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Expanding the References for Common Feats page

On second thought, maybe this one I made should be deleted since we already have this.
So, I'm more focused on adding this feat to the page as our first tier 3 feat. Do we still need more evaluations or can it be added?
 
On second thought, maybe this one I made should be deleted since we already have this.
ain't this wrong? if you create a pocket dimension with a galaxy in the background, you need to use the GBE of the galaxy and then inverse-square law rather than using just a single star, no?
 
ain't this wrong? if you create a pocket dimension with a galaxy in the background, you need to use the GBE of the galaxy and then inverse-square law rather than using just a single star, no?
Doesn't seem wrong according to two calc group members.
 
Doesn't seem wrong according to two calc group members.
tbf calc members aren't entirely infallible. they get shit wrong too.

MZ1EY250.png

all I'M saying is that if you create a pocket dimension with a galaxy visible in its sky (assumed to be at its edge), you would do inverse-square using the GBE of the galaxy or whatever - not using the star.
starry sky pocket dimension is calced the way it is BECAUSE you see stars in the sky.
if you saw a galaxy it would be different.
 
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MZ1EY250.png

all I'M saying is that if you create a pocket dimension with a galaxy visible in its sky (assumed to be at its edge), you would do inverse-square using the GBE of the galaxy or whatever - not using the star.
starry sky pocket dimension is calced the way it is BECA
if you saw a galaxy it would be different.
Well, I don't think every creation feat needs to be visible to the human eye. Our pocket dimension feats with a moon and a star don't say much about visibility.
 
Well, I don't think every creation feat needs to be visible to the human eye. Our pocket dimension feats with a moon and a star don't say much about visibility.
you completely misinterpreted my point
if pocket dimension has stars at its edge (starry sky), you use Sun's GBE and do inverse square law.
if pocket dimension has a galaxy at its edge, you would use galaxy GBE or whatever the equivalent and do inverse square law, no?
 
Technically, as it's stated here, the requirement to hit 3-C is energy equal to or above what is needed to overcome the GBE of the Sun with an omnidirectional blast with the point of origin of the blast beginning at the core of the Milky Way Galaxy and the Sun being located at the edge of the Galaxy. Plus, the body used for 3-C is the Sun through Inverse Square Law at 4.73037x10^20 meter radius (Milky Way Galaxy radius)
 
Technically, as it's stated here, the requirement to hit 3-C is energy equal to or above what is needed to overcome the GBE of the Sun with an omnidirectional blast with the point of origin of the blast beginning at the core of the Milky Way Galaxy and the Sun being located at the edge of the Galaxy. Plus, the body used for 3-C is the Sun through Inverse Square Law at 4.73037x10^20 meter radius (Milky Way Galaxy radius)
...you would use galaxy GBE or whatever the equivalent and do inverse square law, no?
ya. this does not change the rest of my point, that being "if you make a pocket dimension with a galaxy IN IT then you should be using the value for baseline 3-C and then inverse-square-law-ing it using the appropriate distance."
if i'm wrong then anyone else is free to correct me so i can learn but as far as i'm aware that's how it works.
 
So which accepted calculations should currently be added to our references for common feats page?
 
Okay. Can you link to it please?

I can probably ask Therefir, Damage3245, or one of our content moderators to add it to our "References for Common Feats" page afterwards.
 
I'm looking at this calc, and the method is rather unclear to me on how it's calculated
funny enough i was looking at this one the other day with agnaa
the thing is shittily formatted and i was considering re-making it so it's actually explained how the result is gotten, but it's basically calculating the change in GPE of the two halves of the sphere when separated by a given amount
 
funny enough i was looking at this one the other day with agnaa
the thing is shittily formatted and i was considering re-making it so it's actually explained how the result is gotten, but it's basically calculating the change in GPE of the two halves of the sphere when separated by a given amount
Ez to figure out tbh Mocha-boy. Skill issue 100%

Or yeah I guess you can probably re-format it better since some people might struggle reasoning it out. You better make a drawing too.
 
Not sure if this helps
This may come in handy when determinign human body ratios

More importantly, I have downloaded that picture and worked on the exact ratio based on the drawing itself.
Am planning to transfer the data into a calc blog.

This will be useful on determining human body movement feats.
E.g. swinging a katana at different angles (90 deg, 180 deg, 270 deg, 360 deg) and killing people in the process before the victims can react/perceive.
(reaction time and perception time is to be dealt with separately)

And yes this will apply to many sword users as low end.
 
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the current splitting the planet in half calc is doodoo-ass in terms of formatting, i asked agnaa and he said a similar thing
i'll try and re-make it with actual explanations for what's being done
 
So when we updating this thing, eh? I mean there had been some revisions made since the lock and nobody seemed to bother. I know I couldn't do it myself because of the lock.
 
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