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"/>
- Keep a watch out for special features that may result in substantial payouts. Braided line's smaller diameter permits about twice the yardage of monofilament for an equal pound-test ranking. This says that the identical physical size reel can be used in wildly different fishing conditions depending upon line choice. Your fishing rod's characteristics kind the foundation for reel selection.
- There are 3 cost symbols within the slot – the Starfish, Clownfish and Seahorse. It is counted as all three symbols on the same time and replenishes all three meters. According to our observations, the Crab appears in the recreation most often. For probably the most dependable expertise, take a look at our listing of secure on-line casinos and choose a platform powered by Spinomenal. Then, create your account, load some money, and hearth up the reels. Pack your scuba diving gear and swim into the ocean floor in the 1 Reel Reef slot machine.
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- All created to meet specialised fishing needs, however you solely hear of them when you explore these specialized strategies. Understanding the nuances of reels becomes important as you deepen your fishing knowledge. Prepare your scuba gear and enterprise into the depths of the ocean ground in the 1 Reel Reef slot sport.
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- #2: Use Developments As Inspiration
- These recommendations serve as glorious starting points, but your particular rod may require changes. On the second one, it'll develop to 2x and so on, as much as 12x guess. Unlike other kinds of Instagram posts (e.g. carousels), Reels has its own tab on the house feed navigation bar, making them more discoverable. Before diving into particular recommendations, it's important to know the four key elements that affect which reel measurement will work finest on your fishing setup. It’s never been simpler to win big in your favorite slot games.
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- With the information outlined in this article, you'll be ready to choose the perfect reel measurement to catch that trophy fish when the moment arises. If any of the 3 pay symbols seem on the grid, the corresponding meter is replenished. With each step of the meter, the win multiplier also will increase. For instance, on the first stage of the Starfish, you'll receive a payout with a 1x bet multiplier. On the second, it's going to develop to 2x and so forth, up to 12x guess.
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