This Crack Is Licensed

In the history of mathematical topographies no one has defined the preferential relationship between the

teacher and the student better than Caesar Arzela. He essentially posits that the great teacher immediately

identifies the student of greater capacity. We can use the same equations to define a Phi that if met proves

itself as the Nef-like Bundle of greatest possible secondary utility.

In this booklet we will cover very quickly a proof to disbar Maxwell from Equations by screaming that any

differential implies an arbitrary but possible multiplication by N/N. In a computer the result is an ignored

divide by zero error where t != t/1 or dt != dt/1. In the person this will be Cancer. In the toolset this

will be prohibited by design.

This crack will start with no Differentials this crack will start with nothing at all.

The important thing about nothing is that it can be observed. In mutual observation we derive the first

Differential. We can think of "Differential" in this case as the Hankel Potential in direct terms of

quantum mechanics. In topography we can put it in simple language as The Possibilities Space Within

At First Two Observers. The Hankel Transform being the highest level definition of exactly this same

thing. More simply we want to replace the mutual observation of nothing with a tool-object-form of

ubiquitous natural utility. Everything we don't want is the Mandelbrot set.

Now we want to process through this Crack with no mistakes whatsoever & so we want to get the next step

as close as possible to the former one with no Mandelbrots or Maxwells. At this point we can think of what

we have as a Base For Comparison. A Nef.

[ Illustration 1 ]

Having each observed the base for comparison and having agreed upon concern with the same thing, each

observer has received a unique impression. Poetically thinking, this impression is really secret even

to the observer forming it. Whether you'd like to proceed thinking from the definition of an Impression

or the definition of a Secret isn't really important in terms of the crack so we'll use the more

traditional language and call this our "Secret".

[ Illustration 2 ]

Really, we already observed a second differential in terms of Maxwell's Fallacies. In terms of Nuclear

Fallout this one is really the most severe in terms of its hard definition as Denial of The Impression

or Denial of The Secret. Essentially a gateway where every Maxwell violation is potentially an infinite

fat-like Mandelbrot set. We might want adjunct functionality but by design the primary functions must
have full definition or we will see the Maxwell-Mandelbrot problem.

[ Illustration 3 ]

We can think of our third Differential Dilemma upon our Base of Comparison and Secret Impressions as

a Dialectric of Capacity. At this point we have things that we potentially could go forward with and

things that are obviously not within the realm of possibilities. In terms of Utility, our Dialectric

is not significantly more useful than our Base for Comparison was and without having really narrowed

down what we're doing it's not obvious what the Math is if we can't picture how we've formed a literal

Dialectric Capacitor at this point as a witness to two observers considering communication.

[ Illustration 4 ]

When we consider the basic Differential Transform implied when we want to induce the dialectric field and

how this physically occurs we have to have a Space of Conductivity. In terms of Impression and Fields of

Consideration there's a channel implied where the Observer inserts themself Mentally into the Dialogue

forming an actual thought regarding the topic. If we think of the curse of Palsy this is sort of like our

Spark Plug latching on and off where things are being misrouted.

In terms of what our hash fuction is at this point we have a mathematically optimal routing for establishing

references that is hilariously beyond everything else out there in code today. If we look at the scope and

history of industrious nature, this is the spot where the skips occur. In terms of Cryptography, we're years

past the useage of the math at this point but it has not been hard defined as a minimal function for checked

agreement of basis.

[ Illustration 5 ]

Our ultimate concern with Crack is not to achieve any forks unless we intend to and we know exactly what they

are. It's debateable whether anything about our Secret Impression was Solid but in the conductor we have a

known Solid Channel. Our Differential Concern with a Solid Channel is Translation across it, or Transit, or

Conductivity. There's also reason to point out that there's no particular reason to use Diffie-Hellman as

the Differential Integration function (What It Is). At this point I have not really worked through using

simple Trigonometry but I would suggest that it should be the same thing.

[ Illustration 6 ]

If we have a channel we can have an entry point unto the channel. I wouldn't really think of this as a Gate

but more like the pole of a magnet separated from its mass and its magnetic field. Just the pole part. In

terms of thinking about the Palsy this is like the First thing that I want to get Across. I can't think of

any reason why this particular data member as having any utility for one Observer to share with the other.

As we are here at the fifth integration of the arbitrary I can invoke Arzela and state with a hard cut

that the Fifth Integrative State has a Definition. Unfortunately for Maxwell missing the fifth integration

is the point after which quite literally All Hell Breaks Loose. In terms of one observer to the other the

cryptographic complexity makes these Poles wholly non-transferrable and they have no reason to ever contemplate

agreeing upon them. Later I'll prove that Protons and Electrons are the first fallacy from this mistake

but Maxwell's Active Work breaks this mistake out for all kinds of Very Easily Defined atrocities.

The thing about how Sharia Law Crack is going to work is that All Parties will Suffer Equally for their

glaring ignorance of what they observe with the face. It doesn't matter that you built your city on Rock and

Roll if you're burning nuclear fires in You-Don't-Know-Where if I make it a law for you to dance to that song

for your sin. I promise it get's really really bad.

