## ez Form Calculator – WordPress Plugin | NulledTeam UnderGround

Easily create estimation forms, calculation forms, cost calculators, and more for WordPress

The ez Form Calculator is an intuitive multi-purpose calculator Form Creator for WordPress. You can easily create Form calculator, extended cost estimates or extensive contact forms for you and your customers.
Just add basic form elements like Check boxes, drop-down menus, radio buttonsetc. with only a few …

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## Probability – Is it generally true that \$ E_Z (E (Y midX, Z)) = E (Y midX) \$ holds by removing conditioning variables one after the other?

I wonder if that is generally the case

$$E_Z (E (Y mid X, Z)) = E (Y mid X)$$

in which conditioning variables can be removed individually? I know that

$$E (E (Y mid X, Z) mid X) = E (Y mid X)$$

is generally correct, but can one choose which variables should be conditioned for marginalization?

## How do I get bokeh or macro on the E-M10 Mark II with 14-42mm black EZ lens?

I received an E-M10 Mark II with 14-42mm black EZ lens for 3.5-5.6 EZ.

Is it possible to create beautiful bokeh and macro images with this setup?

I tried to take a lot of pictures (mainly on car), but I never got bokeh. Unfortunately, it could never be properly focused on close-ups. Not even a decent macro. It only refuses to focus on close-ups. I get so much better results with my old iPhone 6.

I am very disappointed that I spent \$ 600 on it and I still use my iPhone.

Is it just wrong or do I have to do a "magic trick" to get bokeh and macro out of this camera and lens?

If possible, how do I do that?

## Number theory – About universal sums \$ x (ax + b) / 2 + y (cy + d) / 2 + z (ez + f) / 2 \$ over \$ mathbb N \$

To let $$a, b, c, d, e, f$$ whole numbers with $$a ge c ge e> 0$$, $$b> -a$$ and $$a equiv b pmod2$$, $$d> -c$$ and $$c equiv d pmod 2$$, $$f> -e$$ and $$e equiv f pmod2$$, If everyone $$n in mathbb N = {0,1,2, ldots }$$ can be written as
$$frac {x (ax + b)} 2+ frac {y (cy + d)} 2+ frac {z (ez + f)} 2 text {with} x, y, z in mathbb N,$$
then we say the ordered tuple $$(a, b, c, d, e, f)$$ is universally over $$mathbb N$$, For example, the triangular number set of Gauss indicates this $$(1,1,1,1,1,1)$$ is universally over $$mathbb N$$, In a recent work, I found all the candidates for tuples $$(a, b, c, d, e, f)$$ universally over $$mathbb N$$, When $$a b$$, $$c mid d$$ and $$e mid f$$I have shown that many candidates are indeed universal $$mathbb N$$but the following 10 candidates
begin {align} & (4,0,2,0,1,3), , (4,0,2,0,1,5), , (4,0,2,6,1,1 ), (4,0,2,6,2,0), (4,4,2,0,1,3), (4,8,2,0,1,1), (4,8,2,0,1,3), (4,12,2,0,1,1), (6,0,2,0 , 1,3), , (6,6,2,0,1,3) end
have not yet proved to be universal $$mathbb N$$,

Guess. All 10 listed tuples are universally completed $$mathbb N$$,

Note that $$(4,8,2,0,1,3)$$ is universally over $$mathbb N$$ if and only if an integer $$n ge3$$ can be written as $$x ^ 2 + 2y ^ 2 + z (z + 1) / 2$$ With $$x in mathbb N$$ and $$y, z in mathbb Z ^ + = {1,2,3, ldots }$$,

Any ideas to solve the guess?

When $$a nmid b$$ or $$c nmid d$$ or $$e nmid f$$I showed in the same article that there are 407 candidates for such tuples $$(a, b, c, d, e, f)$$ universally over $$mathbb N$$, It seems that none of the 407 tuples (listed in the appendix of my work) can easily be proved to be universal $$mathbb N$$,

## App Windows – Digital Film Tools EZ Mask 3.0.6 | NulledTeam UnderGround

Digital Film Tools EZ Mask 3.0.6 (x64) REPACK | 17.8 MB
EZ Mask is an easy-to-use interactive image masking tool that lets you extract just about any object in a picture, even when it comes to fine hair details, smoke, or reflexes. To apply this sorcery, EZ Mask iteratively estimates the transparency value for each pixel in the image, based on a small pattern of the foreground (what you want to cut out) and background pixels that are marked by simple dashes in the image. There is even a refine mode in which EZ Mask automatically updates the mask or compound as you draw a stroke. In addition, the foreground colors in the semitransparent areas are estimated to create a seamless composite.

Key Features:
– Can extract almost every object in a picture
– Excellent with fine hair, smoke or reflections
– Interactive mode to refine the mask
– The edge color estimate prevents fringes forming a seamless composite
– Suppression of blue / green spots
– Foreground color correction, position, scaling, rotation and corner pins

System requirements:
* Adobe Photoshop CS6 and higher (64 bit only)
* Adobe Photoshop Elements 13 and later (non-App Store version)
* Apple Photoshop Lightroom 3 and above
* Windows 7 from 64 bit

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