[RD] Daily Graphs and Charts

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How to count scores, marks, or kills.
512px-Tally_marks.svg.png

"Tally marks used in most of Europe, Turkey, Zimbabwe, Australia, New Zealand and North America.
In some variants, the diagonal/horizontal slash is used on its own when five or more units are added at once."

Tally_marks_2.png

"Tally marks used in France, Spain, South America (Argentina, Brazil, Chile, Venezuela and Uruguay, among others) and French-speaking Africa. In Spanish countries, these are most commonly used for registering scores in card games, like Truco"

351px-Tally_marks_3.svg.png

"Cultures using Chinese characters tally by forming the character 正, which consists of five strokes."
 
I dont think Ive ever seen anything other than the topvmethod. :p
 
That's because you don't play Truco.
 
That box thing is cool. Easier to see if you're at 4 or 3 at a glance, and easier to count the complete boxes afterwards.
 
You're right. Box takes longer/more effort to do, though. Otherwise I'd say lets switch to it.
 
600px-Euler_diagram_of_quadrilateral_types.svg.png


It's a diagram of itself, and if you don't think that's great we can never be friends.
 
Is that saying that an oblong is a special type of rectangle? How so?

... So, before I clicked post, I decided to look up oblong in wiki. Apparently, an oblong is a non-square rectangle; a square is a special type of rectangle; therefore a rectangle could be a square. Thus an oblong is a special type of rectangle, because an oblong can never have equal sides, whereas a rectangle can (in which case it's also a square). I could have figured that out from the graph. And I could have not typed or posted this. But just in case anyone else was wondering...
 
Is that saying that an oblong is a special type of rectangle? How so?

... So, before I clicked post, I decided to look up oblong in wiki. Apparently, an oblong is a non-square rectangle; a square is a special type of rectangle; therefore a rectangle could be a square. Thus an oblong is a special type of rectangle, because an oblong can never have equal sides, whereas a rectangle can (in which case it's also a square). I could have figured that out from the graph. And I could have not typed or posted this. But just in case anyone else was wondering...

I looked it up too just now, apparently "oblong" can also be for an oval. I grew up thinking it was a rectangular shape with rounded corners.
 
600px-Euler_diagram_of_quadrilateral_types.svg.png


It's a diagram of itself, and if you don't think that's great we can never be friends.

It is a group of single examples of all types of four-edged closed linear objects. But it is not a group including its own self, cause then it would have two examples (identical) of each ;)

Therefore it is just a group of X, and not a group of X including the group in itself.
 
Hopefully people don't confuse the complex socioeconomic context with the genre of music.
 
How do they qualify "musician"?
 
East Asia is still kind of blech. But I guess there's only so much you can do.
 
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