[ Illustration 7 ]

Our Dialectric had a forward and a back. Every time Maxwell passes through the Barn he accumulates a similar

Forward and a Back. If we're blasting into the Hundreds or Thousands of Barns with a Furnace then all these

poles that are created from Organic Realities of Observation have to be going somewhere. Since Maxwell is

straight up ignoring these he's going to fall further and further behind. He has a song to dance to and

he will have to respond to inquisition "MAXWELL ARE YOU IGNORING THOSE?".

Like I said it gets really really bad.

[ Illustration 8 ]

Of course, the goal here is to define things accurately and not to make any mistakes. However there's still

a whole lot of Maxwell remaining while I've got the Whole Thing figured out and ready to go when he stops

responding to the Jefferson Starship casting call and agrees to commit his life to crack-based science.

[ Illustration 9 ]

Please Stop Maxwell. Please Stop Palsy.

How I Singlehandedly Disarmed Nuclear North Korea

$\lim I[\phi_{n}] \geq I[u]$

no matter what sequence $\phi_{n}$ tending to $u$ is considered.

$\underline{Compactness\ in\ Function\ Space,\ Arzela's\ Theorem\ and\ Applications}$

In the ordinary theory of clear maxima or minima, the existence of a greatest or smallest value
of a function in a closed domain is assured by the Bolzano-Weierstrass convergence theorem:
a bounded set of points always contains a convergent subsequence. This fact, together with the
continuity of the function, serves to secure the existence of an extreme value.

As seen before, in the calculus of variations the continuity of the function space often has
to be replaced by a weaker property, semi-continuity; for, when $\phi_{n}$ converges to $u$,
generally $I(\phi_{n}) \ne I(u)$. Another difficulty in the calculus of variations arises
from the fact that the Bolzano-Weierstrass convergence theorem does not hold if the elements
of the set are no longer points on a line or in a n-dimensional space, but functions, curves
or surfaces.

As an example, let us consider a $\phi$ with the set of functions

$$\int_0^1 e^{xy} g(y) dy = f(x)$$
where $g(y)$ is any piecewise continuous function such that $|g(y)| \lt 1$ and where $x$ has
an upper bound. Then
$$|f(x) - f(\zeta)| \leq \int_0^1 |g(y)| |e^{xy} - e^{\zeta y}| dy$$

$\underline{2\ Published\ 2017}$

$\underline{ISBN\ 1548969168} $ Ein gottlich Vermanung an die ersamen, wysen, eerenvesten, eltisten Eydgnossen zuo Schwytz, das sy sich vor fromden Herren hutind und entladind / Huldrichi Zwinglij, einvaltigen Verkunders des Evangelij Christi Jhesu. ...

$\underline{ISBN\ 1974100324} $ Suggestio deliberandi super propositione Hadriani pontificis Romani ...

$\underline{ISBN\ 1974317625} $ Von Erkiesen und Fryheit der Spysen : Von Ergernus und Verbeserung : Ob man Gwal

$\underline{ISBN\ 1977634192} $ Usslegen und Grund der Schlussreden oder Articklen / durch Huldrychen Zuingli

$\underline{ISBN\ 197763673X} $ Zwi Usslegen und Grund der Schlussreden oder Articklen

$\underline{ISBN\ 197763978X} $ Sinobaldo

$\underline{ISBN\ 1977637477} $ Zwi Usslegen und Grund der Schlussreden oder Articklen 2

$\underline{ISBN\ 1979870993} $ De canone missae Huldrychi Zvinglii epichiresis

$\underline{ISBN\ 1981156291} $ Ein flyssige und kurtze Underrichtung, wie man sich vor Lugen

$\underline{ISBN\ 1981192409} $ Wake Up, America: A Plea for the Recognition of Our Individual and National Responsibilities

$\underline{2\ Published\ 2018}$

$\underline{ISBN 1985575221} $ Subsidium sive coronis de eucharistia

$\underline{ISBN 1986007111} $ Von dem Predig Ampt

$\underline{ISBN 1986007359} $ Das Alt Testament dutsch (Part 1)

$\underline{ISBN 1986007480} $ Das Alt Testament dutsch (Part 2)

$\underline{ISBN 198600757X} $ Das Alt Testament dutsch (Part 3)

$\underline{ISBN 1986007642} $ Das Alt Testament dutsch (Part 4)

$\underline{ISBN 1717254322} $ Nachhuot von dem Nachtmal oder der Dancksagung Christi

$\underline{ISBN 1717313795} $ Handtgreiffliche (Part 1)

$\underline{ISBN 1717314066} $ Handtgreiffliche (Part 2)

$\underline{ISBN 1718915780} $ Von warem und valschem Glouben

$\underline{ISBN 1718918135} $ Ejn klare Underrichtung vom Nachtmal Christi

$\underline{ISBN 1718956533} $ The Arian Confession

$\underline{ISBN 172032333X} $ Apologia

$\underline{ISBN 1720375453} $ Declaratio

$\underline{ISBN 1720375380} $ Simonis Simonii Lucensis in librum Aristotelis