![(3'-Chloro-5'-trifluoromethyl-3,4,5,6-tetrahydro-2H-[1,2']bipyridinyl-3-yl)-carbamic acid tert-butyl 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)
| Product Number | 4H56-7-0T |
| CAS | 1333866-93-5 |
| MDL Number | MFCD22631671 |
| Molecular Formula | C16H21ClF3N3O2 |
| Molecular Weight | 379.81 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-7-0T
CAS: 1333866-93-5
Molecule Weight: 379.81
Formula: C16H21ClF3N3O2
![[1-(3-Chloro-5-trifluoromethyl-pyridin-2-yl)-pyrrolidin-3-yl]-carbamic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-7-0V
CAS: 1354448-68-2
Molecule Weight: 365.78
Formula: C15H19ClF3N3O2
![3'-Chloro-5'-trifluoromethyl-3,4,5,6-tetrahydro-2H-[1,2']bipyridinyl-3-ylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-78
CAS: 1185313-62-5
Molecule Weight: 316.15
Formula: C11H14Cl2F3N3
![(3'-Chloro-5'-trifluoromethyl-3,4,5,6-tetrahydro-2H-[1,2']bipyridinyl-3-ylmethyl)-carbamic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-7-0Q
CAS: 1417793-53-3
Molecule Weight: 393.84
Formula: C17H23ClF3N3O2
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]-3-(propan-2-yl)piperazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWQAAAVkAGpSVgPAAACeHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZcT1xvhAMEQhVdSq0kptL7Zdae9WDjgpEuAKyOntdxxIGkgWAsH2+P8M4xnb84dDnsFOl1VqishhhDqgi9gkabGJnN8fz5PAeVjMYxShsKgi57Ouv2auu9/vSfypc3UwBYlN7jT9s0OVdjR7QUy5cTmlzP3z+vJ+YiZpUdWqiDVSVTqrTsYXE6v69BX/eYWbq3KXFm4jd/Ny14z2l1N7U3KoEufbl0fsWyIK6zTTsDZlrmrYcUrwpj9gowtdqlonsDqiWRAPfV/MX59MvM11UWPVjpDGKnuvy22MhtxkOt7iYFj5+RQ5OUNA1SZflqU6gq1Zs2KgOCgBygM1BeWDkqACUCEoRvGP/QwFDBUMJQw1DEUMVQxlDHXcxiHT9kM+jl8avYHz9XZ5vl1sjxk+nu2FM8ojBz3EHzAihJDAie9Lr9fqGlugLXAqKH7pFPs8CT4qA+9ctMZW0o4SYIszCLFvGoAkXGArIFJy5sARP2jSjoyllN8vmnAimC0FoYEtPeJzW+Jbwuv2ub9vP7d9EgpbSiLpvfa5DIhnXz8JCbVuo074vsAwupc4LuYrUyRXVUiTyFmhI1byS68r3sbYAVMmusRlYwew0muAdwGbEcOAuAG8YcDrAjbbhoFpF7C5OQz4XcBm8jAgu4DN+2Eg6AJ2lQwD4Y3TIwCjN05Y0yDSD/Zp1V6Y5V2mF+9mlY8wvZA3u8II04t6s4uMML3AN7vOCOPfmYMxphf+Zmcbmevgjj8jWcZ6SdDsnCPLkd5hRlKH9/NANjvzLeNe7Rnu+ZzA6s0Z4l4dMC4eq4t/0qklx2h2jgcAADlgSURBVHhe7d0HmBRF+sdxEEVBQEQ9FQVOwBMRzAk4AwKKYk4YwJxA5URMKIKCCXPmyKxEiQIGQHJGyUFyziI5x/fPW/67b7d2Z5mpmd2Znvl+nqcfdKpmdrd3p37TXSmPAADgII/9AAAA4SBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOIlpgOTJk8ccRxJuvVAWL14sDRs2lPPPP1+KFi0qxx57rJQqVUoqV64sTZs2ldmzZ9tPQZRcznm4v+dw6wFILDF914bbEIRbLyuffPKJHH300f5rhDoQO67nPNTjtnDrAUgsMX3XhtsQhFvP9tlnn5nn5c2bVx5++GEZNWqUbN68Wfbs2SPLli2T8ePHS/PmzeW8886znwpH0ZzzcH/P4dYDkFhi+q4NtyEIt156y5cvl2OOOcY8r0uXLnYxckC05zzc33O49QAklpi+a8NtCMKtl95rr71mnvPggw/aRcgh0Z7zcH/P4dYDkFhi+q4NtyEIt156