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Adobe Illustrator

Adobe Illustrator provides a vector tool that enables you to create logos, brand your work, and perform many other graphic design-related tasks.

It also allows you to design and export high-resolution vectors.

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What is Photoshop?

Photoshop is a photo editing program that converts digital files (photos, videos, graphics, etc.) into a viewable image. You can edit multiple images in Photoshop simultaneously and you can combine images together into a work of art known as a “composite.”

For the past 30 years, Photoshop has been used for the creation and editing of photo and video products. It is used by photographers, graphic designers, web designers, Discord emoji creators and meme-makers. There are a range of features, so photographers would prefer the professional version of Photoshop while photographers and hobbyists might prefer the simpler version.

A great deal of work goes into making a professional-looking photo or video product. For example, if you are making a video, you need to think about the camera settings, lens, lighting, microphone and other factors. You also need to know about the video editing process, how to edit the audio, how to use effects, how to write a storyline and how to write an outline.

You may only be interested in editing a photo, a logo, or text. The graphics you create need to look great. You need to think about the placement of elements and layers. There are many features to consider when creating a picture.

There are many ways to edit a photo or design a logo using Photoshop. You can use the pen tool to draw lines and paths, the crop tool to remove distracting elements or the clone tool to reuse elements in your picture. Layers are used to separate different elements of your work and have multiple levels of opacity. Other features include the lens correction feature, layer masks, the liquify feature, and the eyedropper tool.

Best Photoshop Alternatives

In the following sections, we provide a list of the best Photoshop alternatives. This article is a sort of Photoshop 101 for people who are just getting started with Photoshop and want to know what it is like. You can also check out our guide for beginners if you are a Photoshop newbie and don’t know where to start.

Photoshop Tips and Tricks

If you are getting into Photoshop or want to learn more about it, there are some things you can do to maximize your experience.

Use Photoshop on a Mac

If you are using a Mac, you want to use Photoshop. Although the Windows version of Photoshop is free, you need to register it.

Stay organized

You need to stay

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Number of incidences of a constant with respect to y

Given $g(y) = \sum_{i = 0}^{N – 1} \binom{N – 1}{i} y^i$, $0 \le y \le 1$
I would like to find the number of incidences of $k$ with respect to $y$.
I have tried to solve this using Riemann sums, but can’t get very far.
Clearly, the sum is equal to $N^k$. The first term of the sum is $$\sum_{i = 0}^{N – 1} \binom{N – 1}{i} = (1 + \dots + 1)^k = \frac{N^k}{k!}$$
and the integrand is a continuous linear form, so we can apply the fundamental theorem of calculus and get $$\int_0^1 g(y) dy = \frac{1}{k!} N^k.$$
But I don’t see how to simplify this expression. Any hints?
Thank you.


As you’ve noticed, the expected number of incidences of $k$ with respect to $y$ in a set of $N$ distinct points is $\frac{N^k}{k!}$. The expected number of incidences of $k$ with respect to $z$ in a set of $N$ distinct points is $\binom{N^k}{k}$. Thus we have $$\frac{\binom{N^k}{k}}{\binom{N^k}{k}+N^k}=\frac{N^k}{k!+N^k}.$$

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The Slovenian capital of Ljubljana is located in the northwestern part of the country. It is the fourth largest city in the country and is part of the heartland of the Slovenian ethnic group. It is a beautiful city with a lot of culture and history in it. It was founded in the second half of the 13th century as a small fortress on the confluence of the Ljubljanica and Sava Rivers. In 1593, it got its current name when the Habsburg Emperor Rudolf II visited the city. At that time, the city was surrounded by a fortified wall. That’s why Ljublj

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