- Petscop - Wikipedia
Petscop is a YouTube horror web series by Tony Domenico, [2] made to resemble a YouTube Let's Play series The videos follow "Paul", the protagonist, exploring and documenting a supposedly "long-lost PlayStation video game " titled Petscop
- Petscop - YouTube
Some select "Petscop" recordings In a way, recordings have the power to raise the dead They're kind of scary Thank you for watching
- Petscop | Petscop Wiki | Fandom
Petscop is a horror web-series published on the YouTube channel of the same name which was created by Tony Domenico in March, 2017 [1] It presents itself as a let's play of a fictional game called Petscop, supposedly made in 1997 for the PlayStation
- A comprehensive summary of what just happened. : r Petscop - Reddit
This subreddit is devoted to Petscop, a webseries about an obscure PlayStation game developed around 1997 by a company called Garalina The videos open with simple gameplay in which creatures known as "pets" have to be caught in homes they have been left in
- Petscop (TV Series 2017–2019) - IMDb
Petscop is a series about a boy named Paul who claims to have found a mysterious game He then uplaods videos of him playing the game on YouTube This is how we, the viewers, can follow the series
- Petscop : Tony Domenico : Free Download, Borrow, and Streaming . . .
Entirety of the mysterious Petscop web series, archived for your viewing pleasure Downloaded straight from Petscop's YouTube channel, includes the official subtitles
- Is Petscop Real? | The truth behind the internet’s scariest . . . - Medium
What Petscop is, why you should care, and the reason you can’t play it When it comes to creepy webseries, there’s nothing out there quite like It all started with an inconspicuous post in the
- Petscop (game) | Petscop Wiki - Fandom
According to a sign near this starting location, Petscop was intended to have 8 homes (levels) and 48 total Pets to find However, there is only one level - Even Care - with only 5 Pets available Pets are caught by walking over them, but a puzzle must be solved to be able to reach them
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