Brutkey

Single panel comic. A small diagram showing a circle with a radius r subscript j f. On the outside of the circle there is a tiny from hopping from one point to another in an arc. It says "ribbit" and makes a "plop" noise when it lands. Next to the diagram is an equation to calculate r subscript j f , which is 2 * G * M divided by (4.5 meters/second) squared. Lower caption: More practically useful than the Schwarzschild radius, the Jumping Frog radius is the radius at which an object's gravitational pull is so strong that even a champion jumping frog can't escape.
🏷🏷️ ID
agbsvhy0rhrz070c
📛📛 Name
b4befd0d787adb9b.png
📆📆 Created At
2025-12-16T07:03:05.112Z
🐱🐱 Uploaded By
ab4362l7bnn222b3
💱💱 Type
image/png
🌡🌡️ Size
0
⛓⛓️ MD5
95ec3e8b247321f6ee1a17fa28d3e0ea
📜📜 Alt Text / Comment
Single panel comic. A small diagram showing a circle with a radius r subscript j f. On the outside of the circle there is a tiny from hopping from one point to another in an arc. It says "ribbit" and makes a "plop" noise when it lands. Next to the diagram is an equation to calculate r subscript j f , which is 2 * G * M divided by (4.5 meters/second) squared. Lower caption: More practically useful than the Schwarzschild radius, the Jumping Frog radius is the radius at which an object's gravitational pull is so strong that even a champion jumping frog can't escape.
🗒🗒️ Attached To
/notes/agbn0nkwrhrz070d