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  • Otto Skov posted an update 1 year, 1 month ago

    You can end thereby tapping “Next” or you’ll be able to continue to edit your video by pressing “Edit Video.” But if you’re looking to buffer up your Instagram technique and develop your following, Instagram Reels is a great place to begin. But touchdown the perfect Reels strategy — and understanding tips on how to use all of the completely different options — is not any simple feat.

    1 Reel Reef ” 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    • These suggestions function excellent beginning points, but your specific rod may require changes.
    • On the second, it’ll develop to 2x and so on, up to 12x bet.
    • Before diving into particular suggestions, it’s necessary to understand the 4 key factors that influence which reel dimension will work finest in your fishing setup.
    • As the name suggests, the 1 Reel Reef slot is played on a 1-reel grid with a single payline.

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