![1-[6-(Trifluoromethyl)pyridin-2-yl]piperidine-4-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-3-4D |
| Purity | 97 % |
| CAS | 582325-39-1 |
| MDL Number | MFCD08235221 |
| Molecular Formula | C12H13F3N2O2 |
| Molecular Weight | 274.243 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-4D
CAS: 582325-39-1
Molecule Weight: 274.243
Formula: C12H13F3N2O2
PN: 4H56-1-6G
CAS: 685827-70-7
Molecule Weight: 206.245
Formula: C11H14N2O2
![4-[6-(Trifluoromethyl)pyridin-2-yl]morpholine](data:image/png;base64,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)
PN: 4H44-3-19
CAS: 914636-87-6
Molecule Weight: 232.206
Formula: C10H11F3N2O
![[6-(Piperidin-1-yl)pyridin-2-yl]methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABwyAAAcMgH75UjdAAACFXpUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfh19iSAgiVKjVpEltP6ydtG+TSQyNROzKCW//fueEsAS6AInufHePnbuzPX84FlvYa1fm1iREUE5Am9Rmudkk5Nf799GUPCzmKQZhoCkT8lFVnzPGDocDTT90oY7W0NQWpPHPjmXeizlIat2GBZwL9vvl+a1mRrkpK2VSjVSZz8ra+GxTVdVf8Z8lWKHcPjesCWeF2zez/Qm4fzg9lhn5l8sj+paIwjrfalhbV6gK9gGn+PBvsNFGO1XpDFYnNEs6xtwX85cnm+4KbSpU/Qx5qrZvldulaCjsVqc7nAyVH08JKQQCqrLF0jl1Aq95sxKgAlAS1BjUBFQIKgI1BRWDEhxf9AsMEBghxljvrfYLvp8+dUJe4bHzf4XOGIsVJCSgYRiNQVApZdSKs7HvwzTx14rR2XqR5+AR5s3xsy6ysRM44WKjFuY0injtlMJLSfmU11AYeDmhMu6OW39rD2ksvYxoxLvjPoflZJd6LuYra7KOCnmWkJUgdaF/6nUZnGtNwLpMO9y+fgIf2gWCPuA7MwzIPuD7eAGWXwHjPuC7PgxM+oDfI8NA2Af8jhoGoj7g998wML1J+g4Q36wQD5dV8D5Rn4Y7yHWz69Nzh7nqd3Pa7jBXLW9O5x3mquvtaR5kJrcl+BJhna3P2msH1ZsriXXuK4a39OIv0/Cx38Da26YAADaWSURBVHhe7d0LvEzl/sfxI9cScq1QTpz2KZUohKKI+h8q1HGJzjm5nRcif1L4e1GqU6HXnwrlFk4knYTKLRSiqHD+Kpfkfs1dNtv9+futzkxrPWv27JlnrZk9l8/79Vqvstcze8aY9XxnrfU8v+d3CgAAA7/TfwAAQCQIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQANLffPjq4Va8+Wm3YcEBv4mBvn51I2uhMHhNPBAgAaOwdt2xdu87WmzhE0tFH0kZn8ph4IkAAQKMHiGwrV+7SmwVF0tFH0kZn8ph4IkAAQKOHh2yPPTZdXbigt/xVJB19JG10Jo+JJwIEADT2jrtOnfHB/58//ye9qSWSjj6SNjqTx8QTAQIAGnvHPXz4V8H/b9Zsqjp79rzePKKOPpI2OpPHxBMBAgAae8d99GiWqldvQvDP06Z9rzePqKOPpI3O5DHxRIAAgEbvuMeMWRX8c6NG/1QnT54N2z6USNroTB4TTwQIAGj0jvvEiTOqYcNJwZ9JoIRrH4q9jcmWiAgQANCE6rinTFkb/Fndum+rw4ezwrbX6YEQ7ZaICBAA0ITquE+fPqcaN54S/PnQocvDttdF0kZn8ph4IkAAQJNdxz1jxvrgz2vVGqt27/4lbHu7SNroTB4TTwQIAGiy67jPn7+gmjd/L7ivf/9FYdvbRdJGZ/KYeCJAAEATruOWyYSBfVJocePGg2HbB0TSRmd/zLZtR9SkSf9WXbp8oh588F3rDOieeyao9u1nqXff/c66xBZvBAgAaMJ19lLOpE