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What about the lower ends?
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Divine Deep Forest Emergence and Variable-Mass System KE
- Thread starter Arc7Kuroi
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Pumb
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Bump
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isnt there an anime timeframe
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episode 355 at 8:45, the jutsu starts. Roots are fully grown at 9:00. 15 seconds
from arcs calc:
15 seconds
Root Speed (low-end) = Mach 1945.1 (MHS+)
3-Eyed Juubidara (low-end) = 906 Exatons (Low 5-B)
LS (low-end) = 3.78e23 Newtons (Class Z)
from arcs calc:
15 seconds
Root Speed (low-end) = Mach 1945.1 (MHS+)
3-Eyed Juubidara (low-end) = 906 Exatons (Low 5-B)
LS (low-end) = 3.78e23 Newtons (Class Z)
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@Halkum145 please stop commenting on this thread unless you have something of substance to contribute, at the moment all you are doing is derailing this thread.
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small edit, meant episode 426
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Last edited:
Arcker123
He/Him- 8,080
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- 18,929
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- Thread starter
- #104
No way you just asked me this on my Madara God Tree feat thread
This is a calc group discussion thread, so I ask you not to comment unless you’re either a CGM or have something related to the calc itself
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Okay sorry will delete.No way you just asked me this on my Madara God Tree feat thread
This is a calc group discussion thread, so I ask you not to comment unless you’re either a CGM or have something related to the calc itself
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Before I sleep, would you like me to ping anyone for you? Maybe that'll help
- 18,929
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- #108
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@Damage3245 @CloverDragon03 @DemonGodMitchAubin @KLOL506
Sorry for the ping fellas, but could you please help evaluate the updated version of this calc so we can finally move things along? We'd really appreciate the help.
Sorry for the ping fellas, but could you please help evaluate the updated version of this calc so we can finally move things along? We'd really appreciate the help.
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Fine. Gimme a few.
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- #112
Love you
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I'm a little bit confused by this part
"To find the total amount of roots I will find a surface area ratio for the small roots to the underneath area of the God Tree, and multiply by the total underneath area of the God Tree. The area of the small roots will be the disk cross section of their base (sum of the individual pi * radius^2) and they will be divided by the area they occupy (rectangle of length of the big root occupied and width of the diameter of the largest small root). Dividing that ratio by the average small root area will give a root per tree underside area ratio."
My small brain can't seem to comprehend the information
Hence why I haven't been much help
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- #114
So basically, we don’t see all the small roots right. Rather we see X amount of small roots underneath the big tree. Those X amount of roots occupy a Y amount of area. So I found how many roots occupied a certain amount of the big tree’s underside area, aka there are X amount of roots per Y area (root number per square meter). Then I found the total underside area of the big tree, so the total surface area of the bottom of the big tree is Z square meters. Then to get the total number of roots I just multiplied roots per area by total area, (X roots / Y area) * (Z total area) = total number of roots.
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Ah, you found the number of roots in one area, then multiplied that number with the total number of patches where we see the roots?
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- #116
Yes, roots per area times the total area of the underside of the tree (aka the part where all the mini roots are)
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I see, that makes sense I guess
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'Kay, a few questions.
How'd you find the Small Root Total area of 11.367 km^2?
Where is the 9.48947px average tip diameter from? Is it from the bottom number?
Where's the 23.74 km^2 Occupied root area come from?
See, things like these you need to elaborate your math on and how you got these values.
How'd you find the Small Root Total area of 11.367 km^2?
Where is the 9.48947px average tip diameter from? Is it from the bottom number?
Where's the 23.74 km^2 Occupied root area come from?
See, things like these you need to elaborate your math on and how you got these values.
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- #119
sum of the individual pi * radius^2 (I mention this in calc)
From the average of the roots poking out of the ground (yes the bottom set of pixels)
It’s the area the visible mini roots occupy on the tree underside, aka the “Y” area from my prior message.
I explain what I did in the paragraphs prior to the numbers 👁
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