l112mXnOsGHD7CLkkGjPebi/53DrAUgsMX3Xeg1BuEckihUrZp6zceNGuwg5JNpzbv++j3QACJaYvmvtBuFIRyS8UUD79++3i5BDoj3n9u/7SAeAYInpuzbchiDceulF+2kYkYv2nIf7ew63HoDEEtN3bbgNQbj10ov2fjwiF+05D/f3HG49AIklpu/acBsCu96UKVOkXr16cu6550qBAgXk9NNPl2rVqknv3r39Ot6IoDp16viPIWdFe87t33Modr1w/h4AxN+R390RsBuCUOx6+kn366+/lunTp8uOHTvMLZPBgwfLBRdcYJbJUN6cBJ3Q1r17d/+5yDnRnnP79xyKXS+cvwcA8Xfkd3cE7IYglHDrLVq0yKy75Pn444/N87RBe/TRR2X06NGydetW2bt3r2nsdFZ0ixYtpEKFCuleBdGI5pyH+3sOt5799wAgvo78ro1AuA1BuPW0gTrppJMyPPbBBx9Ivnz5/NcIddhGjBghhQsXlttuu00WLFhgF6e0adOmSY0aNaRIkSIyc+ZMu9j5nId63BZuvaz+HgDEz5HftREItyE4Ur0tW7aYNZeuvPJKadKkiV0sCxculBdeeEEqVqxoGj1dGbZkyZJSpUoVadasmcyZM8d+ivTo0cP/uvnz55eXXnrJfJ1U9ueff8qTTz7ph4NeZWjQZsXlnB/p9+w5Ur0j/T0AiI/Q79o48BoS76hevbocOHDArubshx9+kDJlyviv/49//EPatWsnBw8etKsmtX379pkVdvV2kHcuNBiGDx9uV42rnP57ABCdhAoQz/r166Vbt25SvHhxefvtt+3iqOi9e70lo5+ivYbp4osvNvf2U8FPP/0k55xzjv+zn3zyydKqVauEbphz8u8BgLuEDBCPfiIuUaKE/XBMrF271nQKH3XUUX5jWrt2bXOfPRnNmzdPatas6f+sOrrqP//5j2zatMmumrBy8u8BQOQSOkC2bdtm7rXnpN9//93cx/caVp13oENFd+7caVcNJN27Q3cS9JZl1+OGG26QuXPn2lUTXm78PQAIX0IHyKBBg8zY/9zQtWtX8+nWa2T1v/WxoNJbUq1btza3qLyf6eyzz5aBAwfaVQMjN/8eABxZQgSI7qvds2dPs++27nS3atUq6dChg5xxxhny888/29VzjF516NWHXoV4ja5enehVSpDoSCptaL2f4YQTTpCPPvrIdJ4HQaL8PQDIXkIEiE5G0/4H/dSvK8Dq0hV33XWXTJw40a6aK3SrVv1+vAZY+0m0v0T7TRLZ0qVL5e67787wfT/xxBOmEzpIEu3vAUDWEiJAEpWOzLrooov8BllHbukILh3JlUh0uQ+dH3Hcccf53+tVV10lU6dOtasCQMwQIEegc0R0rojOGfEa57Jly5o5JYngu+++M7d2vO+tVKlSZtIkAOQ0AiRMOhtaZ6/rLHavsdaJbbNnz7ar5gq9naMzs73vpWDBgmaOxK5du+yqAJAjCJAI6TpaN998s99w6z365557znnTpUitXr1aHnroIbPsiPc9PPDAA7Jy5Uq7KgDkKALEkQ4p1f0qvEZcd+/TJchdt389Eh2N9O6770qhQoX8r3nppZfKuHHj7KoAkCsIkChoWHz++edy4okn+o36eeedJ7/++qtdNSp9+vSR0qVL+1/jtNNOM8NaDx06ZFcFgFxDgMTAX3/9Jc8880yGJc912XjdvyIaurR61apV/dfU/pdXX33VzMgGgHgjQGIoVg1+TgUSAMQSAZIDXG85hbolNnToULsqAMQdAZJDQnV6jx071q5qaKd8uXLl/Lo53SkPANEiQHLYmjVr5OGHH8407HbFihWmXIcF16pVyy/L7WHBAOCKAMklkyZNyjTxr3z58gkzMREAIkWA5DJ76RE9EmlpFAAIFwESB7r44ZlnnmnCo0KFCgm3OCMAhIMAiZN77rnHBMjzzz9vFwFAIBAgcUKAAAg6AiROCBAAQUeAxAkBAiDoCJA4IUAABB0BEicECICgI0DihAABEHQESJwQIACCjgCJEwIEQNARIHFCgAAIOgIkTggQAEFHgMQJAQIg6AiQOCFAAAQdARInBAiAoCNA4oQAARB0BEicECAAgo4AiRMCBEDQESBxQoAACDoCJE4IEABBR4DECQECIOgIkDghQAAEHQESJwQIgKAjQOKEAAEQdARInBAgAIKOAIkTAgRA0BEgcUKAAAg6AiROCBAAQUeAxAkBAiDoCJA4IUAABB0BEicECICgI0DihAABEHQESJwQIACCjgCJEwIEQNARIHFCgAAIOgIkTggQAEFHgMQJAQIg6AiQOCFAAAQdARInBAiAoCNA4oQAARB0BEicECAAgo4AiRMCBEDQESBxQoAACDoCJE4IEABBR4DECQECIOgIkDghQAAEHQESJwQIgKAjQOKEAAEQdARInBAgAIKOAIkTAgRA0BEgcUKAAAg6AiROCBAAQUeAxMnNN99sAuTJJ5+0iwAgEAiQXHbgwAFp1aqV5MuXzwTIscceK507d7arAUDCI0By0fDhw6VixYomOOyjUqVK8ttvv9lPAYCERYDkgiVLlsidd97ph4Vefeitq+nTp8