| Product Number | 4H56-1-510 |
| CAS | 1071932-29-0 |
| MDL Number | MFCD12026437 |
| Molecular Formula | C16H25N3O2 |
| Molecular Weight | 291.395 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-510
CAS: 1071932-29-0
Molecule Weight: 291.395
Formula: C16H25N3O2
![tert-Butyl 4-[4-(tert-butyl)anilino]tetrahydro-1(2H)-pyridinecarboxylate](data:image/png;base64,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)
PN: 4H56-1-0F
CAS: 885949-49-5
Molecule Weight: 332.488
Formula: C20H32N2O2
![3-[(4-Aminophenylamino)methyl]piperidine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-499
CAS: 1159976-35-8
Molecule Weight: 305.422
Formula: C17H27N3O2
PN: 4H56-5-6Q
CAS: 1204810-32-1
Molecule Weight: 361.87
Formula: C19H24ClN3O2
![4-[(4-Methoxyphenyl)amino]piperidine, N1-Boc 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8Msc9HR3HUhj3dAgQAEktP3ot6T2SWbNmmdHo3mWj7I9y5cpJkyZNpHv37tKrVy+59dZbzdmHftX/6/NarvXs1+r2dLu6/XjvxRR2rzICBEBSyo9xE3qv4cknn8yx0qA+jj32WLnlllvMDe1YL0tpfX2dvl63k327+j76fvq+rnT8ip7dZB/Xov8viHEtBAiApGOP3D777LPjGrmt9xD+/e9/S/Xq1f1t6oJQAwYMkP/973929bjo9nS72Rec0vfV94/nXoaeeWQfWa9nJvk9sp4AAZA09Gb4BRdc4DeSerM83rmj5syZY8aFeNs8/vjjzYqC8TTm0dDt6/vo+3nvrfuh+xOP3Ob20nsm+YEAARB42v22f//+/uy1eh9BZ6+N59KPXgLTGXG9Hk06F9bEiRPtagVC31ffX/dD90f3K7elcqOl4aS9s/J7dmECBEBg6U3mkSNHmu6qXkOYiPUzdJVArxeT3jvRBruwl5rV99f98DoD6P7pfsZDx4noeJHs65vozX5dbjcRCBAAgXXyySf7l2JOO+20hKzgN3fuXH9Bp8MPP7xQur/mRfdH90v3T/dT9zdeOnJdR7B7n6VuNxEIEACBdcwxx5gGT0eRJ2IN8ZkzZ/rdcnXMyLp16+wqgaD75Y1p0f3V/U4EXTRLt6ldnROBAAEQWOeee65p8N555x27KGbvv/++fw9Fx0skapna/KL7p/up+6v7rfsfr++++85sT+fWSgQCBEBgJSpA9DKQN4Jcx4rEO4CvoOh+6v7qfuv+x3s5iwABkDYSESB6I9q7Cd+1a9ekCQ+P7q/ut+6/Hkc8N9YJEABpI94A0elMvN5Wek8hnm6/hUn327snosfjOk0LAQIgbcQbINotVl+vvZqCesM8Wrr/Xu8sPS4XBAiAtBFPgOiI7qJFi5pxFUHrqutKj0OPR4/LZcQ6AQIgbbgGiI7E9qYncf1rPai8syo9vlinWyFAAKQN1wAZPXq0eZ1OD1LYI8wTTY/Hm/ZEjzMWBAiAtOESIDt27JAaNWqY102aNMkuTgl6XHp8epx6vNEiQACkDZcAeeqpp8xrdJbbRIxeDyI9Lm8WXz3eaBEgANJGrAGiYya89dBfeukluzil6PHpcerxRju2hQABkDZiDRBdJlbr165dO+YbzMlGj0+PU49XjzsaBAiAtBFrgOiaF1pfV/xLB3qcerx