bakerytoken12大優點2025!內含bakerytoken絕密資料

除了追蹤匯率、成交量和總市值之外,CoinGecko 也追蹤社羣成長、開放原始碼的發展、重大事件以及區塊鏈上的交易指標。 在 BakerySwap 提供流動性的用戶,可以賺取 BAKE bakerytoken2025 代幣;BAKE 持有者則可使用其代幣參與治理投票,並且獲取交易費分紅。 BAKE 獎勵分成多種流動池,一開始時有比特幣、以太幣、DOT、LINK、BUSD、BAKE bakerytoken 與 BNB。 接著流動性提供者會獲得流動性池代幣,代表其在每個池中的股份。 透過這些代幣,他們可以在移除流動性時,賺取池中的一部分手續費。

接下來,流動性提供提供者可以質押 Bakery LP 代幣,以獲得 BAKE 代幣的流動性挖礦獎勵。 BakeryToken 創立於 2020 年 9 月,是 BakerySwap 生態系的一環。 BakerySwap 是一種基於幣安智慧鏈的自動造市者,提供多種次要代幣如 LINK、DOT 等流動性池。 BakerySwap 有兩種流動性池:具有 BAKE 獎勵的,以及沒有的。 BakeryToken 的價格頁面,就在 Crypto.com 價格指數顯示熱門加密貨幣的價格紀錄、價格行情、市值和即時圖表。 本網站因隱私權政策所述之運作、分析與廣告目的使用 Cookie。

bakerytoken: Bake BakeryToken – Smells Delicious – 637% Gains – newtonswave

我們不保證其與我們的內容存在任何關聯,包括但不限於內容的準確與更新程度。 不論您的目的為何,我們所提供內容之任何部分均不構成財務建議、法律建議或任何形式的建議。 根據我們的內容作出決策前,請務必自行研究、回˙顧、分析並驗證這些資訊。 交易是牽涉高度風險的活動,可能導致重大損失,因此決策前,請向您的財務顧問諮詢。 CoinGecko 提供加密貨幣市場的基礎分析。

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” width=”600px” alt=”bakerytoken”/>

BAKE 代幣是該平臺的原生 BEP-20 治理代幣。 BakeryToken bakerytoken2025 bakerytoken2025 網路使用即時資安監控與智慧系統來確保安全。

bakerytoken: 可在何處購買 BakeryToken (BAKE)?

如果您同意我們使用 Cookie,請繼續使用本網站。 BakerySwar 對所有交換與交易抽取 0.30% 手續費,其中 0.25% 分配給流動性提供者。 想要以自己選定的法幣來檢視 BakeryToken 的目前價格,可以使用本頁右上角的 Crypto.com 換算工具。 每個人的獎勵乘數,會根據其提供給 BAKE 持有者的價值而不同。 BakerySwap 是個去中心化的自動造市者 協定,架構在幣安智慧鏈 之上。

bakerytoken