https://en.m.wikipedia.org/wiki/Apple
"Commercial growers aim to produce an apple that is 2 3Ôüä4 to 3 1Ôüä4 in (
7.0 to 8.3 cm) in diameter, due to market preference. Some consumers, especially those in Japan, prefer a larger apple, while apples below 2 1Ôüä4 in (5.7 cm) are generally used for making juice and have little fresh market value."
https://en.wikipedia.org/wiki/Fuji_(apple)
"Fuji apples are typically round and range from large to very large, averaging
75 mm in diameter."
Unfortunately, I can't find size ranges for fuji apples. Supposedly, apples can be as big as 92.5 mm, though.
https://bestapples.com/trade-and-export-marketing/grades-sizing/
Given that Japanese consumers like larger apples, supposedly, & I'm pretty sure Fuji apples are Japanese, we can use those sizes. I mean, if Japanese like bigger apples, surely they'd like Hello Kitty's size based on bigger apples, right? (Kidding, kidding.)
Anyway, 75 mm (7.5 cm) is still a smaller average than the average of 7.0 to 8.3 cm, but let's use it anyway.
For simplicity, let's not try to account for empty space & the shapes & stems of the apples because they are not perfect spheres; We'll just multiply by 7.5 mm by 5, since 5 apples.
37.5 cm, or 14.7637795 inches. That's adorably tiny.
For comparison, the average newborn, human baby girl is 19.4 inches or 49.2 cm in height.
Hello Kitty is literally shorter than a baby girl. Also, a cat is 23 to 25 cm in height, & 46 cm in length without the tail. So she doesn't measure up too well that way either.
Uncollapse the below ONLY if you want to read a lot of rambling & math.
I have no idea what type of tree this is, but apparently, Japanese white, black & red pine are 3 common types of trees there. So let's pretend this is a reliable source: https://www.woodproducts.fi/content/comparison-properties-north-american-and-japanese-wood
Since I don't know the type of tree, & wood can be much less dense, I'm going to use the lowest density from among those 3 types. 450 kg/m^3
Now, I'm too lazy to properly pixel scale the stump, & the roots would be a pain to determine the mass of. So as a simple, safe low end, I'm just going to assume it's a cylinder half of Kitty White's heig-
....Such a tree species would have a DBH (Diameter at breast height) of 100 CM. As even GENEROUS assumptions say Kitty White is 46.25 cm tall, that tree trunk is absurdly small;
I can't use that species.
"The average human head is 6 to 7 inches wide and 8 to 9 inches long. The average circumference is 21 to 23 inches. Males generally have a slightly larger head than females. As a proportion of the total body, a baby's head is approximately one-quarter of the total length."
Given Kitty White's infantile stature & childish, cutesy proportions -cute characters tend to have small bodies & large heads, which mimic the proportions of babies; Hence why we find them cute.- I'm going to use that formula for her.
Ergo: Let's assume her head's length is one quarter of her body's total size and pretend THAT'S the diameter for the tree. 37.5 / 4 = 9.375 cm
Now then, since it's not the species we did assume, & I have no idea what species to use....
Given that I can't figure out what kind of tree would have a diameter that small, I'm just going to assume a low end.
https://www.engineeringtoolbox.com/wood-density-d_40.html
Clearly not balsa wood, but I have no idea what it WOULD be. Now then. Supposing it has the diameter of Kitty White's face (9.375 cm) & a height half of her height (18.75 cm), we can get volume for a cylinder with those measurements.
Input into
https://www.calculator.net/volume-calculator.html And we get volume =
5177.185159114 cm/3 Ask Wolfram about that with our assumed density of balsa wood, and we get....
https://www.wolframalpha.com/input/?i=Find+mass+Volume+5177.185159114+cm^3+Density+160+kg/m^3
828.349625458 grams Not even 1 kg.
Okay, let's assume this is a very tiny-diametered Japanese white pine & use that density of 450 kg/m^3.
2.329733321601 kg
What about the most dense kinds of trees? According to this list
https://www.wood-database.com/lignum-vitae/ Lignum vitae can hit a staggering density of 1330 kg/m^3! (
Its diameter also seems to be around 30 cm at minimum, to about 60 cm. About 1 foot, at least; The trunk's minimum diameter is nearly as long as Kitty White is tall!)
6.88565626162 kg
But what if we edited our measuring stick? We used average apple sizes for Kitty White's height (As she's officially 5 apples tall.), but what if we used the larger ones we've found? 92.5 mm.
"Small apples are approximately 2 1/4 inches in diameter. Medium apples are approximately 2 3/4 inches in diameter. Large apples are approximately 3 3/4 inches in diameter."
3 3/4 inches, or 3.75 inches actually converts to 9.52500 cm. So that times 5. 47.625 cm. How about them apples? (STILL smaller than a 0 month old human baby girl, though)
Now once again, let's use the "quarter of baby's length=face size" and fallaciously assume the stump's height is half of Kitty White's height and get volume from that.
47.625 / 2 = 23.8125, which is half, & half of that result is a quarter. 11.90625
Inputting those for volume....
10604.858067781 cm^3 I believe! More than double the previous volume!
Balsa wood stump (Lol) = 1.696777290845 kg
Japanese white pine = 4.772186130501 kg
Maximum density lignum vitae = 14.10446123015 kg
Embarassingly for her, it seems to take some effort for Kitty White to lift this stump, seeing as how Below Average Human Lifting Strength ranges from 0 to 50 kg, and that stump is 14 kg.
Even at an absurdly implausible high end, this doesn't even reach one third of Below Average Human's maximum Lifting Strength.
I guess that's what happens when your official height is a stack of 5 apples.