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I'm going with the default you had. "Works exactly as expected. Smooth, responsive, and intuitive interface." That about sums it up. It was so obvious on how to edit text, increase it's size, move it around (great feature!), add checkmarks and Xs. All around just very good.
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2016-02-18
It's great! Only problem I had was trying to erase a hi-lited area I accidentally added. The software wanted me to pay for an upgrade for the eraser which I think is ridiculous guys. Other than that, awesome.
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2016-12-23
I tried it before purchasing. The font, tick box selection and general feel is better, in my opinion, than that I have experienced with Adobe. My abilities are significantly challenged due to illness. The PDF document that I have to use presents with problems when I run it in other edit utilities. I may call on you if I get stuck, but so far I am favorably impressed with this product. Thanks. ;-)
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2017-05-04
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Create Over Equation Article Feature

The Create Over Equation Article feature is designed to simplify the way you present complex ideas. This tool allows you to create clear and concise articles that explain mathematical concepts effortlessly. You can engage your audience with structured content that emphasizes understanding and clarity.

Key Features

User-friendly interface
Customizable templates
Real-time editing
Collaboration options
Export in various formats

Potential Use Cases and Benefits

Educators can explain mathematical concepts clearly to students
Content creators can generate informative articles for blogs
Tutors can provide personalized learning materials
Businesses can present data-driven insights effectively

By using the Create Over Equation Article feature, you can address the difficulties of presenting complex information. This tool streamlines the process of crafting articles, making it easier for you to communicate your ideas clearly and effectively. With its various features, you have the ability to connect with your audience and enhance their understanding.

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Equations should be numbered consecutively beginning with (1) to the end of the paper, including any appendices. The number should be enclosed in parentheses and set flush right in the column on the same line as the equation. It is this number that should be used when referring to equations within the text.
Author. Year of publication (in round brackets). Title of article (in single quotation marks). Title of journal (in italics capitalize first letter of each word in title, except for linking words such as and, of, the, for). Volume, issue, page numbers. Available at: URL (or DOI if available).
Equations should be numbered consecutively beginning with (1) to the end of the paper, including any appendices. The number should be enclosed in parentheses and set flush right in the column on the same line as the equation. It is this number that should be used when referring to equations within the text.
To be made up of: Author. Year of publication. Title of article (in single quotation marks) Journal (italics) Volume, issue and page numbers (if relevant) In-text citation: James (2006, p. 1889) noted that Reference list: James, J. (2006). ' Some functional equations'. Advances in Algebra, 315(8): 1880-1899.
Please note that tables, figures, and equations should always be introduced within the body of the paper before you show the actual table / figure / equation. If the data, or the figure itself, comes from an outside source, you should cite that source when you introduce the table / figure / equation.
You don't cite your own figures, tables, equations, or drawings if the current work is their first appearance. (You would then cite them in later works if the situation were to arise.) There is no citation needed if it is something you created yourself.
The first type of equation should be numbered consecutively (or chapter-based) through the whole thesis, whereas the second type can be either included in the running text if they are short and don't break the flow of the sentence, or in a separate line without an equation number, if they are long and more complex.
Thesis statements follow patterns, and can be represented by formulae. This statement is for a description essay about how to write an academic paper: This thesis might be represented by the following formula: P (an academic paper) = R (research), S (subject), E (expression), and U (understanding). P = R, S, E and U.

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