Mork & Mindy - Season 4

Mork proposes to Mindy on bended knee.

Opposed to Mork's marriage, Orson decides to stop it by turning him into a dog.

Mindy and Mork take an interplanetary honeymoon.

Mork tries to hide the egg he laid when he thinks that Mindy doesn't want to start a family.

The newborn Mearth seems to show more affection for Mork than for Mindy.

Mork pretends to be a superhero for Mearth's sake.

Mork fantasizes about competing for Mindy in high school.

Mork makes an investment in a boutique of Exidor "originals".

Mearth runs away upon realizing he's an alien.

Mearth attends school on Ork where he's teased for being an "Earth-head".

Mearth is allowed to have some of his Orkan friends over and Zelka ends up spending the night.

Mork and Mindy are unable to have a conversation while Mearth is away.

A short circuit causes Mork and Mearth to switch minds.

Mindy is tired of coming from work and then having to go out on errands in the evening, so Mork takes driving lessons.

Orson erases Mork's family from Mork's memory in order for Mork to focus on his work.

Following a brief visit from a space traveler, Mork builds a home computer that subsequently takes over.

Mork learns the secret of turning polyester into gold.

Mindy is held in contempt of court for refusing to reveal a source of news.

Mork befriends a Neptunian who has an Earth wife of his own.

In attempt to stop Kalnik, Mork decides to tell the world he's an alien.

As a result of his notoriety, Mork is faced with fans, marketing executives and Kalnik.

Note: This was intended to be the season finale, ending with a cliffhanger to be resolved in season 5. ABC decided to cancel the show and opted to air The Mork Report as the final episode instead to give it a sense of closure.

Mork bucks hard for a promotion from leader Orson on planet Ork, and unintentionally comes up with a report on how to stay happily married on Earth.

Note: This episode was filmed before "Gotta Run", but was aired last because of the show's cancellation and to give the series appropriate closure.