2b6cH93brNDts+IJI2Ovtjctpat/6XOnLktxv78UCAAIAmp85+2bLtrg48XHsRSRud/TFy6WzYsK/UihU71c6dx6wzjp9/zlTvv/+DdSYibZ599nP9V8QUAQIgrch9jLlzN6lx41apY8dO6bstkXT2HTrMcoVHuPaRtNFF+pjFi7daberXn6jviikCBEDaWLNmr2rb9rfLT6+88oXexBJJxy2/Sw+PcO0jaaOL9DEy0VHaSOHHeCJAAKS8vXuPq379Fro6e31GeUCkHXf37nNcvzM7kbTRRfqYb7/dbbXp1OkjfVdMESAAUlZW1lk1evS3jpLssjVoMMm6dyCXs0KJtOOWEVgyEiuS9pG00UXyGDn7aNHifavNl1/u1HfHFAECICXNm7fJMXNctpo1x6rBg5dle+8j2UhAylmH/N1efjn05bhYIkAApJR16w5YcyPswSGbzJ/YvPmw3jxpSZn5xx+fYf3devacp86dc69TEmsECICUcOjQSTVo0GJVo8YYR3DIIlBLlmzTmye1XbuOBWfESzDmxiRCQYAASGpnzpy3ZmjbF32STf4sP5f9qWTt2p+DpeXlJv6pU861SeKJAAGQtOTMQs4w7MEhZyByJiJnJKlm0aItwQEBMqos1PK68USAAEg6ci9DLt3Yg0M2ufch90BSkaxHErg8J6XksxtBFk8ECICkIaOnZBSVjKayB4eMtpJRV6lMD8vstnjWwyJAACQ8GWEk8zZk/oa9s5TLOTLPQ4azpjo9KLLbCBAA+I+VK3epli3/5eoo5R6AzDBH7iFAACQkqTj71FPzXcEhtaykDhVyHwECIKEcP35CDR06S91xx5uO4GjU6J9q5sz1CXHzGL8iQAAkhAsXLqiJEyepjIz6qnz5Fqpy5QFWcMjKe6+9tkJlZp7WH4JcRoAAyHXLly9XNWrUUL/73e9UwYJlVOnS9VTFin9XTz45U23fflRvjgRBgADINTt37lRt27a1gsO+Va/+J7VkyRq9ORIMAQIg7rKystSgQYNU4cKFHcFRvHhx9dprr6mzZ1N/WG4qIEAAxNW0adNUhQoVHMGRL18+1aVLF3Xw4EG9ORIYAQIgLlavXq3q1avnulzVoEED9d133+nNkQQIEAAxtX//ftWxY0eVN29eR3BUrFhRffjhh3pzJBECBEBMnDlzRr366quqWLFijuAoUqSIeumll9Tp0wzLTXYECADfffLJJyojI8MRHHny5FF/+9vf1J49e/TmSFIECADfrF+/Xt1///2u+xy1a9dWK1eu1JsjyREgADw7cuSI6tGjh8qfP78jOMqVK6feeecdvTlSBAECwNi5c+fUW2+9pUqVKuUIjkKFCqkBAwaozMxM/SFIIQQIACOzZ89WVapUcV2uatGihdq6daveHCmIAAEQtVD3OapWraoWL16sN0UKI0AARO2yyy4LBkfJkiXVmDFj1Pnz5/VmSHEECICo2UuRbNiwQd+NNEGAAIha5cqVgwHCvI70RYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiBoBAkGAAIgaAQJBgACIGgECQYAAiNp1111HgIAAARC5zMxMNWDAgGB4yPbAAw+obdu26U2RBggQABGZPHmyKl++vCM8Atull16qBg4cqE6cOKE/DCmMAAEQ1tdff63q1KnjCo2SJUuqvHnzOn4mASNBg/RAgAAIae/everxxx9Xl1xyiSMkMjIy1Mcff2y1Wbdunbrvvvtc4SKB880332i/EamGAAHgcPr0afXyyy+rIkWKOEKhWLFiaujQoerMmTP6Q6xAuf766x3tJXgkgCSIkJoIEABBM2bMUJUqVXIFQceOHdXPP/+sN3eQYJGAkaCxP16CSAJJggmphQABoL777jt17733ui5F1a1bV61evVpvHpYETYcOHVyXviSYJKCQOggQII0dPHhQde3aVeXLl8/R2VeoUEG99957evOorFq1ygogPZQkqL7//nu9OZIQAQKkobNnz6rXX39dlShRwtG5X3bZZWrQoEHq5MmT+kOMTZ06VV177bWO55HAeuKJJ9ShQ4f05kgiBAiQZj799FNHKZLA1rZtW7Vz5069uS8kkJ577jkroOzPKQH2xhtvWIGG5EOAAGli06ZN6sEHH3QFR/Xq1dXy5cv15jGxY8cO1aZNG9drkEBbsGCB3hwJjgABUtyxY8fUM888owoUKODotK+66ir19ttvqwsXLugPiblly5ZZwaUHyUMPPWQFHZIDAQKkqPPnz6vx48erK6+80tFJS5D06dNH/fLLL/pD4kqCSwJMgkx/fRJ4EnxIbAQIkIJWrPg/Vbu2e1hu06ZN1U8//aQ3z1USFBJo+hmSBJ8EjAQhEhMBAqSQffuOq969p6ny5R9RRYvepPLk+XUuxk033aQWLlyoN08oculKLmHpoXf77bdbl7yQeAgQIAWcOnVWjR79rbrzzvGqWrXXVaVKXVWZMg1U2bKV1YgRI5JqlJPcTA81SkxuvstNeCQOAgRIcvPmbVJNmky5+E19dHCrUuVFNWDABHX48FG9eVKQwJPhvaHmqchwYD/nqcAcAQIkqXXrDqgOHWY5gkO2Ll0+UZs3H9abJyWZaCgTDvWZ8jIxUSYoIncRIECSOXTopBo0aLGqUWOMIziaNZuqFi/eqjdPCVL6JLtaXVIyBbmDAAGSxJkz59WkSf9W9epNcASH/HnixDXW/lQ3c+bMkNWCpXhjTtWC4T8CBEgCS5ZsU82bv+cIDjkDkTMROSNJJ1IW/pVXXgm5XsmQIUMoGx9HBAiQwLZsOaK6dp3tus/Rvv0s9cMP+/XmaUUWqmrXrp2rbLwsbBVYMRGxRYAACejYsVMXv00vVzVrjnUER+PGU9TcuZT6sJOlc0Ot2S5L7cqSu4gdAgRIIOfPX1Dvv/+DatBgkiM46tQZb83zyMqKz3wOGf305ZdfqjFjxqjevXtbRRjvueceVbVqVfX73/8+WJ5d/it/lp/Lfmn31FNPXXyto60CjQcOHNB/dcxMnjxZXXPNNY4QyZ8/v3ryySfV4cOpMSot0RAgQIL4+uvdqmXLf7kuV/Xrt1Dt3Xtcb+4ruRwkHbBcEtLX7vC6lStXTv31r39VEydOjPlEwBMnTqiBAweqSy+91PEaSpYsqUaNGqXOnTunPwQeECBALtu169jFb+3zXcHRtu10tXr1Xr25b6Qzf/HFF9XNN9/s6vRjuck9iv79+6uNGzfqL8k327ZtU61atXI99y233KIWLVqkN4chAgSIkL1zr159tNqwIfzlGXv7UE6cOKNGjFipatce52jbqNE/1cyZ663LWX7LysqyzjQaNmzouvls36SQodxD6N69uzUjfP78+Rf/vhvU1q1bXZel5M/ycwkEWaxKSqfI4+6//3519dVXu363fatVq5Z688031ZEjRxy/0y9Lly5V1apVcz1v8+bN1ebNm/XmiBIBAkRIP0OQ0VHhhAsQKXr4pz9NdrSpVWusGj78K5WZ6f8wVCn9MWzYMFfp9MBWvHhx9ec//9nqzH/88Uf94Z5s2bJFjR07Vj366KOu0vKBrWjRoqpv375q/37/R5ZJNV95/jJlyjies2DBgqpfv37q+PHYXh5MZQQIECE9QGRbuXKX3iwoXIB8/PFGx/7//u+5avt2/+tWyT2BV199NWTHLfcJpEChnF3Es2T6F198oTp16mTN29Bfk9S66tmzp9qzZ4/+MM+OHj1q3eDXy8bLWZLcn8mNhbWSHQECREgPD9kee2y6yq7fCRcgMky3c+ePVbt2M9VXX8VmHfJZs2aFvCEulW5llJR0qLlJLqdJPat69eq5XuPll1+uBg8erM6cOaM/zDO51NakSRPXc9asWdMaeYbIESBAhOyBIMNqA/8/f37oBZrCBUgs7dq1Sz388MOuDlJuIL///vsJ+U17yZIlqlGjRq7XLOuYyH2MWJg3b5664YYbHM+XJ0+ei18KHrPeQ+SMAAEiZA8EuVcR+H8pYnj2rPsSUG4EiCxhK/cT7J1ixYoV1QcffJCQwaFbuXKlNZ9ED5KOHTuqzMxMvblnUjZ++PDh1j0g+/MVLlxYvfDCC9ZZErJHgAARsgfC0aNZjqKG06Z9rzePa4DITfL27ds7OkGZRCc3iZNx7Yx33nnHdd9GLr1JVd5YOHjwoOrcubPKmzev4zllkqSctSE0AgSIkB4IY8asCv5Zht6ePOmcJa63jxVZ41xmgts7vtq1a6vvvvtOb5pUZGhv165drctK9jODCRMm6E19s3btWlW/fn3Heynb3XffrdasWaM3T3sECBAhPRBkHkfDhr+VHJFACdc+FmRE0xVXXBHs6KSzffrpp5NqCduczJ49W5UqVcrRocsiU7EcOTZ9+nR13XXXOZ5Tzk5atmxpTVLErwgQIEKhAmHKlLXBn9Wt+7Y6fPi3a+ah2vtp7ty51rDXQAcnw2JnzJihN0sJO3fuVHfeeaejQ2/RokVMS7efOnVK/eMf/7BGhOlBIq8HBAgQsVCBcPr0OatCbuDnQ4cuD9veL9OmTXPMZ8jIyFCbNqV2lV45q5LCiPbOvEGDBuqXX37Rm/pq9+7dVi0v+/OynO6vCBAgQtkFwowZ64M/l9nku3