It will progress every of the symbols’ progress bars to the next degree. Before diving into specific suggestions, it is necessary to know the four key elements that influence which reel measurement will work greatest in your fishing setup. These principles will information your decision-making course of regardless of model or fishing state of affairs. 1 Reel Reef " 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"/> The dimension of your reel determines how nicely it sits on your rod, how a lot line it'll hold, and how much power it will give you to herald what you hook. Choose too small, and you may be off line when a fish makes a run; too large, and you'll be combating arm exhaustion as nicely as the fish. Your rod style and fishing style clearly determine some reel sizes. We know 69% of video is watched without sound, so including on-screen textual content and subtitles to your videos is a no-brainer in relation to reaching more users. Each week, our group of social media specialists updates the weblog with the top Instagram Reels trends — Business profile-friendly audio included. Reel dimension usually has a relationship with drag capacity - larger reels tend to have stronger drag systems with higher most strain scores. This is why bigger fish typically require larger reels, even when line capacity is not the deciding issue. While spincasting and baitcasting reels are the commonest, there are spincast, conventional/trolling, and fly reels each having their own sets of sizes. Make the most of your Instagram link in bio free of charge with Linkin.bio by Later — create an account today. Another smart way for manufacturers to connect with a niche audience? On the management panel of the slot, you can select the scale of the guess, as nicely as flip off or activate the soundtrack. Interestingly, the profitable format within the 1 Reel Reef online slot follows a progressive wins strategy based on the number of occasions you'll find a way to land the identical symbol on the reel. Check out our exciting review of 1 Reel Reef slot by Spinomenal! Add A Caption And Hashtags With each filling stage, a certain wager multiplier is activated. If you're taking money from it, the progress of the counters reset. Dive into the depths of this underwater-themed slot for an immersive and strategic gaming journey. Tip #3: Get Inspired On Tiktok “1 Reel Reef” by Spinomenal presents a refreshing take on slot gaming with its single-reel structure, setting it other than conventional multi-reel slots. There are not any traditional strains within the recreation, however there are three pay symbols. It steadily fills up when the corresponding image appears on the reel on account of the spin. Use your Reels information as a starting point to gather insights and experiment with your personal account to find what works best. However, try not to get too caught up in the numbers — creating quality content that drives real value in your audience should always trump quantity. Head to your required Reel and faucet the three dots within the top-right nook. Boosting a Reel on Instagram is a great way to convey more eyes (and engagement!) your way — especially for creators and businesses. Select an individual clip (highlighted in yellow) and choose "Speed", "Split", "Replace" or "Discard." If you choose "Made for you", you'll have the ability to create Reels out of your archive. Free Spinomenal Slots The best method to drive site visitors from Reels is by including a transparent call-to-action (CTA) that encourages individuals to head to your link in bio. If so, click on the music to see how many different brands or creators have used the audio, and reserve it for later. To see a spike in followers, engagement, and gross sales on the platform, you’ll want some mighty Instagram analytics tools by your facet. If you need to attain new audiences, posting extra Reels — paired with an efficient hashtag and keyword strategy — is always a good idea. To discover the reply, Later analyzed hundreds of Reels, and located that the overall best time to publish Instagram Reels is early in the morning. You’ll get every thing you need delivered straight to your mobile device and you may then add trending audio. The value of this indicator is often overestimated, however ninety one.55% is still too low. Typically, in modern games, the RTP is about 96%, less often - 94%. The decreased RTP might indicate the provider's uncertainty that the game steadiness is ready appropriately. Try out our free-to-play demo of 1 Reel Reef online slot with no download and no registration required. First, the game was developed by Spionomenal, one of the best software program providers in the iGaming business. When you go purchasing for fishing reels, you will discover that they've totally different numbering systems that inform you of the reel's capability and measurement. With these numbers, you also can make decisions with out having to review each specification. Losing an enormous fish because your reel cannot handle the struggle is a painful lesson many anglers learn the hard method. Reel size isn't one thing you want to take lightly—it affects every aspect of your fishing journey. There can additionally be the Collect button, with which the winnings are transferred from the financial institution to your steadiness. In the decrease proper nook, there is the "?" button that opens the paytable. Landing the wild symbol will count as landing all the 3 symbols at once. Website: