colaums.base.eth pfp
colaums.base.eth
@colaums
πŸš€ @polynomialfi is now live on the Optimism Superchain! Access innovative DeFi with liquidity pools on stablecoins offering up to 365% APR πŸ“ˆ. Built for speed, scalability, and high rewardsβ€”it's DeFi reimagined on Optimism's next-gen network! #DeFi #Optimism #Yield
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ’₯ Don't miss the Layer3 campaign for @PolynomialFi! πŸš€ Complete quests to earn OP rewards and explore top DeFi options on the Optimism Superchain πŸ‘‰ https://app.layer3.xyz/quests/supercharge-op-polynomial?ref=colaums.eth
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colaums.base.eth pfp
colaums.base.eth
@colaums
Referral code for trading on Polynomial: πŸ“ˆ1999 πŸ‘‰ https://polynomial.fi/en/mainnet/referrals/1999
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸš€ Boost your earnings with new Polynomial referral codes! πŸ”Ή SV4KZV πŸ‘‰ https://polynomial.fi/r/SV4KZV πŸ”Ή J4H9DW πŸ‘‰ https://polynomial.fi/r/J4H9DW πŸ”Ή HXMS7B πŸ‘‰ https://polynomial.fi/r/HXMS7B Use them and enjoy the perks! πŸ’° #Crypto #Referral
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸš€ Join Polynomial with New Referral Codes! πŸ’Œ I1K9DT ➑️ https://polynomial.fi/r/I1K9DT πŸ’Œ ZLWDWQ ➑️ https://polynomial.fi/r/ZLWDWQ πŸ’Œ 0YY70A ➑️ https://polynomial.fi/r/0YY70A
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ”Ή 2330WW πŸ‘‰ https://polynomial.fi/r/2330WW πŸ”Ή FF3T3D πŸ‘‰ https://polynomial.fi/r/FF3T3D πŸ”Ή 43PKAJ πŸ‘‰ https://polynomial.fi/r/43PKAJ
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ’Œ ISMZT7 ➑️ https://polynomial.fi/r/ISMZT7 πŸ’Œ 73AJAM ➑️ https://polynomial.fi/r/73AJAM πŸ’Œ VLEVX2 ➑️ https://polynomial.fi/r/VLEVX2
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colaums.base.eth pfp
colaums.base.eth
@colaums
Referral code for staking on Polynomial: πŸ”Ή KFD93Y πŸ‘‰ https://polynomial.fi/r/KFD93Y πŸ”Ή ECVMDN πŸ‘‰ https://polynomial.fi/r/ECVMDN πŸ”Ή 28MGCT πŸ‘‰ https://polynomial.fi/r/28MGCT
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ’Œ 3BUD4G ➑️ https://polynomial.fi/r/3BUD4G πŸ’Œ D0BPGT ➑️ https://polynomial.fi/r/D0BPGT πŸ’Œ 2SISLJ ➑️ https://polynomial.fi/r/2SISLJ
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ”Ή PS09OT πŸ‘‰ https://polynomial.fi/r/PS09OT πŸ”Ή PYEHVU πŸ‘‰ https://polynomial.fi/r/PYEHVU πŸ”Ή 6F2W47 πŸ‘‰ https://polynomial.fi/r/6F2W47
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ’Œ ESGKB3 ➑️ https://polynomial.fi/r/ESGKB3 πŸ’Œ LES0LB ➑️ https://polynomial.fi/r/LES0LB πŸ’Œ 7Z4JNO ➑️ https://polynomial.fi/r/7Z4JNO
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ”Ή RNH5OA πŸ‘‰ https://polynomial.fi/r/RNH5OA πŸ”Ή 6K041A πŸ‘‰ https://polynomial.fi/r/6K041A πŸ”Ή F2F3S6 πŸ‘‰ https://polynomial.fi/r/F2F3S6
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ’Œ Z11HG6 ➑️ https://polynomial.fi/r/Z11HG6 πŸ’Œ HNB4D3 ➑️ https://polynomial.fi/r/HNB4D3 πŸ’Œ 3J600M ➑️ https://polynomial.fi/r/3J600M
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ”Ή 3TD94O πŸ‘‰ https://polynomial.fi/r/3TD94O πŸ”Ή S8OWVY πŸ‘‰ https://polynomial.fi/r/S8OWVY πŸ”Ή W9QM9W πŸ‘‰ https://polynomial.fi/r/W9QM9W
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ’Œ 44QMEU ➑️ https://polynomial.fi/r/44QMEU πŸ’Œ BTRXTR ➑️ https://polynomial.fi/r/BTRXTR πŸ’Œ SE77H1 ➑️ https://polynomial.fi/r/SE77H1
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ”Ή S4DH0A πŸ‘‰ https://polynomial.fi/r/S4DH0A πŸ”Ή SW9W2D πŸ‘‰ https://polynomial.fi/r/SW9W2D πŸ”Ή T7BJBC πŸ‘‰ https://polynomial.fi/r/T7BJBC
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ’Œ 5IAH3N ➑️ https://polynomial.fi/r/5IAH3N πŸ’Œ O7PJTX ➑️ https://polynomial.fi/r/O7PJTX πŸ’Œ MFLE0U ➑️ https://polynomial.fi/r/MFLE0U
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ”Ή 9H80QB πŸ‘‰ https://polynomial.fi/r/9H80QB πŸ”Ή GF8FT3 πŸ‘‰ https://polynomial.fi/r/GF8FT3 πŸ”Ή UU0YI6 πŸ‘‰ https://polynomial.fi/r/UU0YI6
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ’Œ KA75B0 ➑️ https://polynomial.fi/r/KA75B0 πŸ’Œ 9SCEWQ ➑️ https://polynomial.fi/r/9SCEWQ πŸ’Œ 48AA4E ➑️ https://polynomial.fi/r/48AA4E
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colaums.base.eth pfp
colaums.base.eth
@colaums
πŸ”Ή KW968Z πŸ‘‰ https://polynomial.fi/r/KW968Z πŸ”Ή 2MV40N πŸ‘‰ https://polynomial.fi/r/2MV40N πŸ”Ή 8LC692 πŸ‘‰ https://polynomial.fi/r/8LC692
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