f/2qFl196rKVOmOG723nrrrWrfvn16s5Qli0nZ74vUqFEj5iEi7rrrruBzLlu2TN+dlggQIELZBYLUrLKvFti//6/F+rJr78Vnn33mOPOQdTBiVUcqkcmN9Hz58gXfB1kvXS45xdIDDzxAgGgIECBC4QJBJhMG9kmhxY0bD4Ztb0JGVdlvmNetW9cqVZKu5H6PPUTkBncsb6wTIG4ECBChcIEgc/TatJke3N+tm3MZWq9kZrR9saQbb7yRRZLUr2ci9stZMjorVggQNwIEiFBOgbBs2XZHm5zaR0q+Vcs8hEDnJcX/GEr6G7knEnhvZIvVPBECxI0AASIUSSB06DDLFR7h2kfi+eefD3ZcMmx39erVepO016NHD8d7FIsZ6wSIGwECRCiSQFizZq8rPMK1z4l0VPbr/FJFF24yxNc+T0TKnvhdO4sAcSNAgAhFGgjdu8/xJUBkoaMKFSoEO61HHnlEbwIbmdxnn7HeoUMHvYknBIgbAQJEKNJAkBFYMhIr0vbZ6dOnT7DDknU9uGmeMyl7EliqV26uS5l4vxAgbgQIkIBkWVn7fA9ZNRCRkQKMgfft5ptv9m1RKgLEjQABElDjxo2DnVWzZs303QhDJlbaS8EPGTJEb2KEAHEjQIAEM2fOnGBHVahQIbVlyxa9CXIg64kE3kMphij1rLwiQNwIECDB2EcTDRw4UN+NCNlXNuzZs6e+O2oEiBsBAiQQWd8j0ElJ2ZJjx47pTRChFStWBN9LWYhq//79epOoECBuBAiQQJo0aRLspGQ5WnjTqFGj4PvZt29ffXdUCBA3AgRIEFIsMVDXSe59pFOJ9liRYbyBTr9o0aKeKhcTIG4ECODR//3fPvXCC0us/3rRq1evYAfVuXNnfTcM1atXL/i+jho1St8dMQLEjQABPGrS5NcVCWVlQlNSMLFs2bLBDmrVKuf66jAnqwcG3tdatWrpuyNGgLgRIIBHdeqMtwKkdu1x+q6ILVy4MNg53XDDDfpueJCVlWWtFy/vrVwi3Lhxo94kIgSIGwECeORHgLRr1y7YOb3wwgv6bnjUqVOn4Pvbv39/fXdECBA3AgTwyGuAyOWrEiVKBL8hb968WW8Cj+zDozMyMvTdESFA3AgQwCOvASLrewQ6JqndBP9duHDBUd5kx44depMcESBuBAjgkdcAGTZsWLBj6tatm74bPmndunXwfZ44caK+O0cEiBsBAnjkNUCaNm0a7Jg++OADfTd8Mnbs2OD7/Je//EXfnSMCxI0AATzyEiByaaV48eJWpyT3P7yW20D25N5SIADKlSun784RAeJGgAAeeQmQ7du3BzulP/7xj/pu+Kx8+fLB9/vAgQP67rAIEDcCBPDIS4AsWLAg2Ck99NBD+m74zF4bS0ZmRYMAcSNAAI+8BMjIkSODnVLv3r313fBZ9+7dg++33BOJBgHiRoAAHnkJkB49egQ7pTFjxui74bMRI0YYBzYB4kaAAB55CRB7p/T555/ru+Eze8kYGf0WDQLEjQABPPISIPbVB9etW6fvhs+kZH7g/a5bt66+OywCxI0AATzyEiBVqlQJdkoms6MRnW3btgXf76pVq+q7wyJA3AgQwCMvAVKxYsVgp+RlsSNE5tChQ8H3u1KlSvrusAgQNwIE8MhLgJQuXTrYKZ09e1bfDZ/Jexx4v8uUKaPvDosAcSNAAI+8BMjll19udUgFChTQdyFG8ufPb73n8t5HgwBxI0AAj7wECGcg8cUZiL8IEMAjLwHCPZD44h6IvwgQwCMvAcIorPhiFJa/CBDAIy8BwjyQ+GIeiL8IEMAjLwHCTPT4Yia6vwgQwCMvAUItrPiiFpa/CBDAIy8BQjXe+KIar78IEMCjKlX6qoyMp9Qtt/TRd+WI9UDii/VA/EWAAB5de+1/qTJl6qtrrrlf35UjViSML1Yk9BcBAnhUrNjVqkCB4qpo0av0XTliTfT4YU10/xEggEeXXnqp1akUKlRI3xURGQ0U6Jg++OADfTd8Ivc8Au/zX/7yF313jggQNwIE8MhrgAwbNizYMXXr1k3fDZ+0bt06+D5PnDhR350jAsSNAAE88hogq1evDnZMN998s74bPpBLhVdeeWXwfTaZ9U+AuBEggEdeA+T8+fOqRIkS1u+Q+yByrR7+khFXgc4/IyND3x0RAsSNAAE88hogol27dsHO6YUXXtB3w6NOnToF39/+/fvruyNCgLgRIIBHfgSIvcTGDTfcoO+GB1lZWapYsWLBM7yNGzfqTSJCgLgRIIBHfgSIXMYqW7ZssINatWqV3gSGpk6dGnxfa9Wqpe+OGAHiRoAAHvkRIKJXr17BDqpz5876bhiqV69e8H0dNWqUvjtiBIgbAQJ45FeASKlxucQS+F379u3TmyBKS5YsCXb6RYsW9bRoFwHiRoAAHvkVIKJJkybBTqpfv376bkTJXvuqb9+++u6oECBuBAjgkZ8BYh9uesUVV6hjx47pTRChFStWBN/LwoULey4TQ4C4ESCAR34GiLCvUjhw4EB9NyJ0zz33BN/Hnj176rujRoC4ESCAR34HyJw5c4IdlfzOLVu26E2Qg3feeSf4Hl5++eVq9+7depOoESBuBAjgkd8BIho3bhzsrJo1a6bvRhhyo9xetmTIkCF6EyMEiBsBAngUiwD58ccfVYECBYId1vz58/UmyEbXrl2D75vUFjtz5ozexAgB4kaAAB7FIkBEnz59gh3Wtddeqw4fPqw3gWb27Nnqkksusd4zGRItw3j9QoC4ESCAR7EKkOPHj6sKFSoEO61HHnlEbwKbnTt3qlKlSgXfrw4dOuhNPCFA3AgQwKNYBYiQjipfvnzBjmv06NF6E1x09uxZx+i1ypUrq8zMTL2ZJwSIGwECeBTLABHPP/98sOO67LLLrPVD4NSjRw/He/T999/rTTwjQNwIEMCjWAeIFFq8++67g53X1VdfrbZt26Y3S1uvvPJK8L2RbcKECXoTXxAgbgQI4FGsA0Ts2rVLXXPNNcEO7MYbb+Sm+kUSFoH6YbI98cQTehPfECBuBAjgUTwCREixRSlvEujE6tatq06cOKE3SxszZsxw3B9q2bKldbYWKwSIGwECeBSvABGfffaZY35InTp1PFWYTVZy5mEPj3vvvVedOnVKb+YrAsSNAIkRGRXy+OOPq1tvvVUtX75c340Ukj9/fqtTkf/Gw5QpU1TevHmDnZl8xtKp9Lvc87BftqpRo4b65Zdf9Ga+q1+/PgGiIUBiQGYNV6pUKfhhk4lNsljQ0aNH9aZIYrI0qr38umzyZ9MlU6Mxbdo0x5lIRkaG2rRpk94spciXsieffNLxfjdo0CDm4SHHrRy/gQmKssn7DwLEV1J+wn6aq2+lS5dWY8aMiel1WsSedChPPfWUowO3b/Jz2R/rLwxz5861hqwGnlfW/Zb7AqlIJgna53nI1qJFC3X69Gm9qW/kOJXjVY5b+/PK2c9PP/2kN09LBIgPZM2G3r17uzqUMmXKqOrVq7s6mKpVq6rFixfrvwYJTjqUsWPHujoU+XeXmksFCxZ0/FzaSftYfmGQ9UPsN9alc3v66aetb+upQsqT2GeYyyajrWL5vkoJFDlO9WNXSsTLOiP4FQHigXyAx40bZwWF/UMmHYmsJhc4tZYbn1WqVHF9GOUb1NatW52/FAlJOpRq1aq5/g2bN2+uNm/ebLWR/z788MOuNvI4P2sy6eTbsN7Z1a5d2xq1lcxkcIAURrTf75CFoWI1z0PI/BoZzaX/G8rxK8cxnAgQQ0uXLlW33Xab64MmpbcDHYrduXPn1Jtvvun6JiUjdwYMGOB72QX4QzqUVq1auf6db7nlFrVo0SK9uUU6GtmvP0Y6plhNADx58qRq37694/nkpr58kZF9yUbW87CXZJdNypPEYoa5kONPjkM5Hu3PKcerHLdy/MKNAInS9u3bQ3Yocgkjuw7FTr5VSdmFwMidwFa+fHnroEFikPkVshpgYIhuYCtZsqQaNWpUjh2K7Jd20t7+ePl98ntjNX9j/PjxqmjRoo7nrFixovrggw/UhQsX9OYJZ+XKlY6VBANbx44dY/YlS447Of7szyfHpxynTNYMjwCJkBzwzz77bMgOZeTIkTl2KLr169er+++/33WgyKWHr7/+Wm+OOJo8eXLIDkVGAEXboUh7eVyoLwzyPLEgs9ZDXUqTs6L3338/IYNELvE1atTI9Zpvuukm62w/FuQ4k+NNf045LuX4RM4IkAjIuHt7GQnZZBJT9+7do+5QdJ988ok1BNP+u+War8wh2bNnj94cMfTNN99YE/P0DuW+++5T69at05tHRR4vv0f/3fJ8sfrCMGvWLGsdEf055VKQVPWN9SixnGRlZampU6eqevXquV6jLEM7ePBg3xaDspPjSo4v+70V2eQ4lOMRkSNAwpAORR86KJt8U/LaodjJQfLqq69awzDtz1OkSBH10ksvxXSoIpTau3ev1aHYx/nLdv3116uPP/5Yb+6J/D75vfbnkeeV55fX4Tc5c5bPln4/QTY5m27Tpo01bymWI5p0MnKsU6dOrs+7bDIsuWfPnjH58iTHkRxPclzZn1Neh7xHsQirVEeAhCCzetu1axeyQ/noo4/05r7Zv3+/da3XPstYNrmG/eGHH+rN4ZF0KC+//HLIDmXo0KEx61Dk98rv1ztQeR3yemLxhUFupA8bNkxdddVVjucMbMWLF1d//vOfrRvGMp/JT1u2bLGGMz/66KMhg0w2uW/Tt29f6xiIBZkfY5/cK5scZ3K8xeo50wEBYiMHrpRJ0G9Cyp+HDBkSkwM7FFnvIdRpvcy6TfahmYkiVIciXxhkFbuff/5Zbx4T8jzyfPoXFXldsZoQKJeN5N5Lw4YNXc9r36Sjl0tucpn2jTfesM5SNmzYYA07P3DggON3yp/l5zID/9NPP1UjRoywHif3EqT0vP677VutWrWs0IpVPS85XuS40Z9Xji/WVfGOAPmPmTNnqj/84Q+OD5kcYDI0MrfqDL333nuOJU1lk3svMjb+4MGDenNEQIaBSuE9vUORyrarVq3Sm8eFPK88v/6a5HXGatiq2LFjh3rxxRetEYT6c8dykzP5/v37x7TkixwfcpzYCy7KJseTHFfwR9oHyA8//GB9G9M/5HfddZf69ttv9eZxJ98YBw0aZE2gsr8+ueQwatR4dfZsdKO/0tWhQ4es2ct6hyI3meVGbiKQjk2/6R34wiCvP5bk/oucmcilW/01eN3KlSun/vrXv6qJEydaoRVLMgP/9ddfVyVKlHC8Brm3IsdRMs6JSWRpGyByQHbr1i1kh/Luu+/qzXOd1AJq27Zt8HXmzXvZxRC57eLp+dPqyy/dExfxq3PnpPzIv9RVV1V0dSjPPfdcwnUo8nqko7PXuJJNOkS5lBSvEiVyfHz55ZdWLSgp0/Pggw9a8zNkxvvvf//7YMjIf+XP8nPZL+2kDpiM8pIq1PrlrliSy2ey0Jb9fZNNjhs5fuC/tAsQOQDlGm2obyiJ2KHo5KCU8tWFC193sVP8k8rI6Kluv3206tlzntq+PXeHZSaalSt3qSZNhl38BtxMFSlyQ/DfWkYexfqbsFfy+uR16p2hDMFdsGCB3jytSRViCS79vZI6dCylEFtpFSALFy60JibpHzQZHZLoHYqdTAR7991PLgZJD3XLLa9YASJbrVpj1WuvrVCZmfG52Z+oduw4ZgWqvCdVqw5XlSp1VqVL36Pq1Lkv6dZxkNcbqiDnQw89lPLl23MiRUylcKRexFRGmr399tsJOWEy1aRFgEixuaZNm7oOwttvv90ak56sMjNPqTfeWKlq1x4XDBHZGjX6p5o1a4M6fz69DiAJTglQCVL7+1G37lA1bdrncZ3r4CfpCKVD1IfgSsf5zDPPWB1pOpF/RynZog8JlvejT58+MV8fBL9J6QCRD5J8oPRvKPLBkw9gsnYoup07j6leveY7Ok3Z2radrtas8X9yWqKRoJTAlOC0//1T7YwsXT7P4cgXPvnip38ZlC+IrNERfykZIOn6jU2u+bdo8b4rSPr1W6j27j2uN08J//73XvXYY9Ndf2e5hCWXslJRuDPqZLtEFykpYiqXmvW/s1ySlkvTyB0pFyBy0yzUNWO5yZYO14xl1NG0ad+rBg0mOTrUO+8cr0aP/lZlZcVnFE+s7dt3XPXvv8gVHBKgEqTpQG6mp8I9vXBkUIsMbgk1Kk0Gw8RrVBpCS5kA0Ye5BjYZtSLD+9LNsWOn1ODBy1TNms77AU2aTFHz5iVvkJ46ddYKQglE+9+rfv2JVnBKgKYT6UBleG+yjioMR4bT63NSZNi9DL+P9bwYRCbpAyTcuHmZUJTu31A2bz6sunT5xPVNvUOHWWrduviN0ffD/Pk/WQFo/3tIQEpQSmCms2SYKBkpmcArE3n1L4My4Vcm/iJxJHWAUOojckuWbFPNmk11dL41aoy5GL6LL3Y+if0tdf36A6pjx1muEJRglIDEb7Ir1SIdcm6VaomUlAyS0kF6jS4pMSSl6ZF4kjJApAhadrWDKDaYvTNnzqtJk/6t6tWb4OiI5c/yc9mfSCTYnn9+iRV09tfbtOlUtXjxVr05bKS2W24Xi4yUFCmVYqWhiphKcdN4FTFF9JIqQOSDL+WX9W8osaxemoqkY5YzD71jljMUOVPJbYGgu/tuZ9DVrfu2mjhxTcIFXaJKlOrS4cjyCKGKmEpNrtwqYorIJUWA5Mb6CelA7oG0b+++NNS16+xcuzS0dOl21bz5e47XE7jUdvBgbNYRT3VSKDE31rcJR+5lhFrCVhZwk4XckBwSPkBkBTd9yddYruCWjubO3aQaN3bfnB4yZHm2N6ftbatXH602bAh/Q97ePpQtW46oJ56Y7Qqzdu1mXuxsWPDHD/FaYTMcWQJa1grRb/bLktGydDSSS8IGiCxqLwvS6B/2WK4hnc5kfogMj61Txzk89r/+6x