v999/vP543b1555JFHZM2aNfZLAEDCIUBy0Pbt2+X11183t6m8kLjmmmtk2rRpGeqNGTNGLrnkEr9O4cKF5b333pO9e/dmqAcAiYQAyQGHDh2StLQ0KV68uB8K//znP6Vnz552Vd/Bgwelffv2cuqpp/rPKV26tPTt29euCgAJgQCJsQkTJsgVV1zhh8Dxxx8vzZs3l927d9tVs7R161Z55ZVXJH/+/P5rXHfddTJr1iy7KgDEFQESI6tWrZK6deuafgyvP6NOnTrmcRcLFy6UW2+91Q+Ro48+WurXry9//fWXXRUA4oIAidKePXukRYsWUqhQIb+xv/zyy2X8+PF2VSdDhgyR8uXL+69drFgx+fLLL2X//v12VQDIVQRIFHr16mX6NrzG/fTTT5dOnTqZPpBY0rDQ0NDw8L7Wueeea8IFAOKFAHEwb95auf32hnLUUceYxlxHWTVu3Fi2bdtmV42pjRs3mttYejvLC5JbbrnF3O4CgNxGgERg8+bd8u67o+Wyy9rIWWc9LoULl5M77rhDFi9ebFfNUdqhXq1aNT9EtMP95ZdfNh3wAJBbCJAw7N9/ULp2nSnXXttRLrmktTluv72NjBkz3a6aq/r16ydlypTxg0SHAOtQYB0SDAA5jQA5gnHjVsidd37vB8d116VJr15zDjfSse3ncKWTDd9//30z+dALkosvvthMTgSAnESAhLB8+RZp0OAXPziuuKKtfPjhONm6dY9dNSGsXbvWLINy1FFH+UGiy6QsX77crgoAMUGAWLZv3yuffqqTAdv64VG//k+yZMlmu2pC0gUZK1eu7IdIwYIFpVmzZrJr1y67KgBEhQD5f3pLqm/fuVK9epofHHfc0UNGjVpmVw2ELl26yJlnnukHScmSJaVbt252NQBwRoAcNmXKGrn//t5+cFx9dUdJS5su+/YFuzN6x44d8uabb0qBAgX8IPn3v/8tkydPtqsCQMRSOkBWr94mr776qx8cOjy3efNRsnFjct3uWbZsmdx7771+iGg/yWOPPSbr1q2zqwJA2FI2QHRYbqVK7fzwePzx/jJ37ga7WlIZNWqUXHjhhX6QFClSRFq2bMmy8QCcpGyA3HhjFxMctWp1lcGDF9nFSUvniLRt21ZOOeUUP0jKli0r/fv3t6sCQLbiGiDep/8jCVXPe/zKK9vKihWhZ2Fn9fwJE1bKDz/MlT17UnNRwi1btkijRo0yLBtfo0YNmTNnjl0VALKUFAGiR8OGg+xiX6jnQ2T+/Ply0003+SGi62w9//zzsmnTJrsqAGSQFAFy1VUdzL8TJ660qxihno//+eWXX6RcuXJ+kJx00knyzTffyIEDB+yqAGAkRYB07DjN/HvPPT0PN3iZh96Gej4y2rdvn3z22WdStGhRP0gqVKggQ4cOtasCQHIEyN69B+TWW7ub/+7RI/PWr6Gej6xt2LBBnn76acmXL58fJLfffrssWpQ6gw0AHFlSBIgaPnyp+e+qVTtlWq8q1PORvRkzZsi1117rh4jue/Laa6/l+L4nAIIhIQIk3MNmP16v3o/m/1u2HJuuVuZ6iEzv3r3lrLPO8oNEhwC/9NJLdjUAKSapAmTRoo1mNrke+t+h6iFyuvf7O++8k2Hv91atWtnVAKSQhAiQIwlVL6vHP/hgjHlMr0Y8WdWDm9WrV8txxx1nAqRjx452MYAUknQBsmXLbtMPoo+PGLE0ZD2482ax9+nTxy4CkEKSLkBU9+6zzOO33dbdrKgbqh7cECAAVFIGiM4F0TkhWtap099zRLKqBzcECACVlAGidK0rLfNmqYeqh8gRIABU0gaI0vWxvDrZ1UNkCBAAKqkDRFfo1ZV6j1QPkSFAAKi4BgiCiQABoAgQRIwAAaAIEESMAAGgCBBEjAABoAgQRIwAAaAIEESMAAGgAh0gOkz3wQf7mKVLkHsIEAAq0AHSq9ccM7/j/vt720XIQQQIABXoAOnZ8+8AqV27l12EHESAAFAECCJGgABQBAgiRoAAUAQIIkaAAFAECCJGgABQBAgids45teTkk6vIwIEj7SIAKYQAQcSqVHlPzj33DRkyZI5dBCCFECCIWPXqaea8Dxu2xC4CkEIIEESMAAGgCBBEjAABoAgQRIwAAaAIEESMAAGgCBBEjAABoAgQRIwAAaAIEESMAAGgCBBEjAABoAgQRIwAAaAIEESMAAGgAh0gaWlDpGTJ++X661+xi5CDCBAAKtAB8t//dpTjjjtdLr30OrsIOYgAAaACHSDffPON2ZeiYsWKdhFyEAECQBEgiBgBAkARIIgYAQJAESCIGAECQBEgiNi99/YyATJt2lq7CEAKIUAQsfXrd8iUKWvshwGkGAIEAOCEAAEAOCFAAABOCBAAgBMCBADghABBtnS4rh5XXtlWVqzYahf7vHqIDc47goAAQba8BkqPhg0H2cU+GrLY4rwjCAgQZMtroK66qoP5d+LElXYVg4YstjjvCAICBNnyGqiOHaeZf++5p6ccOHDQrkZDFmOcdwQBAYJseQ3U3r0H5NZbu5v/7tFjll2NhizGOO8IAgIE2UrfQA0fvtT8d9WqnWTr1j0h6yF6nHcEQaAD5OuvvzYBUq5cObsIMWI3UPXq/Wj+v2XLselqZa6H6Njnk/OORBToAKlXr54JkLx580rjxo1l27ZtdhVEyW6gFi3aKJdd1sYc+t+h6iE69vnkvCMRBTpARo4cKccee6wJET1OP/106dSpkxw6dMiuCkdZNVAffDDGPKafij1Z1YO7rM4n5x2JJtABovbs2SMtWrSQQoUK+UFy+eWXy/jx4+2qcJBVA7Vly25zP14fHzFiach6cJfV+eS8I9EEPkA8q1atkrp165rbWd5trTp16pjH4S5UA9W9+yzz+G23dZd9+w6GrAc3oc4n5x2JJGkCxDNhwgS54oor/KuR448/Xpo3by67d++2qyIMoRoonZOgcxO0rFOnv+cqZFUPbkKdT847EknSBYjSPpC0tDQpXry4HyT//Oc/pWfPnnZV/L+DBw/JzJnrIxomOmHCSlPmzZbOqp6+5ubNhHekQp1PdaTz/tdfO2XOnD8zPAbkhKQMEM/27dvl9ddfz9DRfs0118i0adPsqilN9zavU6ePaYheeeXXDGVZNVDp6TpNXh273qRJq/yGTmdU6y0X/G3nzn3yzTe/mT6NL7+cZBdneT7Ty+68P/54f/PYk08OkPnz/8pQBsRSUgeIZ8mSJXLnnXf6IZIvX77Db64n5c8/U/tT2rp1GrDD/Ebo0kv/vi2SXlYNVHq6UqyuGJtVveXLt8j113f2y/S+/ciRSzPUSTU6QPDHH+dLzZr/Oy/6O7BldT7Ty+68f/LJeP9xHfb7zjujuApEjkiJAPEMHz7czFr3gqRo0aKH32yfHP5kvM+umtT27NkvrVtPlipV2vsNzaOP/pAjtz127Ngrn38+IUNjp8NQFy/eZFdNerNmrZeHH+7nn4d//7u9tG07xSxXEmu//75aatfu5X+ta6/tKF26zJD9+7kKROykVICoAwcOSKtWreTkk0/2g+Scc86Rn376ya6alAYNWii1anX1G5Ybb+xy+GdfYFeLOb0aeeGFX/yve/nlbc2sarvPJRn9+edOadp0hLnC837+Jk2Gyfr1O+yqMaX9Wr17z5Fq1dL8r3vnnd/L2LHL7aqAk5QLEM+mTZvkP//5jxxzzDF+kNSsWVPmzZtnV00Kf/yxwb83rkelSu0OB+nvsmvXfrtqjtIO4Lvv/t7/PrQP4PvvZ2e50mzQ6ZVF+/ZTM3R2163bV2bMWGdXzVEa0h9/PE6uuOJ/V4HPP/+zLFu22a4KRCRlA8Qzd+5cueGGG/wQ0UBp2LChbN6cHG+ujRt3ydtvjzT3wr3G47XXfpU1a7bbVXONhoXOZ/AmxemhQ1O10z1ZDBu2RG65pZv/82lf0IAB800fSLwsXbpZnnvuJ/970kDR/pJt2/baVYGwpHyAeAYOHCj/+te//CDRW1ytW7c2t7yCSEc8paVNl6uv7ug3GPff31umTFljV40bnVn9/vtjzO0s73vU0UXZbeGa6BYs2ChPPTXQ/3n0Su+rryaZUVeJYvTo5XLHHT3871FvcfXp84e55QVEggBJRzvTP/roIznhhBP8ILngggtkxIgRdtWENmrUsgwNRPXqadK379yEbSAWLtwozzzzv0ZXO9y/+GKi6YAPCh3l9O67ozNc6TVqNFhWrkzMMNTO9O++myHXXJPxA8bkyavtqkBIBEgW1q9fL0888YQcddRRfpDcfffdsnTpUrtqQlmyZLPUr5/xFsWnn06Q7duD0RDrvhfe5kl61KjxnfTvPy9hg09pQ9y168wMt+PuvbdXYG7H6S3OFi1GZQg+nQu0ejUrW+PICJBsTJ2qHaBX+SFy3HHHSZMmTQ5/Ms7Z0TOR0k7SDz8cl+FWUIMGv5iRT0Gjt946dJiWoeNZJzlOn77Wrhp3o0f/IXfd9b8BAdddlyY9e85J6MALZd68DYc/NGUcZPHtt7k/yALBQoCEoUePHlKqVCk/SM4444zDl//f2dVynfbPpKUNOtzYfuG/8bVBGzduhV01cDZs2CnNmmUc+vrGG8NkzZr4zx+ZP3++3HFHXSle/FapUKFFUg1JHjx4kdx8c8Zh3gMGzLSrAQYBEqZdu3Q009tSsGBBP0iuvPJKmThxol01VwwbNuxw41VBihW7TMqUqW8miumtlGSbKDZ79nozyVEbs/Llm0np0ndIixYfmd9HbtuyZYs0atRI8ufPb37/RYteIHXrfpp0kyJ1ommbNlP8iaalSz8p1avXlUmTMi+5gtRGgERo5cqV8uCDD/ohosvGP/TQQ7J6de50Pi5evFhuv/12/+sXLHi6vPLK17Jp0067alL56af5hwP7RTnhhArm5y5ZsqR0797drpYjDh48KG3btpVTTjnFP+9ly5aVgQN/tqvGxJo1a8yqCTrh9a233jKH7r75yCOPmH+9x7RcP0jk1N+eTnR8+eWecuqp1x8OzRP9v3X9/gBFgDgaN26cXHrppX6Dohtavfvuu2aDq5yg2/Xqtr3pF4a89tprZfr06XbVpLVz525p2rSF6YvyzoH2UU2ZMsWuGjOjRo2Siy66yP96RYoUkZYtW8revbEZmKB/L/o19Oq2atWqGTZGi+TQK+Orr75a3nzzTRk6dOjhcxW7DxQTJ07N1b91BAcBEgVdNr5Dhw5y2mmn+W+u0qVLS58+feyqzvRrdOzY0WzX632Ns846S3r16mVXTRk6Gu6ee+7xz4eOlnv88cfN6LlYWbZsmdx7770ZvsZjjz0m69ZFP4tcr2i0kdcrisKFC2cKA+84++yzzYcEPfSqV+vrv95jOm/J20DNPgoUKCC1a9eWH374ISZhlxt/6wgeAiQG9Org1Vdf9e+N66GfJmfOjK7zUbflveyyy/zX1E9+77zzDp/8/t/IkSPlwgsv9M+Pzt/ReTzRNJj6yb1p06amAfZet0qVKjJ58mS7asR0e4GPP/7YDMKwG3z9OXRpnX79+skff/wR9gKf+/fvN6sp9O/f3/TP6JWCrjad/rVPPPFEeeWVV2Tt2uhHsuXU3zqCiQCJoUWLFsltt93mv7H0jfzMM8/IX39FtieD9rPodrze6+inTN2uN6fudQeZjkRr06ZNhv4J/eSuKwtEqkuXLnLmmWf6r1OiRAnp1q2bXS1iW7duNaFUrFixDA277k2j33ukfx9Hoo28jhK88cYbM6z1prc/dX6Tbm8QrVj9rSPYCJAcoLcnzjvvPP/NpZ8AP//8c/NpMTu67a5uv6vb8HrP1e15dZteZE/XLtM1zNI3mNdff735NH8kv/32m1SuXNl/nl59NGvWLCb9CF27ds1w+1GvIl988UVZvjx3VsTdsGGDfPDBBxluPWkfkvaVxGI+k+vfOpIDAZJD9A309ddfZ/jUWa5cORk0aJBd1fj+++/NtrteXd2OV7fl1XvPCJ+upqyfvL3zqIHSoEEDs/qyTW/paL9C+hUH7rvvvpg07tqHov0U3utqX4eOnNq4caNdNVfobU8dSZb+b0yvsAYMGGBXjVikf+tIHgRIDtMG47nnnpOjjz7af3PVqlVLFiz4ew8O3V5XR894ZXqb4Y033jD3y+Hu559/Nvu8eOf1pJNOkm+//dbc8tI+kvfffz9DB/bFF18sY8aMsV/GSd++fc1mZd5ra2f2qlWJsbSJXuXa85meffbZmMyryepv/eabb/b/1pF8CJBcMmfOHKlevbr/xtJOyPPPPz9Dh6duuxuL+9P4m3ZEf/rppxkac72Vk76/5NRTT5V27dqZkVHR0td44YUX/NfWW1dDhgyxqyWEFStWSI0aNfzvVSelxqqhnz17dqa/df3QpLfTkFwIkFymwyp1Epr35tJDg0QnjiFnaMP11FNPZQhrbdRefvll08EdC3qL6K677vJfX/eYieWw4pygt0d11Jo3okq3MBg7dqxdzZn9t16tWjW7CgKOAIkDvYXy6KOPmk/GOrwyqHuOBI3OnfEaM+04jxUNofT9HTrhM0h9V3ouvE52HUDQu3dvu4oz/VuvWLGieW2du4PkQoAgZeitFa+Rj9VwU+1T8MJDO+O//PJLu0ogaKd/+fLlzc+hfRjajxMr3qTP559/3i5CwBEgSBmxDhDt89B+Ky88OnfubFcJFB2ppsPG9efRwRyDBw+2qzghQJIXAYKUEesASd9h/sUXX9jFgaQhon1y+jPpSK1YzMAnQJIXAYKUEcsA0Vs83mtpn0cy0fW+dDa//mw6byTauSsESPIiQJAyYhUgupijzrjW19HRVkHqMA+XzuD35snUrFkzqmHOBEjyIkCQMmIVIF6nuc7zSPShutHQ1RG886XzaVwRIMmLAEHKiEWA6NpW3msk6iTBWKpfv775WXUNLx2p5YIASV4ECFJGtAGiq9x6CyPq8iSpQH9mb4VinU3uggBJXgQIUka0AaJLsutztW8gUda2yg26R4l33n755Re7+IgIkORFgCBlRBMgurilt9qsrqqbanRpfP3ZdZ5IpAiQ5EWAIGVEEyC6ZpQ+T/sCoh3WGkS6O6brVQgBkrwIEKQM1wDRIaxeP4BuG5uqvKsQHYUWCQIkeREgSBmuAaK77ulzdGth15FIyeDXX3/1z4NuaRsuAiR5ESBIGa4BorsW6nN0469UpldipUqVMudCt8QNFwGSvAgQpAyXANF9PooUKWKe07p1a7s45Whw6LnQJU7CRYAkLwIEKcMlQEaOHGnq62q74T4nmc2dO9c/h7rLZjgIkORFgCBluASI7h+u9S+88EK7KGWVKFHCnJNwVyAmQJIXAYKU4RIgVatWNfV16Xb8zesTuvXWW+2iLBEgyYsAQcqINEB0lV2d96H1+/TpYxenrLS0NHNOTjnlFLsoSwRI8iJAkDIiDRBdrsSrr/f+8bepU6dGdB4JkORFgCBlRBogI0aMMHV1j/C9e/faxSlrx44dZlCBnpuxY8faxZkQIMmLAEHKiDRA2rRpY+qWKVPGLkp53nyQ9u3b20WZECDJiwBByog0QN577z1T99///rddlPIqVapkzs0HH3xgF2VCgCQvAgQpI9IAef31101d3dIVGXnrYr3xxht2USYESPIiQJAyIg0QbfC07t13320Xpby77rrLnJsGDRrYRZkQIMmLAEHKiDRAnnjiCVP3oYcesotSXt26dc250XN0JARIaK2fynPEI5El9ncHxFCkAcIVSGhcgcSGHRZZHYkssb87IIYiDZDGjRubuvSBZEYfSGwEISSyE9zvHIhQpAHCKKzQGIUVGwQIEBCRBogu3651y5YtaxelPF3OXc9Nu3bt7KJMCJDQCBAgICINkOHDh5u6OhN93759dnHK2rlzpz8TfcyYMXZxJgRIaAQIEBCRBsjKlSv9+vPmzbOLU9a0adP887Jhwwa7OBMCJDS7w9w+El3if4dAjEQaILoa7/HHH2/q9+vXzy5OWV26dDHn5OSTT7aLskSAhGYHhn0kusT/DoEYiTRAlO6DrvUbNWpkF6Usb35MrVq17KIsESChBSUoQgnudw5EyCVAvD3AL730UrsoZZUuXdqck08++cQuyhIBEhoBAgSES4AMHTrU1NeO9K1bt9rFKWfx4sX+OZw+fbpdnCUCJDQCBAgIlwDREUcFCxY0z+ncubNdnHJ03oeei9NPP930EYWDAAmNAAECwiVAVO3atc1zbrrpJrso5Zx77rnmXETSJ0SAhEaAAAHhGiA//PCDec4xxxwT1rDVZPXbb7/552/GjBl2cUgESGgECBAQrgGi29kWK1bMPC+cpTuSVZ06dcw5uOiii+yibBEgoREgQEC4Boh69dVXzfP03v+ePXvs4qS3cOFCM5BAz8F3331nF2eLAEleBAhSRjQBsmbNGjn22GPNc9u2bWsXJ73HH3/c/Oy6P/z+/fvt4mwRIMmLAEHKiCZAlDeBThcS3LVrl12ctGbOnGn6f1zDkwBJXgQIUka0AbJkyRI57rjjzPPffvttuzgp6VBdXc5ef+by5cs7LSpJgPzPlnXzZWTaY7J+8QS7KJAIEKSMaANENWnSxDxf54asWLHCLk46HTp0MD9v3rx5ZeTIkXZxWAiQ/3c4jPu3rGI6zUd3edouDSQCBCkjFgGyY8cOKVGihHmNGjVqhD2ZLoh01nnRokXNzxrNvvAEyN8W/tbt71FXT+eVtQtG28WBRIAgZcQiQNSAAQPMJ3J9nY8++sguTgo60kzX/9Kf8Ywzzohq/gsBIrJ/707p+moJEyC/trnXLg4sAgQpI1YBourXr29eJ3/+/GaCXbKpV6+e+fl06O7o0dF9WiZARH4f0NSER/tnC8j2jcvt4sAiQJAyYhkgu3fvlvPOO8+81mmnnSZLly61qwTW+++/758n3Rc+WqkeIBoYGhwaIBokyYQAQcqIZYCoBQsWmE2V9PV0hNKmTZvsKoGjnebe7bkHH3wwJn08qR4gQ9vUNuGht7D0VlYyIUCQMmIdIGrcuHH+0N4rrrgi0CHSvn17f7Z5zZo1nYbsZiWVA0Q7y7XTXANk4aSudnHgESBIGTkRIKp3795+w3v++efLunXr7CoJT29beVcelSpVMqPNYkXDSF/30UcftYuS2qFDB6VPi4tMePzQsrIZxptsCBCkhGnTpsnFF1/sB8gNN9xgbkHFSt++ff2lTs4++2z5448/7CoJSReK9DrMvSuPWIWHvrYuPnnUUUeZ19bZ7K1atZIDBw7YVZPS3DFtTXi0efoo+XPZ73ZxUiBAkNR0+OmTTz4p+fLl8xtJ79ARVC+99FLMdhocPHiwv/lU4cKF5fvvv7erJBSd53HJJZf450P7PGJ120qXwNd1s+xzrkfFihVl+PDh9lOSyt7dW+W7Rv8wATKyU/JeeREgSEraEH766af+RLj0DZfduP3jH/+Qdu3aycGDB+2XidjkyZOlVKlS/mvrcN9t27bZ1eJOO8tPOOEE8z3q7TcdbRWLDnO9TVitWjX/5/dCWpeBsYP8zjvvNI8nowm9XzLh0aFBYdm5da1dnDQIECSdn3/+Wc455xy/oTrppJPk22+/zXDrRG+v6H1/vVLw6uktrmjnPKiNGzf69/31OPPMM6Vfv352tbiYNWuWv7aVHjpJMFY/87PPPuv3Belx8803Z7pNqLcSr7nmGr+O3vZ7/fXXZfv27RnqBdmW9Qukbf38JkCmD2ppFycVAgRJY968eXLjjTf6jZPec2/QoEG2I6PWrl1rOne9+/R63HfffbJ8eXSTvfRqRq+AChUq5L/u9ddfL+PHj7er5grdz0OXZPdW1dVDlyeJZoa50qXdv/rqK3/DLT1021u9nZednj17mlWNvecUL15c0tLSYnIVFG+/fH2zCY/ub5SRg/v32sVJhQBB4G3evFkaNmyYoXHUxjqSjuzff/9dKleu7D+/QIEC0qxZM9m5M7px+8uWLZNatWr5r+t9b0OGDMmVxlJnyetOgumvDHTOiuvCiOn9+uuv/mRKPU488UT54osvwt4vRCdjNm/eXI4//nj/NXQo9IQJwV2pduXsQf4ug0un/2AXJx0CBIGlt6Rat27tT+bTQ0dADRw40K4ati5duphbTt7r6cKJXbtGP37/l19+MY1j+iApWbKkvPnmm+bKKZa0X0FHP+mVQPqvp/0+up9HtB3lejVz2223+a+r4aQjuVyHRq9atcqEnDeMWP+tW7eueTxIDh7cL983O9eEx4+fVbeLkxIBgkDST9AXXHCB34hph7AubBht46j0qqNp06bmKsR7/SpVqpgO8mhpkFStWjVDw66HBtUjjzxibuNMnTo17Csf3dhK+xU0+HTDq9KlS2d6bd3DXLehDffKIBQdDKBb+2rHuPfa+rPohlOxoLf3Lr/8cv+19fZfixYtArOF8KxhX5jwaPvM0bJp9Wy7OCkRIAgUXXPq7rvv9hsZ7bvQe/vr16+3q0ZNbz/Vrl07w9fS/pJYTBTUIbR69aFXIXaD7x1adu2115rj/vvvNwGj/3qPpR/tZR+6PlejRo1kxowZ9peOmN5q01Fb+pre62tQ9enTx64aNf1anTp1MnvPe19L+0p69eplV00o27ZskPceOtEEyNjuz9nFSYsAQSDs2LNDmnzaxF82RI+rrrpKpkyZYleNuVGjRplP8d7XLVKkiLRs2dKM5IoF7av58ssv5ZZbbslwOy6SQ0ea3XTTTfLJJ5/I9OnT7S/hbOzYsf6y7nroqLV33303x68K9GqncePG/uRMPTQ0Y/mzxdJbr9WT6y/IIw3vKCa7tm+0i5MWAYKE992C7+SMj86QPDUONySF85hP3j169LCr5SgdVaX9BzpnxGvQypYtK/3797erRk2HxOrtHP3U/9Zbb5lDh8jqFYj+6z2ma1fpWlyufQ/Z0d0WH3jgAf9n1X6Jhx9+WNasWWNXzVF6pXbHHXf434fOI3nqqaeiHj0WS3oLT7+vosfnke5pX9nFSY0AQcKatH6SXNnvSsnTOo85Cj5bUN5u9ba57x8vW7ZsMbeG0vcDVK9eXebMmWNXDSQ9txpO3ox6Pa688kqZNGmSXTVXDRs2TCpUqOB/TzpBVIdJx6LPK1pen5aOSIu2nyloCBAknDU718jDIx6WvK3z+uHxwLAHZMXWxNmDfP78+RmG5+pIpOeee85cPQRV9+7dM/TJ6CTDzp0729XiRkfd6YRQvV3nfY86YVQHJsSL9gN534sOa041BAgSxp4De+Tdqe9KoQ6F/OC4tO+lMnbtWLtqwhg0aJCUK1fOb0R0Qt3XX38dqE+i2o+k/Unez6D9TE2aNInZooqxphNDdWn49PN+tP9HQz03aT+QN+pNhzWnIgIECaHPkj5SuntpPzhO63yadJjXQQ5Jzk+2i5aGxeeff24m0nkNmt7OGDp0qF01oejINR3Bln4Wvo5wC8ruijr4oEaNGv73roHy4osvmtuMuUHXD9Ovqx39OjcmFREgiKuZG2dK1YFV/eDI3za/vDrpVdm2L/EWIDwS7cx+5plnMiwYqJ9MFy1aZFeNK+030Dkz3mKKeuicmljMTo+HAQMGmAmk3s9yyimnSJs2bWKyOGYoOpjAW6bmlVdesYtTBgGCuPhr9+HGdswzcnTbo/3wuG3w4cZ2a2I1ti507kX6yYL6CVUn4CXCqrw6Sz99Y6vDhnU2f9D36NAh1R9++KEZYu39bBdeeGGOhaKuI6ZfQ+fGJMLvNV4IEOSq/Qf3yxezvpATO53oB8d5Pc+TX1clXwekdrCeddZZfoOmjU3Hjh1zZQ0sm97u0TW4vO9Fb/fo+mG6jlgyyeq2nG6pG8vbcjoizXt9HWqdyggQ5JrBKwfLud+f6wdHsU7F5KvZX5lQSVba0aoT79KvyqsT83T+Rm7QDmddkTh9h7OuWBzr9bcSjQ4MSL9svQ4M0Jn/0Q4M0PDXYc3e7zEnb5MFAQGCmPMCIr1HRz7qP663rZ4d+6xs3BPcIa+RWr16tbnt4S0YqIfuALhy5Uq7akyEGvKqe6WkEntosi6UGc3QZH2uvo7+HnWWfqojQJCtxVsXS8PxDeX8XudL0Y5F5dh2x0qprqWk8g+VpenvTWX2psyLxmUVIGW6lzGPVf+xepbPSRUTJ070P8HqoRP23n47tpMjdddF3X3R+xqJNOkuHrKaHFmpUqWIJ0fq1YvOjdHn65pkIECQjU9mfJKhkzvUYcvq8aXblsrvf/6e4bFUpqvjeo2RHrFYnkWX/dBtYr3XTMRlP+JJl2fRht87P5Euz/LGG2/4oa+vBQIEIXw28zMTAjobXGeFj1ozSjbv3Wwm+y3bvkzGrxsvzac0Nx3gtqwCBJnpJ1ptlNIvEHn11Veb5dwjodvB6raw6Rce1G1jE3XhwXjTW0+XXHKJf650gUid05Hd4pjaCe/9nvSKEX/jXY5Mlm9fLse0PcaEQJeFXeziIyJAImMvUa9XDrq3x59//mlXzSDU0ue6XSyyp53fuhjlqaee6p87nVXet29fu6rh/X70SjGWtxuDjnc5Mnlt0msmAB4c9qBdFBYCxM2IESMybZL18ccfZ9l3odu+pt98SbeF1c2XdJtYhG/r1q1mImD6xTGvu+46mTVrll9Hfy9eWbS3GZMN73Jkclnfy0wADFs9zC4KCwHiTkdP/fe//82wL8i//vUv+fHHH025bvOq272m3/5Vt4MN2vaviUaXIrn11lv9c+5t06tXgV6o63phyIh3OTLR+RkaAK7DbAmQ6OkEvxdeeCHD/A2dQZ5+JJFegei+IYgdXVG3fPny/jn2+pV04mCkfVOpgHc5MvFGXrlO8CNAYkcn/NWsWdNv0PTQPg/t+4jHjPZUoItj6g6R6RfH1OAeMmSIXTXl8S5HJlyBJJ60tDSzSKDeZtFRV8h5egsrfXDrodsOL1iwwK6asniXIxP6QJDq5s6d698+1B0oq1Wr5oeIdri//PLLpgM+1fEuRybeKKw6w+vYRWEhQBB0ul6YhoUOYPDmh/Tr10/KlCnjB4kOAW7Xrl1Kr4fFuxyZePNAdBJh90Xd7eIjIkAQZD/99JMfErr8fXoaJu+//76ZfOjVufjii2XMmDEZ6qUK3uXI0sczPjYhoCGiCyGOXjtatu7dKnsP7jUBozPRW0xpIRV6VbCfSoAgsHTOjS46qcFwww032MW+tWvXyiOPPJJh2fj77rtPli9fbldNarzLEdIH0z6QfG3y+YEQ6rCFehxIdLropIaB9n/oHipH8ttvv0nlypX9EClQoIA0a9ZMdu7caVdNSrzLka2FWxfKC+NfkIq9KkqRjkXMarwlu5aUKv2rSLPJzWTOpjn2UwgQBJJOGtSVizUIdA+VSHTp0sUsFe8FSYkSJaRbt252taTDuxwADtOVi7Xx11UAdCOuSOlVR9OmTc1ViBckVapUkcmTJ9tVkwYBAiDlTZs2zSxiqY2+bsQVjWXLlsm9997rh4j2kzz22GOybt06u2rgESAAUp4uf6+NvW7EpeuRxcKoUaPkoosu8oOkSJEi0rJlS9mXzbLxQUOAAEhpvXr18ht53c0xlnSOSNu2bc0qAvr6+Y/OI3fXKCszJ/S3qwYSAQIgZeny97qHijbuuptjTtmyZYuZ0V6uRH65t1IeaflgHvnxs+qyaU3mQShBQoAASFm6h4qGh+42uGTJErs45lYunS/t3q4lrZ/KY462zxwtY7s/J3t2uK07F28ECICUpHuo6EZcGiCNGze2i3PUytmD5Pum5fwgSWt4kswZ8Y0cOhib/pfcQoAASEm6EZeGR/HixeOywvHBA/tk5tDPpNMLJ/pB0uutCrJq7lC7asIiQACkHN2Iy9vVUZfKj6fd2zfI6C5PS5tn8vlBMvjb22Xrn4vsqgmHAAGQUnQjLm8/ef03UTbm2rhyhgz8+Fo/RNrVP1Ym9X1N9u3eZldNGAQIgJQyZEAnKVc8jxTIn1cmTJhgF8fdkim9pdvrZ/lB0vml02T+uI6afHbVuCNAAKSMfXu2y4dPnC4PXZ1H3nnVbb+b3HBg/x6Z+tM70uH5Qn6Q9H3vMlm3aJxdNa4IEAApQ28JmQa5XiHZ8tcquzjh7Ny8WkZ0eEhaP53XD5Jh7R+UHZtW2lUNr052RyzF9tUAIEFt3bDY9CtoI6qf7oNk/ZKJ0u/9K/wQaP/88TJr2Bd2tUxhkdURS7F9NQBIUINb3WEa0G6N/ykH9u22ixPfoUMyf0KadH6luPk5dO6ILSdCIju595UAIE5Wzx3mN66Lp/SyiwNF+3H06mPp1L52EQECALGks7t7vV3RNKw6TDaZESAAEEO6RIg2qjpR76+V0+3ipEKAAECM7Nm5SdJePNk0qjrbO9l5ARLqiLXYvyIAJIhxPRqYhrPjC0Vl97Y/7eKkYweGfcRa7F8RABKA7rXRtt4xpuGc+eundnFSyqmgCCX3vhIA5KKfPr/eNKa6bLqufJsKCBAAiNKyGQP8xnTFrJ/t4qRFgABAFA7u3ys9mpxtGtJfvrzJLk5qBAgARGHG4I9MI6r9H5vXzbOLkxoBAgCOdm1bLx0bFDGN6PieDe3ipEeAAICjUWmPmwY0rdEpsnfXFrs46REgAOBg+8bl0ubpo0wD+sfo1nYxcgABAiApbN+0wty+6t+yihw6dNAuRg4gQAAATggQAIATAgQA4IQAAZDwvNFF2R3IfZx1AAnPDousDuQ+zjqAhEdIJCZ+IwASHgGSmPiNAEh4BEhi4jcCIOERIImJ3wiAhGd3mNsH4oMzDyDh2YFhH4gPzjyAhEdQJCZ+IwASHgGSmPiNAEh4BEhi4jcCIOERIImJ3wiAhEeAJCZ+IwASHgGSmPiNAEh4BEhi4jcCAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnPwf8ClKYDzmdjQAAAAASUVORK5CYII=)
PN: 3H32-7-7Z
CAS: 1781241-43-7
Molecule Weight: 307.75
Formula: C13H17ClF3N3
![4-[(3-Chloro-5-trifluoromethyl-pyridin-2-yl)-methyl-amino]-piperidine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-7-0K
CAS: 1417793-99-7
Molecule Weight: 393.84
Formula: C17H23ClF3N3O2
![tert-Butyl 4-{[3-chloro-5-(trifluoromethyl)-2-pyridinyl]amino}tetrahydro-1(2H)-pyridinecarboxylate](data:image/png;base64,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)
PN: 4H56-7-4G
CAS: 1092352-86-7
Molecule Weight: 379.81
Formula: C16H21ClF3N3O2
PN: 3H30-7-76
CAS: 1420993-35-6
Molecule Weight: 302.12
Formula: C10H12Cl2F3N3
TSCA: Not listed on TSCA inventory