2)}
      Fractals of C(r - 1, r - 1) - [from z = 1 to z = 1] ψ {C(r - z - 1, r - 2)}

Within every combinatorial set there are subsets of combinations that are similar in characteristics to the whole combination. Example, below is a sample combinatorial set of 8 numbers taken 6 at a time. Alongside the combinatorial set are a few subsets of combinations. Table 1 shows only one leg of the fractal path. The fractals are in red and transformed to the right. The symbol Ψ is the superset fractal and extends to infinity.

Table 1
Fractal Path is Ψ → ψ(8,6) → ψ(7,5) → ψ(6,4) → ψ(5,3) → ψ(4,2) → ψ(3,1)

Here's another fractal path shown in Table 2.

Table 2
Fractal Path is Ψ → ψ(8,6) → ψ(7,5) → ψ(5,4) → ψ(3,3) → ψ(2,2) → ψ(1,1)

2 and a half weeks of vacation.

Well, that ought to do it.

D'Movie..!!!

http://www.jadexcode.com/jehocifer.aspx

From http://www.jadexcode.com/centurynaught.txt

-72-
2010-08-24-03:07 UT
Property of the State, the Nation is lead to believe.
Mislead the people see a hero in the empty promises.
He has the creed in a hidden faction,head of a Gorn.
Troubling desperate times calling for desperate measures.
The people will live to regret their ignorance and inaction.

Protest without Hard Core Community Service and High Dollar Donation is just another Hypocrite.

Get Off Your Ass and Knees and do more than just some petty, attention grasping gesture.

You Say Deplorable.

I Say Despicable.

We Say Disgusting.

Out of the Melting Pot and into the Basket Case.

Uhff... eventually you're gonna have to get along.

And, that's just me talking to myself, I wonder.

Ann's quick picks for Mon, Tue, Wed:

MN Gopher 5: 04 06 13 19 36

Mega Millions: 04 43 45 48 49 - 13 ← Really? Nearly all 40's for the Pick 5 part.

Powerball: 07 39 44 55 59 - 04

DO NOT

We Are Watching

Jehocifer

But that ain't gonna stop us.

Told Ann, she's gonna collapse on stage; eyes roll up inside and boom! Just wait, you'll see.

... a Supervolcano event or something similar; we mean really, really BIG.

We manipulate the Matrix.

WARNING: Graphic Content.