63NEgQACkjVgCRG8me/NdJXoZ2qDS49Tj1eOO5mY6AQIgbcQSIBkZGabucccdZxelND1ePW49/kgIEABpI5YAGThwoKl7yy232EUpTY9Xj1uPPxICBEDaiCVAWrRoYepOnTrVLkpperx63Hr8kRAgANJGLAHi3f9Ys2aNXZTS9Hi9+yCRECAA0ka0AfLzzz+beuXKlbOL0oIetx6/fg55IUAApI1oA+SDDz4w9Zo0aWIXpQU9bj1+/RzyQoAASBvRBsj48eNNPV1DPB15a6fr55AXAgRA2og2QJ588klT79prr7WL0oIetx6/fg55IUAApI1oA+Sxxx4z9W699Va7KC3ocevx6+eQFwIEQNqINkAeeOABUy9dpjCxeVOa6OeQFwIEQNqINkA4A+EMBAByiDZAuAfCPRAAyCHaAKEXFr2wACCHaAOEcSCMAwGAHKINEEaiMxIdAHKINkAUc2ExFxYA+GIJEGbjZTZeAPDFEiCsB8J6IADgiyVAWJGQFQkBwBdLgLAmOmuiA4AvlgBRV111lamfLlOaeFOY6HFHgwABkDZiDZBZs2aZ+rVr15a9e/faxSlFj0+PU49XjzsaBAiAtBFrgOzbt0/q1atnXvPSSy/ZxSlFj0+PU49XjzsaBAiAtBFrgKinnnrKvOb444+X/fv328UpQY9Lj0+PU483WgQIgLThEiB6M7lGjRrmdZMmTbKLU4Ielx6fHmc0N889BAiAtOESIGr06NHmdTVr1pStW7faxUlNj0ePS49PjzMWBAiAtOEaIHqDuXHjxua1d9xxh12c1PR49Lj0+GLtKECAAEgbrgGi5syZI0WLFpWDDz5YZs+ebRcnJT0OPR49Lj2+WBEgANJGPAGivL/WDz/8cFm3bp1dnFR0//U44jmrIkAApI14A2T37t3SrFkzs41zzjlHdu7caVdJCrrfuv96HHo8elwuCBAAaSPeAFErVqyQKlWqmO107do16jETQaH7q/ut+6/HocfjigABkDYSESBq7ty5/jxZN9xwQ9KEiO6n7q/ut+6/Hkc8CBAAaePss89OSICo999/X4oXL262p2uI79q1y64SKLp/3lrnut+6//HyAqRu3bp2kRMCBEBgHXHEEabBa9SokSxatMgujtnMmTOlTJky/j2RoN5Y1/3y7nno/up+x+unn36SCy64wGyzZMmSdrETAgRAYN11111SrFgx0+gdcsgh0qdPH9mwYYNdLSZ6Gahq1apmm9qrKWhdfHV/vN5Wup/xXrbatm2bPPDAAyY0dJvaDfjyyy+3qzkhQAAEmv41ft1115mGTxvASpUqyahRo2TPnj121ajpjWivd5ZuV7vFFvaIdX1/3Q/vOHX/4rlhriZMmCC1atUy29PHxRdfLJmZmXY1ZwQIgKQwf/58admypd8YHnvssXHdF9AA0ga7SJEiZns6PcjEiRPtagVC39ebnkT3R/crnoDUsxZvjXh9nHDCCVGtWBgrAgRAUpk8ebLUqVPHbxw7dOggy5Yts6tFTUd0e9Oe6ENnudW/3GOdJiRWun19H29WXX3ofriMMPf88ssvcvXVV5uR6rq9ypUrm9l68+tYCBAASUdnoH3wwQeldOnSpqHUXkr/+Mc/5Pfff7erRkUb2H//+99SvXp1vzHXSz+64l+il8fV7el2s19a0vfV93dt6LXH1qOPPirlypUz29P7Rn379pXffvvNrppQBAiApLVq1Sq54oor/Ia4WrVq8uyzzzqP89AR308++aTp5uptUx96ueyWW26RqVOnytq1a+2X5Unr6+v09bqd7NvV99H3i2eE/BtvvCF/+9vf/G22bdvWdNctCAQIgKT32Wefyamnnuo3oqeccop88skndrWoaQDpMrG61rjX7Tf7Q//Sb9KkiXTv3l169eolt956qwwaNMh81f/r81runRFkf+j2dLu6fdegU3om4w201MdRRx0lb7/9tl0tXxEgAFKCrtL3/PPP57gMpQ25jn+Ix/bt280N6IEDB5ob096I9mgfWl9fp6/X7ej24rFx40ZzNqPdmnX75cuXl3/+85+FMjCSAAGQUrZs2SJ33323HHrooaaBLVWqlDk7iLfhzk4vS33wwQcybtw4ee6558z2vYf+X5/X8lgvd+VFe2XpfRLtxqzHpTfKr732Wvn111/tqgWGAAGQkn744Qfp1KmTfyZQu3Ztefnll+1qSUEvdx133HH+sZx55pny9ddf29UKHAECIKVp45u9q+wZZ5wh//3vf+1qgaQh2LFjxxwhWFhjVXJDgABIedo9Vns76bgI7/LPNddcY8ZNBJFehtNpXLzJH/PjMlwiECAA0oaOi/j73//u34DWXlKFdQM6N9oRQO+hZO8IoPNWrVy50q4aCAQIgLSjXWDbtGnjN9LaBfatt96yqxUo7YqsXX+9fdKuyJ9++qldLVAIEABp680338wxCE9DpaAG4XlyGwypZyHxjBEpKAQIgLSml68ee+wxf9CfXt7Sy1z5PQ2I3s8YPHiwub+h76v3O+68807n6VgKAwECABKaiFBvrGefiFBvvLvOT5WXSZMm5ZgQ8qKLLoprQsjCQoAAQDbaxVe7+nqNu3YBTtRU6PPmzTNjOLxt69xYiVhtsLAQIACQCx10qOMuvMZeByW6Lsako8V1USzv7EZHk48ePTquNT+CgAABgDC85WC9+xQ6PYpOk6LjNKKxe/duefzxx818Vd79lZtvvtnMZ5UKCBAAiEAnZOzWrZt/NlKjRg0zcaOO2wjnnXfekQYNGvivad26tXz77bd2taRGgABAlHSK+JNPPtkPBZ1C3l5BcPHixXLeeef5dY488kh5/fXXc9RJFQQIAMRAx2foolU6XsMLiSuvvNKcXeh6ILoaoD6n07gPHTo0MKPc8wMBAgAOdLyGLqPrzVflPfRGuS4qlcip3IOKAAGAOCxdutQf06GDEefOnWtXSVkECADEafjw4SZAtIdVOiFAACBOBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJ6NGPSMlSx4ht912r12U0ggQAIjTs8/OkHr1rpH773/JLkppBAgAxGnChG/klFOelsce+9QuSmkECADEiQABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAICTzMzfpHfvt2Xu3J/topRGgAAAnBAgAAAnBAgAwAkBAgBwQoAAgAPtdaWPjh0nyt69++xiv9wW7nlPpPIgIUAAwIHX0OvjjTcW28VhgyDc855I5UFCgACAg+wB0qHDy7JnT86zkHBBEO55T6TyICFAAMCB19Bfeukr5uvUqd/lWm4L97wnUnmQECAA4MBr6GfM+MF8bd9+guzatfeAclu45z2RyoOEAAEAB15Dv2/ffunSZbL59+TJ3x5Qbgv3vCdSeZAQIADgIHtD/957y8y/27V70T8LCRcE3vORHsmAAAHSzOTJk6VEiRJSsmRJeeWVV+xiRCl7Q69nIZ07h85CdGJFuzw7OyjCPZIBAQKkifnz50vLli3loIMOyvE466yzZMGCBXZ1RGA39NOmhc5C2rQZLzt27Dmg3BPueU+k8iAhQIAUt27dOrnuuuvk4IMPNoFRqVIlGTFihPzrX/+SihUrmue07IYbbpD169fbL0cYdkOvZyEXXzzJPPfCCwsOKPeEe94TqTxICBAgRe3evVuGDRsm5cuXNyFxyCGHSJ8+fWTDhg1+Hf137969TZnWqVChggwfPty8FnnLraF/992l5rnWrV/ItVyFe94TqTxICBAgBb3zzjvSoEED/zJVq1atZNGiRXY13zfffCPnnHOOX//oo4+WadOm2dWQTW4NffazkNzKVbjnPZHKg4QAAVLI4sWLpV27dn4QHHnkkfL666/b1cKaOnWq1K9f33/9+eefL99//71dLW1oIMycmSmzZy+3i8I29G+/vYQAAZA8Nm3aJLfddpsUK1bMNPxly5aVIUOGyK5du+yqEe3cuVMeeeQRKVOmjNmWbvP2228375FO5s9fK1deOdU05mee+ZxdHLah19Dp1Gli2PJwz3silQcJAQIksb1798qYMWPksMMOM419kSJFpFevXrJmzRq7asx0G1dddZXZpm5b3+Ppp58275nKfvllq9xzT4bfkLdt+6JkZPxoV4MQIEDS+vDDD+XEE0/0Lzc1b95cvvrqK7ta3L788ktp1qyZ/z6NGjWS2bNn29WS3s6de7IC8r/SosWzJjiaNx8ro0d/Kdu20aEgHAIESDI//vijdO7c2W/Qa9asKS+99JJdLeHGjx8vRxxxhP++Xbp0keXLl9vVkpKOJL/gggn+WUf//jNk1arf7WqwECBAkti6davce++9cuihh5oGXEeT33ffffLHH3/YVfONvtfAgQPNe3v7oP8vyH1IpO++Wy/XXvumHxxdu07JOuNabVdDGAQIEHD79++XF154QQ4//HD/r/+uXbvKihUr7KoFRs889AzE2x89M9EzlGSxceN2GTx4tpx66jMmOFq1ekFeeeV/5gY4okeAAAH2xRdfyGmnneY31I0bN5aPPvrIrlZo9F6I3hPx9k/vleg9k6DavXufGSXesuXzJjiaNv2PPPbYp/L77zvtqogCAQIE0M8//yw9e/b0e0BVqVJFnnnmmay/kA9ce7uwaa8s7Z2VvSeY9t5KRE+wRProoxU5BvnddNM7kpn5m10NMSBAgADRMRgPP/xwjjEY/fr1k82bN9tVA0fHieh4kexjUXQ8iR5TYfrxx03Sp8+7fnDoGA0NE8SPAAEC4tVXX5V69er5l4Pat28vS5YssasFno5c1xHs3nHoyHYd4V7QfvvtNxkwYIQcd9y9Jjj0spVevtLLWEgMAgQoZAsXLpSzzz7bb3AbNmwo06dPt6slHZ1LS+fU8o5L59rSObfym15Se/LJJ6Vy5cpSqlQtqVOnmwwaNMvcOEdiESBAIdGp02+88UZ/mnWdCVenWE+lmXD1WHR2Xz02PUad9femm27KMSNwImVkZMjxxx/vh9YZZ5whCxYstqshQQgQoIBpo2qvxaFBksprceixXX/99X5Y6rGPHDlS9uzZY1d1kpmZKZ06dfKDo1atWvLyyy/b1ZBgBAhQgPTSlF6i8ho6vXSll7DSha58qCsgesd/zDHHyIwZM+xqUduyZYsMGDDAH1ypy/Q+8MADsm3bNrsq8gEBAhQAvRl+wQUX+A2n3izXm+bpStdir1u3rv95XHjhhbJ06VK7Wlg6uPL555+XGjVq+Nvo1q2b/PTTT3ZV5CMCBMhH2v22f//+Urx4cdPIafdc7aZb2F1bg2DHjh3y0EMPSenSpc1no5/RHXfcIb//nvccVHPmzJFTTz3VD46TTz5ZPvnkE7saCgABAuQDHfD3n//8xwwA1EZOB9f16NHDDBBETqtXr5Yrr7zSHzRZtWpVGTt27AGDJletWmXqecFRrVq1XOuh4BAgQILpVCMnnXSS39DpVCSff/65XQ0WPbNo2rRpjjOLjz/+2JypPPjggznOVP7xj39EPFNB/iNAgATRy1XZb5Dr5Ic6CaJer0d09LMaN25cjnsb3sh2fXTo0CGmeyXIXwQIkCDaNVcbuaJFi5pp13X6dbjRz057V3mXtfRy1fvvv29XQyEjQIAEeeutt0xjp91UkRjeSohvvvmmXYQAIECABPEC5LzzzrOL4Ojcc881n+k777xjFyEACBAgQQiQxCNAgo0AARKEAEk8AiTYCBAgQQiQxCNAgo0AARKEAEk8AiTYCBAgQQiQxCNAgo0AARKEAEk8AiTYCBAgQQiQxCNAgo0AARKEAEk8AiTYCBAgQQiQxCNAgo0AARKEAEk8AiTYCBAgQQiQxCNAgo0AARKEAEk8AiTYCBAgQQiQxCNAgo0AARKEAEk8AiTYCBAgQaZN+0DKlTtGLr74ersIjgiQYCNAgATJyPhWjjrqNrnmmjF2ERwRIMFGgAAJ8tFHK+SUU56WW2551y6CIwIk2AgQIEEIkMQjQIKNAAEShABJPAIk2AgQIEEIkMQjQIKNAAEShABJPAIk2AIVIPqDoo9wIpXnZf/+/fLqq6/KRRddJNWrV5fixYtLtWrVsn7hT5F+/frJggUL7JcAMSFAEo8ACTa31jifRAqISOXhbNmyRdq1a+e/PtwDiAcBkngESLAFqtWM1JBHKg9Hzzr0dRUrVpRhw4bJsmXLZNeuXbJ+/XqZN2+ejBgxQho1amS/DIgJAZJ4BEiwxd4a56NIARGpPDfTp083rylfvrwsXrzYLgYShgBJPAIk2GJrjfNZpICIVJ6bbt26mdcMGTLELgISigBJPAIk2GJrjfNZpICIVJ6bOnXqmNdw9oH8RoAkHgESbLG1xvnMC4hIj1iUKFHCvGbHjh12EZBQBEjiESDBFltrnM/soAj3iAUBgoJCgCQeARJssbXG+SxSQEQqzw2XsFBQCJDEI0CCLbbWOJ9FCgi7fM6cOXLZZZdJzZo1pVSpUtKgQQMZMGCAbN682a/j3UQfOnSo/xyQHwiQxCNAgi18a10I7ICw2eWnn366jBs3TpYsWSI7d+6U5cuXS+/evaVVq1Z+Ha8bb4UKFUw9IL8QIIlHgARb+Na6ENgBYYtUrjZt2iQlS5bM8Zw3kLBSpUoyfPhwyczMNAMJN2zYIPPnz5eRI0dK48aNc7wGiBUBkngESLDl3RoXsEgBkVf5vn37ZOXKldK3b1/p0qVLjjKmMkFBWL58k5xxxrMyatSXdhEcESDBFqhWM1JDHq48ewg0bNhQNm7caFcxkylOmTJFOnToYCZTLFasmFStWtVMpti/f39ZuHCh/RIAhYwACbYDW+MktXv3blm0aJG0adNGevToYRcDSEIESLClTIB41qxZI2XLlrWfBpCECJBgS7kA0Z5YlStXtp8GkIQIkGBL6gDRH66ZM2eaadm3bt1qxoVo1967777brhoVvU+iN9wBBAMBEmxJHSAZGRnStm1bM8ZDu+g2bdpUxo4da4LARevWraVGjRrmMlhK0s/llVdE2rcXqVpVpFix0NfzzxeZNClUjphot119dOw4Ufbu3WcX++VwQ4AEW1IHSKJdfPHF5of1qquusouSX9YZmgkO7cUW7qFBovUQNS8g9PHGGwdOl0OAxIcACTYCJBudL0u79xYtWlS+/DLF+vJ37hwKiayzNRkxQmTlSu26JrJqlcjIkSIVK4bKtR6ilj1AOnR4WfbsyXkWQoDEhwAJNgLEcvvtt5sf2ObNmztfCgucmTND4VC6tMiiRXZpiD6v5Vpv1iy7FGF4AXHppa+Yr1OnfpdrOdwQIMFGgFh0KpQqVaqYH9oXX3zRLk5Ol18eCoZBg+ySnLRc611xhV2CMLyAmDHjB/O1ffsJsmvX3gPK4YYACTYCJBdjxowxP7RHHHGE/PHHH3Zx8qlbNxQM335rl+SkZyFar359uwRheAGxb99+6dJlsvn35Ml/fc4ESHwIkGAjQHKh82o1atTI/OAOHDjQLk4+JUqEgiHSolrbt4fqWZNRIrzsAfHee8vMv9u1e9E/CyFA3G3btk2OPPJI83s4efJkuxgBQICE8eGHH5ofXJ3ZVwcnJrVYA6RUKbsEYWQPCD0L6dw5dBYyYcI3B5QjehMmTJBatWqZ30F9vPbaa3YVBAABkged1Vd/eO3ZfZMOl7DyjR0Q06aFzkLatBmfldd7DihH3ubOnSstWrTwg+P444+X8ePH29UQEARIHvTMw1tTffbs2XZx8ujePRQMgwfbJTlxEz1mdkDoWcjFF08yz73wwoIDypG7tWvXytVXX2260Ovvm05H9NRTT8nevX91SEDwECAR3HvvveYHWu+J6L2RpDRjRigYypShG2+C5RYQ77671DzXuvULuZbjL7qw26OPPirlypUzv2c6DkvX9Pntt9/sqgggAiQC7YWlvbH0h/vpp5O4IejYMRQOOmBQBw7qAEIdSLh6tcioUQwkjGDTph2yYsUm++lcAyL7WUhu5b//vlOWLj1wzZp088Ybb/g3yfWh0xJ9913OcTQINgIkCjoeRH/AdXyIjhMJtI8/FtGeY/aiWjpJ5HnnhUIi3KNdu9ynMtEBlUOGiLzwgraOdmlK095UY8d+bVYaPO20/5ggyS63gFBvv70kbIDcc0+Gea