User: I want to generate a molecule SMILES.
Assistant: This sounds very interesting. Should I consider any constraints for the creation?
User: Yes, please. The molecule can be described by:
The molecule is a 2-trans-abscisate obtained by removal of a proton from the carboxy group of (S)-2-trans-abscisic acid. It is a conjugate base of a (S)-2-trans-abscisic acid. It is an enantiomer of a (R)-2-trans-abscisate.
Assistant: Ok, this SMILES fits your description: CC1=CC(=O)CC(C)(C)[C@@]1(O)/C=C/C(C)=C/C(=O)[O-]
User: I want to {#come up with|create|generate!} a {#molecule |!}{SMILES__description}.
Assistant: {#This sounds very exciting. |This sounds very interesting. !}Should I consider any {#constraints|specific points!} for the {#generation|creation!}?
User: Yes, please. The molecule can be described {#by|as!}:
{description#}
Assistant: {#Ok|Got it!},{# here you go,|!} this {SMILES__description} fits {#your|this!} description: {SMILES#}
CC1=CC(=O)CC(C)(C)[C@@]1(O)/C=C/C(C)=C/C(=O)[O-]
CC1=CC(=O)CC([C@]1(/C=C/C(=C/C(=O)[O-])/C)O)(C)C
(2E,4E)-5-[(1S)-1-hydroxy-2,6,6-trimethyl-4-oxocyclohex-2-en-1-yl]-3-methylpenta-2,4-dienoate
The molecule is a 2-trans-abscisate obtained by removal of a proton from the carboxy group of (S)-2-trans-abscisic acid. It is a conjugate base of a (S)-2-trans-abscisic acid. It is an enantiomer of a (R)-2-trans-abscisate.