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After getting stranded in the remains of the Citadel, [a] Rick Morty are rescued by Space Beth and brought home. Rick tries to fix his portal gun from Evil Morty's sabotage [b] by resetting the portal fluid, but instead accidentally causes a glitch that causes all people who have used portals to be sent back to their original dimensions – this includes Jerry, due to the events of "Mortynight ...
The "Evil" Rick and Morty capture them, "Evil" Rick taking Rick C-137 to have his brain downloaded. Morty C-137 leads a rebellion of alternate Mortys held prisoner in the base and releases Rick, spitefully saying that were he Rick he would not have. Rick informs the Council about the real killer, clearing his name.
He was the author of the popular engineering textbook "Fluid Mechanics" (now in its 9th edition) as well as three other textbooks on the topics of fluid mechanics and heat transfer. [1] White was a Fellow of the American Society of Mechanical Engineers (ASME).
The space outside the Citadel airlocks is shown to be choked with corpses, alongside Campaign Manager Morty's documents revealing the new President to be the Eyepatch Morty from "Close Rick-counters of the Rick Kind". In a post-credits scene, the main Rick and Morty return home from Atlantis, satisfied with their trip. Rick confidently asserts ...
Head-Space (alternatively stylised as Headspace, without the hyphen) is a graphic novel, written by Tom Fowler (in his writing debut) and illustrated by CJ Cannon, which was released in three parts throughout 2016 by Oni Press as the third volume of the Rick and Morty comic series, based on the television series and franchise of the same name by Justin Roiland and Dan Harmon.
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3. Travel. Travel is a luxury a lot of people are willing to prioritize. But in 2025, it might cost you more to get away. ... To save on travel, aim to book your vacation at an off-peak time ...
In fluid mechanics, Helmholtz's theorems, named after Hermann von Helmholtz, describe the three-dimensional motion of fluid in the vicinity of vortex lines. These theorems apply to inviscid flows and flows where the influence of viscous forces are small and can be ignored.