5Pn3clMzP9/tL+9ttv/e65+jjqqKOyPq+37WpIAgRIFHREerNmzcwPu45UD6QVK0Quu+yvMMit26MGgU6aqEGRFYZyyCGhr/r/iRPDT6a4fv1f29W14z/6yK6RkmbOzDTTk3ghcNddM83ZRXa5BYTSep06Tcy1XAcdtmz5vHm+adP/yD//+Zk5K0l1ulLozTffnPVjd4j5XSpfvrw8/vjjZjE4JCcCJEo6N5be4NNrtN9//71dXHi2bRO5//7Q2A1t4A89VP/EFUn0zceXXxY5/PC/gqRr11BopaAlSzbI9de/5Tf+OkDw889X2dXisnHjdhk8eLaceuoz5j1atXpBXnnlfwcEVCrYs2ePjB492syYrcGhv0fXXnut/Prrr3ZVJBkCJAY9e/Y0vwDtdVbbIJgwQaRWrb8a9UsuEcnMtGsljl7euvfeUEjp++n4kvvu0xtFds2kpJenHn74I79RP+eccVknZotynaY9Ub77bn1WY/qmH1Zdu07J+mNltV0tael6Pccdd5x/uerMM8+Ur7/+2q6GJEWAxODnn3+WMmXKmF+EadOm2cUFZ+5ckdNP/ys4TjhB5IMP7Fr558cf/5rdVx81a4q89JJdK2noDLo68O/ss/+6rDR06CeyeXOEgZcJpKPYL7hggh8k/fvPkFWrfrerJY0ffvhBOnbs6AdH7dq1s8J4ol0NSY4AidGQIUPML8TRRx9d8Ndu164VufpqkaJFQw23Lt371FOJv1wVrQ8/FDnxxL+CREPtq6/sWoH22Wcrs07cQqPH9XHjjW/LsmWF00Nq58498vTT/5UWLZ41+9K8+VgZPfpL2batgH/O4qAret51111SvHhx83tSqlQpGTRokGzXWQ6QcgiQGO3cuVPq1atnfjmGDx9uF+ePXbtEHn1UpFy5UEOtKwn27SsShL7yGl5jxogcdlho3zTcevUKhV2AaZfcv/99mh8cF100UTIyfrSrFYq1a7f6PbX00bbti/LWW0vC9nEIAu1o8txzz0n16tX9s47LL79cVuq6M0hZBIiDqVOnml8QXUp33bp1dnFivfGGyJFH/vVXftu2euHcrlX4tHvzrbeGwk33s2xZkaFDQ+EXIFu27JInnphjuuRq43zmmc/Js8/OyzEFe1DMn79Wrrxyqh8kPXq8JgsX/mJXK3SffvqpNGnSxA8O/bc+h9RHgDg655xzzC/LjTfeaBclhs5b1br1X8Fx1FE6uMCuFTyLF+ccb6Lh9/rrdq0Cp72bdLEnb3R4kyZPywMPfCjr12+zqwaK7vebb35v5tbygmTgwAz55ZctdtUCp2cXepbhBYeefehZSMosxIaICBBHCxculIMPPtg8FixYYBc727Fxo/xx882hMRraAJcvL/L446FR48lE129o0MAPkm+ywnBVuGlU8tlnn82XTp1G+Q1wr16vZ+VzcnUh/eOPXTJy5BfSrFnozOn442+Rxx77P9kRaYblfKD3MwYPHmzub2hw6P0Ove+h9z+QXgiQONx0003mF+iss86yi2Lm9ZW/vFIleUsbXb2XcO21IsncV15Db9gw2ZgVgo9mHVODrFDs06ePGVBWEHQyTJ1JuVSpWlKr1mXStu2zZp6qZLZy5e9Zn+EEqVq1ddYfLyWlTp06BbpWxqRJk8x7emcd2tNq2bJldjWkCQIkDuvXr5eKFSuaX6QpU6bYxVHL3le+ctZjzJlnys4U6iu/a906GX3ddeZsTY9RB5SNGjXKhGZ+0PnLdCEwbyZl/frII/+X9ZdzsO7HxCMj4xM55phj/Ia8ZcuWMn/+fLtawujYDR3D4b2f/rzqzy3SGwESpxEjRphfqLp168Z8OUH/csveV17/stO/8FLVvHnzTEPnHe+xxx4r77//vl0tLrp2hDf5pT70DCTpFwQLQwNYg9gb4a0BfV1WUCeyY4eOFtdR49406/peeqacX+GP5EKAxEl/kby/BB966CG7OFe59ZXXa8rp0ldeL7lkvwzSoUOHuC+D6FQz3nxl+tDp95N6DZcYbNiwwVwazD7H1LBhw+Iap6Sv1XmqdFu6Td22zmNVUJcfkRwIkAR47733zC+ZjlJfrdOjh0Ff+b/o2ZqGZunSpc3noGF65513yu+/xzb6es2aNXLVVVdJkSJFzHYOO+wwM+1+Oi5EtGjRImnVqpX/s9WgQQN5RzszxEhnxtUZcr3ttG7d2sygC9gIkAS58MILzS/blVdeaRcZ9JXP3apVq+SKK67wP5dq1arJs88+G3HxLh3Q+cgjj/hTy+gklzpTcuCn2y8Aun549nU22rVrJ4u1e3UEuhaHrsnhvU63oWt2AOEQIAmydOlS81e0/iX8+eef+8/TVz46n332mZx66qn+56Qr1H3yySd2NeOll16SQw891K97/vnnB2uG5ADQlf502p2yZcv6AXvbbbflGrC6+p+uAqh1vM9eVwnUbQB5IUASqH///uYXsGnTprJt2zYzBxB95aOnofr888/7waCP7t27+5f4vvnmG38Apz40RAp1UsskoJf4evXqleMS35gxY8wlPn3ouuO6/riW6Y1yXZdc1ycHokGAJJBev69atar/V5zX0GlPK52dFNHxbgZ7Zxkawnp24j3v/VWtvbgQna+++kqaN2/u/0z+7W9/y3GZ6/TTT5e5OsszEAMCJIG0r7w30aI+tHcWfeVj5wWF3hTu1KmT/3nqX8jXX3+9ZGRkmP/rWATERpdnrlmzpv+Z1qpVSyboujKAAwIkAey+8t7lAr1khdh5AaIDAtULL+j8VafIrFmzzP81qAkQd/q5du3aVS655BJzqRVwRYDEIVxfee06qSGiI6B/1MWXEBM7QGwECBAMBIgju6/8ueeem6OvvP6Fp89ffPHF2V6FaBAgQHIgQGIUbV/5n376SUqWLGnq6DV7RI8AAZIDARIll77y999/v6l7wgknpOXIaFcECJAcCJAI4ukrrzcotZeLvk63gegQIEByIEDy8MEHH5izB+9yVYsWLWLuK69dJPW1OoBLz2IQGQECJAcCJBeZmZmmi6MXHPH0ldfR1TpIS7ejl8AQGQECJAcCJJutW7fKPffc44+A1pvgeh8j3r7yetail770/onehEfeCBAgORAgEjpLGDdunNSoUcM/67jssstkxYoVdlVnet9Et3veeefZRbAQIEBySPsA0ZlzdfJDLzhOOukk+fjjj+1qcdOb7t4cTjqGBOERIEBySNsA0YWfevTo4U87opMgjh07NuI6FPF47LHHzHvpQj95df9NdwQIkBzSLkB0JTxdejb7Snh33HGHbN682a6acBoa3gyoOgUKckeAAMkhrQJkypQpUrduXf9yla4iqAtBFSQdta7vrQMRdRJGHIgAAZJDWgTIggUL5KyzzvKDo2HDhmYd88Ki82bpflx33XV2EYQAAZJFSgfI+vXr5YYbbpCDDz7YNDgVK1aUESNGyJ49e+yqBUonXdRGUrv2amOInAgQIDkkJEC8v+zDiVSeaDrN+vDhw6VChQrmfTVAevfuLRs2bLCrFppbbrnF7NuZZ55pF6U9AgRIDglp1SMFRKTyvOgYjVdffVUuuugiqV69urnpXa1aNbPAUL9+/czlqeyWLVsmRx99tP+euoa2rqUdNBs3bpRKlSqZfZw0aZJdnNYIECA5uLXqlkgBEak8nC1btki7du3814d7ZKdnHvpc/fr1ZerUqTnKgmb06NFmX2vXri3bt2+3i9PWgKwAuSvrc9kVJkBWZwWIlg8nQIBCFXurnovcGvLsIpWHo2cd+jq9dzFs2DBzdqFdYfXexrx588z9jEaNGuV4jd7f+Oijj2Tnzp05ng8i3Vf9K1qPcfDgwXZx2tqUFSCbsj6T/WECZG9WgGj5FgIEKFSxt+q5iBQQkcpzM336dPMaXS528eLFdnHKmDlzpjnOUqVKycqVK+3i9JQVIKI/L2ECRLTjgZYTIEChiq1VDyNSQEQqz023bt3Ma4YMGWIXpZyOHTuaY+3evbtdlJ4IECApxNaqh+EFRKRHLOrUqWNek8pnHx69NKczAOu0Kp9++qldnH4IECApxNaqh2EHRbhHLEqUKGFeo1OPpIM777zTHG+TJk3ydT6upECAAEkhtlY9jEgBEak8N+kWINrjTLsp6zE/99xzdnF6IUCApBBbqx5GpICIVJ6bdLqE5dHg0GPWINFASVsECJAUYmvVw4gUELmVz5kzxyzaVLNmTdMDSac4HzBggD8rrncTfejQoTlel8r00pVewtLj1ktaaYsAAZJC+FY/BrkFRHa5les64boK4JIlS8yYjeXLl5vpRlq1amXKvW68Oh2J1kkXehNdb6brTXW9uZ6WCBAgKYRv9WOQW0BkF6ncs2nTJrMOuccbSKhTfugI88zMTDOQUOe0mj9/vowcOVIaN26cbQupQbvz6nFr9960RIAASSFyqx6FSAERqVwv3eggur59+0qXLl38512mMkkF+lnoZT09Nh1omHYIECApFHrrmz0IdJ0OnWQwO51MUReC6tChg7m5XKxYMbP8rE6m2L9/f1m4cGGO+qlCpzbRz6Rnz552UeojQICkUOgBonT69UWLFkmbNm3MOuUILX/7r3/9K5AzCec7AgRICoEIEM+aNWukbNmy9tNINwQIkBQCFSDaE6ty5cr200g3BAiQFAotQHRdcL1BrFOzb9261YwL0a69d999t10Vf4p1ca1InQwilRcaAgRICoXWemRkZEjbtm3NOA/tptu0aVMZO3asaSRxIJceabk9l12k8kJz4oki9epp9zy7JOTXX0XKlRO59FK7BEABCmDrgdy4LK4VKSAilReaPXu0F4H9bE7hzk4AFJgAth6wuS6uFSkgIpUDQF5oPZKA6+JakQIiUjkA5IXWIwm4zkwcKSAilQNAXmg9koDr2iheQER6AIALWo8kkJYBor3xXnlFpH17kapVRYoVC309/3yRSZNC5QAKVUBbD2SXdpewtm4NBYfuW7iHBonWA1BoAth6wOa6uFakgIhUXmg6dw6FRIUKIiNG6PTEOmGayKpVIiNHilSsGCrXegAKTQBbD9hcF9eKFBC5lUdaKTLf6fT1uk+lS4ssWmSXhujzWq71Zs2ySwEUkPCtCwLFZXGt3AIiu9zKI60Ume8uvzwUDIMG2SU5abnWu+IKuwRAAQnfuiBQCnMqE3ulyHxVt24oGL791i7JSc9CtF79+nYJgAISufVAYMS6uFakgIhUHm6lyHxVokQoGCL1ONu+PVSvoIINwAHCtx5Ia9nPanJbKTLfxBogpUrZJQAKCAGCsAplpUguYQFJgwBBRAW6UmT37qFgGDzYLsmJm+hAoSNAEFGBrhQ5Y0YoGMqUoRsvEHAECHIIxEqRHTuGwkEHDOrAQR1AqAMJV68WGTWKgYRAQBAgyCEQK0Vu2SJy3nmhkAj3aNeOqUyAQkaAIJg0sHTSRA2KKlVC66TrV/3/xIlMpggEAAECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAn/w84uBDOXDxFgQAAAABJRU5ErkJggg==)
PN: 4H51-1-1G
CAS: 306934-84-9
Molecule Weight: 306.406
Formula: C17H26N2O3
![4-[(4-Amino-2-fluorophenyl)(methyl)amino]piperidine, N1-Boc 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)
PN: 4H51-3-42
CAS: 952285-83-5
Molecule Weight: 323.412
Formula: C17H26FN3O2
![4-[(2-Amino-5-methylphenyl)amino]piperidine, N1-Boc 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)
PN: 4H51-1-2A
CAS: 950772-98-2
Molecule Weight: 305.422
Formula: C17H27N3O2
PN: 4H56-1-500
CAS: 1159976-32-5
Molecule Weight: 277.368
Formula: C15H23N3O2
TSCA: Not listed on TSCA inventory