9 movies
i need a 9 movie series with lots of books based off the samurai armor i presented to you which isnt' samurai armor and the helmets.
or else it doesnt make sense or some shit
then we have to hype it up like star wars and make everyone wait 10 years before the new release.
and ima need the kits for the population
![Image result for box camera dual 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)
![Image result for box camera dual lens](https://i1.wp.com/www.mikeeckman.com/wp-content/uploads/2017/10/IsingPuckyI.jpg)
ears
![Image result for old cameras](data:image/jpeg;base64,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)
Automaton but the spring series system i gave to you that operates on motion sensitivity.
![Image result for hugo autamaton](data:image/jpeg;base64,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)
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samurai](data:image/jpeg;base64,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![Image result for Stikfas 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)
it starts with a bunch of drawings. and a book with scribbles.
https://kinnyrose17.blogspot.com/2020/03/image-result-for-lost-in-space-ship1998.html
or else it doesnt make sense or some shit
then we have to hype it up like star wars and make everyone wait 10 years before the new release.
and ima need the kits for the population
![Image result for box camera dual lens](https://i1.wp.com/www.mikeeckman.com/wp-content/uploads/2017/10/IsingPuckyI.jpg)
ears
Automaton but the spring series system i gave to you that operates on motion sensitivity.
it starts with a bunch of drawings. and a book with scribbles.
https://kinnyrose17.blogspot.com/2020/03/image-result-for-lost-in-space-ship1998.html
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