WebWhen Jerma transitioned to streaming, the first emote was this picture IIRC, and it was dubbed jermaMoon (this is why the planets orbit around jermaMoon and not jermaSun in the starting screen). From there other planetary themed emotes started getting added, though many don't get much use nowadays. As for the starting screen, that was actually ... Web29 lug 2011 · Jerma. @Jerma985. ·. Dec 30, 2024. Awesome job. @nymnion. on the New Year Show! Thanks everyone for the Pog Award! Gonna get in contact with Xavier McMagic (guy who made the catch) …
Steam Workshop::Jerma - Sleeping Planets (Stream Intro)
WebJerma Earth, aka jermaEarth, is a planet in the Jerma Solar System and emote for … WebI had the most depressing dream where a YouTube video went over that Jerma had … quadratic equations physics wallah
Phineas and Ferb - Works Archive of Our Own
WebJermemeia, also informally known as The Great Meme Massacre or The Kill-the-Meme … The Jerma Solar System is a planetary system home to most of the characters of the Jermaverse. It is similar to our own solar system, even having its own Earth. It was destroyed by the Great Meme Massacre, but later restored. The Jerma System is similar to our world's solar system, but different in subtle … Visualizza altro The Jerma System is similar to our world's solar system, but different in subtle ways, such as the ordering of the planets in their respective orbits. Only the inner part of the system can be seen in Blordow's depiction of the system … Visualizza altro Out of all of the Jerma Solar System, JermaMoon has the most frequent appearances in the ring, appearing in two different … Visualizza altro WebAnother one: Clown in the Town. A theoretical reality game show invented by Jerma, Star, and MLC_St3alth while in Seattle. The basic format of Clown In The Town is as follows: One person dresses up in a full body clown costume in a major city such as New York, or Seattle (the show must work out a deal with the city to have cameras on every street corner, and … quadratic equations how many solutions