115EiW3tzV0ctZSzjhAuTrr3erO+5wDjf+058mqzlzkne4cSKTjlo6bPtxlT9/fvXkk09aHXwsnDt3To0cOVKVLFnS8byyrO6zzz5rLb2L5JNwASIf4B49elgfaPsHrXz58tZ6BYgtmbEuM9ftnbnM9tbpASJbuAl84QJkzJhVwX0SYG+99U3KTHhMVNJhDxw40OrA7ceZdPCjRo2yOny/LFq0KOSiVa1bt7ZmmCN5JUyAyAdWlrYsVaqU40NWqFAhNWDAAJWZmak/BDG0evVeq77WsGFfhSzKqIeHbFJSJLsCqOECRG7q9+mzwBpxtWdPapZcSVTbtm1TrVq1cnXu0uFLx++FlFxp1qyZ63ffdtttaunSpXpzJKGECJDPPvtM3XLLLa4PWsuWLa0POBKPPRDsl71ksl8o4QIEuU869GrVqrmOwebNm6vNm6NbsEyKPvbt21cVLFjQ8bvKlCmjxo0blxZFH9NFrgbIli1b1MMPP+z60MrqZkuWLNGbI4HYA2H48K+C/y9Dgc+edXcQBEjik4597NixVkdvPx4lCPr165djmXQpYjphwgR19dVXOx4vRUxlVcNULWKaznIlQI4fP67+53/+x/UNpXTp0tYSmnxDSXz2QDh6NMsxOVFqUukIkORx9OhRq8PXy8ZLMMi65qEWapLlb2WlTP3L4AMPPKB+/PFHvTlSRFwDRD54kyZNUmXLlnV8yOSGea9evawPLpKDHgj2G+GyLsfJk86b4Hp7JD7p+CUA9FCoWbOmFRgiuyKmsjb5/Pnztd+IVBO3AJk2bZpVGVf/oDVu3Fht3LhRb44EpwfCiRNnVMOGv5WQl0AJ1x7JY968eeqGG35bU162PHnyqFtvvdVVxLR48eLqtddeS/sipukiLgEiZUb04JAP5Ny5c/WmSBKhAmHKlLXBn0nZkcOHf5s/Eqo9kocEwvDhw62A0I9l2WRiYJcuXShimmbiEiByvyPwQZP7HsOGDbPKkyB5hQqE06fPOWa0Dx26PGx7JB8JiM6dO1tnIIFj+p577lFr167VmyINxCVAZAJg4MMmxRCR/LILhBkz1gd/LmuS797968id7NojOcllLbkX8o9//EPfhTQS9wCROjhIftkFgkw6tBdDlGVnw7UHkLwIEBgJFwgymTCwTwotbtx4MGx7AMmJAIGRcIEg0wTatJke3N+tm7PKLoDUQIDASE6BsGzZdkebnNoDSD4ECIxEEggdOrgXqwrXHkByIUBgJJJAWLNmrys8wrUHkFwIEBiJNBC6d59DgAApigCBkUgDQUZgyUisSNsDSB4ECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIPDV7Nk/qr59F6h16w7ouwCkGAIEvpF10WvWHGtNFmzXbqa+G0CKIUDgmwMHTgRnm7do8b6+G0CKIUDgGwIESC8ECHxDgADphQCBbwgQIL0QIPANAQKkFwIEviFAgPRCgMA3BAiQXggQ+IYAAdILAQLfECBAeiFA4BsCBEgvBAh8Q4AA6YUAgW8IECC9ECDwDQECpBcCBL4hQID0QoDANwQIkF4IEPiGAAHSCwEC3xAgQHohQOAbAgRILwQIfEOAAOmFAIFvCBAgvRAg8A0BAqQXAgS+IUCA9EKAwDcECJBeCBD4hgAB0gsBAt8QIEB6IUDgGwIESC8ECHyzf/8xlZHxlLU1bjxE3w0gxRAg8M2+fQdVmTL1re2uux7XdwNIMQQIfLN37z5VoEBxa7v11lr6bgAphgCBb/bs2RP8d65cubK+G0CKIUDgGwIESC8ECHxDgADphQCBbwgQIL0QIPANAQKkFwIEviFAgPRCgMA3BAiQXggQ+IYAAdILAQLfECBAeiFA4BsCBEgvBAh8Q4AA6YUAgW8IECC9ECDwDQECpBcCBL4hQID0QoDANwQIkF4IEPiGAAHSCwEC3xAgQHohQOAbAgRILwQIfEOAAOmFAIFvCBAgvRAg8A0BAqSXuATIpEmTgh3Lo48+qu9Giti2bVvw3/m6667TdwNIMXEJkGeeeSbYseTJk0f9/e9/VwcOHNCbIYlNnz5dVahQIfjvfNlll+lNAKSYuATIsmXLrOAIdC6yXXHFFep///d/1ZkzZ/TmSCJr165V9evXd/zbylarVi29KYAUE5cAERs2bFAtW7Z0Bckf//hHNWfOHL05EtzBgwdV586dVd68eR3/nnIWMmrUKL05gBQUtwAJWLFihbrjjjtc31gbN26sNm7cqDdHgjl79qwaPny4Kl68uOPfr3Dhwur5559XWVlZ+kMApKi4B4i4cOGCdWO9bNmyjk4of/78qlevXuro0aP6Q5AA5s+fr2688UZX+D/22GNq586denMAKS5XAiTg+PHjqn///qpgwYKODql06dJqzJgx6vz58/pDkAt+/PFH9cADD7iCo0aNGurLL7/UmwNIE7kaIAFbtmxRjzzyiKuDqlq1qlq8eLHeHHEiZ4K9e/dWBQoUcPy7XH311WrixInWmSSA9JUQARLw+eefqypVqriCpEWLFmrr1q16c8SInPmNGzdOlSlTxvHvIGeK/fr1U7/88ov+EABpKKECRJw7d0699dZbqlSpUo7Oq1ChQmrAgAEqMzNTfwh8tHTpUnXbbbe5Qrx58+Zq8+bNenMAaSzhAiTgyJEjqkePHtaNdXtHVq5cOfXOO+/ozeHR9u3bVatWrVzBcfPNN6tFixbpzQEgcQMkYP369er+++93dWy1a9dWK1eu1JsjSidOnFADBw5Ul156qeP9LVmypBo5cqR1RggAoSR8gAR88sknKiMjw9HJyaTEv/3tb1YRP0RvypQp6pprrnG8p/ny5bMKXh4+fFhvDgAOSRMgQsqevPrqq6pYsWKOTq9IkSLqpZdeUqdPn9YfghC++eYbdeedd7rO6ho1aqTWrVunNweAkJIqQAL279+vOnbs6CqjUbFiRfXhhx/qzfEfe/fuVe3atVOXXHKJ4327/vrr1UcffaQ3B4CwkjJAAlavXq3q1avn+ibdoEED9d133+nN05acmb3yyiuqaNGijvdJ/jxkyBDO3AAYSeoACZg2bZqjlLhsci2/S5cuVtG/dDZz5kz1hz/8wfHeyBlI+/bt1c8//6w3B4CIpUSACCniN2jQIKuon72zlKJ/r732mlUEMJ18//33qmHDhq6zs7vuukutWrVKbw4AUUuZAAmQon5t27Z1dZxSBPDTTz/Vm6ecQ4cOqSeeeMI6A7P//a+99lo1depUvTkAGEu5AAlYvny5VexPD5IHH3zQKg6YauQMa8SIEapEiRKOv6+sDPjcc8+pkydP6g8BAE9SNkCEFPubMGGCuuqqqxydqhQHfPrpp9WxY8f0hySlBQsWqJtuuskVlrL+/I4dO/TmAOCLlA6QACn+17dvX1fZeCkWKEUDk7Vs/E8//aSaNm3qCo7bb79dffHFF3pzAPBVWgRIgHS4zZo1c3W4UjwwmTpcCcQ+ffq4yqxfeeWVavz48UkbiACSS1oFSMDChQutIoF6kLRu3doqKpio5JLc22+/HfKS3DPPPJMyl+QAJIe0DBARuOksRQPtnbEUFXz22WetIoOJZNmyZap69equ0HvooYfUpk2b9OYAEHNpGyABMuy1W7durmGvUmTw3Xff1ZvHndwEb9OmjSs4KleunBbDkgEkrrQPkIAffvgh5MQ7KTr47bff6s1jTobdysRIGYZrfz0yTPf1119Pu4mRABIPAaKZNWtWtqU/9u3bpzePiffeey9kaZauXbtaZ0wAkAgIkBCkuODgwYNDFh+Un8eq+KAUh6xbt67rLOjee++lOCSAhEOAhCFnHHLmoZc/lzMUOVPxixQ17NChg+t5KlWqpGbMmKE3B4CEQIBEQO6BhFqASe6ZyL0TU7JA1tChQ0MukPXyyy/H7EwHAPxAgERBRmWFWgJWRnFFe2/i448/thZysv8uOQN5/PHHrYWfACDRESBRkvkhMk9E5ovYO3+ZTzJy5MgcR0etX79e3Xfffa6zmTp16qivv/5abw4ACYsAMSQz1mXmuh4EMsNdZrrrDh8+rHr06KHy58/vaF++fHk1efJkvTkAJDwCxCOpoSW1tPQgkZpbUnvr3Llz6s033ww5433AgAEJN+MdACJFgPhAihdKVV+p7msPCTnbKF26tCtcWrZsqbZt26b/GgBIKgSIj6SYoawzolfJDWzVqlVTS5Ys0R8GAEmJAIkBWfGwUaNGjstVY8eOpcw6gJRCgMSQ3Pto1aoVw3IBpCQCBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAkf8HqF9agH9tiN4AAAAASUVORK5CYII=)
PN: 3H30-1-74
CAS: 868755-51-5
Molecule Weight: 191.278
Formula: C11H17N3
![1-[5-(Trifluoromethyl)pyridin-2-yl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-26
CAS: 406476-31-1
Molecule Weight: 274.243
Formula: C12H13F3N2O2
TSCA: Not listed on TSCA inventory