![4-[3-Bromo-5-(methoxycarbonyl)pyridin-2-yl]piperazine, N1-Boc 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)
| Product Number | 4H58-9-08 |
| Synonyms | tert-Butyl 4-[3-bromo-5-(methoxycarbonyl)pyridin-2-yl]piperazine-1-carboxylate |
| CAS | 906559-32-8 |
| MDL Number | MFCD09865015 |
| Molecular Formula | C16H22BrN3O4 |
| Molecular Weight | 400.273 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-9-08
CAS: 906559-32-8
Molecule Weight: 400.273
Formula: C16H22BrN3O4
![4-[5-(Methoxycarbonyl)pyridin-2-yl]piperazine, N1-Boc 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yBAS2IiCA5QgIbEVAAMsRENiKgACWIyCwFQEBLEdAYCsCAliOgMBWBASwHAGBrQgIYDkCAlsREMByBAS2IiCA5QgIbEVAAIulpqbKhRde6AXkrrvuMoeBAkVAAEt9+eWX0rBhQy8ewVvnzp1l48aN5lSgQBAQwDJbtmyR7t27h6JRpUoVueKKK6RYsWLefxcvXlweeeQROXjwoPmtQL4iIIAlDh8+LI899piULFnSC0XRokXloYcekn379nnjP//8s3Tq1CkUljPPPFPefPNN416A/ENAAAtMnDhRatSoEYpD+/btZd26deY0z2effSZ//vOfQ3Mvu+wy+eabb8xpQJ4jIEAB+vbbb+XKK68MxeCCCy6QOXPmmNNOcvz4cXn11VelUqVK3vcVKlRIbrnlFtm+fbs5FcgzBAQoAL/++qv07t1bChcu7AWgQoUK8uKLL8qxY8fMqTnas2eP/O///q8kJSV591O6dGn597//LUeOHDGnAjFHQIB8lJKSIs8884ycdtpp3gq/SJEicvfdd8vu3bvNqRFZvXq1tG7dOrQlc/bZZ8t7771nTgNiioAA+eSDDz6Q8847L7SSv+aaa+SHH34wp0Xlo48+ktq1a4d+xl//+lf5/vvvzWlATBAQII/99NNP0rJly9BK/ZxzzpHp06eb02Lm6NGj8uyzz0rZsmVDWzl33nmn7Nq1y5wKRIWAAHnkjz/+kHvvvddbgeuKvEyZMvLUU095b2Plh99//11uu+02OfXUU72fX758eRk5cmTE+1mA7BAQIMb0CKmXX35ZKlas6K24dUf5rbfeKjt27DCn5otly5bJX/7yl9AWUN26dWX27NnmNCBiBASIoXnz5slFF10UWlk3bdpUli5dak4rEJMnT5aaNWuGHtvf/vY3Wbt2rTkNyDUCAsTAhg0b5Prrrw+tnM866yx5++23zWkFLjk5Wf71r39JqVKlvMepZ7s/8MADobPdgUgQECAK+/fvl4EDB4auU1WiRAl59NFH5dChQ+ZUq2zdulVuuummUPD0eltjxozxrv4L5BYBAXxIS0uTN954Q04//fTQSvjGG2+UTZs2mVOttnDhQmncuHFoGS655BL54osvzGlAlggIEKFFixZlWuk2aNAgpivdnTt3epdyHzdunHfTCywGb8Gv6bjOi4VgDKtVq5Yphps3bzanApkQECCX9G2fm2++OdPbPqNHj476bR89Surpp5/2zhUJHrmV25vO1+/T79f7iYa+HTdgwIBMb8cNGTLE+rfjUHAICBBGVjue+/fvL3v37jWn5ppeaVf3nZxxxhknRUFX3PXq1ZOuXbtKr169vEud6NaH/qn/rV/XcZ1nfq/en95vdlfyzY3169efdEDAhAkTzGkAAQFyooe+1qpVK7Qyve6666I69PXzzz/3LmGScaVftWpVb4e2vjUV6X3rfP0+/X69n4z3qz9Hf55fc+fOzXRIsn6olS2HJMMOBATIwvLlyzOdfFenTh2ZNWuWOS3Xvv76a2nevHno/vRTBfVTB/XS7boPIhb0fvT+9H71/oM/S3+u/nw/sjspUq8mDBAQIAO9/Mftt9+e6fIfI0aM8H35D92vcM8994Qu266XW9e3mPL6ulR6//pz9OcFV/z6OPTx+KFXC854WRa9mnB+XpYFdiIggAQuQPjcc89JuXLlvBWkBqRPnz5Rrejnz58v1atXD93ffffdF7Mjp3JLf57+3GAQ9fHo4/Lrxx9/zHRhyHPPPTdPLwwJuxEQOO/jjz+O+SXQ9TM/gv9ar1+/vixZssSckq/05+vj0Mejj0sfXzRmzJjhxSP4nLVo0SLml6aH/QgInKWfLX711VeHVoKx+BAmfUtHz6EI3uf999/v++2vWNPHoY8n+Nj0cUbzFpR+rx4+nPHDsbp16xZ3J1PCPwICZ2XcLxGLj4E9fPiwtGnTJnSf77zzjjnFCvq4gvtG9PHq446G+fG8Z555pjkFCYqAwEl6dFHwX+KxOONaT7YLHrWln2/+zTffmFOsoo9PH6c+Xn3csThZ8D//+Y93f/p2INxAQOCkjAHRHejR0DPRO3To4N2XnosR7f6T/KKPM3juiD7+aM+o10vZ633pJezhBgICJ8UyIHp4q96PfoRsvMQjSB9v8KNvdTmiQUDcQ0DgpFgFRM8C1/tISkryTuKLR/q49fHrcujy+EVA3ENA4KRYBESvN6Wfc673oWdrxzN9/Locujx+r6NFQNxDQOCkaAOi39+kSRPv+/XCg4kgeAFFXS5dvkgREPcQEDgp2oAE/8WuV7+N5mx1m+hyBK8O7GeLioC4h4DASdEERFe0wYsLTpw40RyOa7o8uly6fJGGkYC4h4DASdEEpG/fvt73XXXVVeZQQtDl0uXT5YwEAXEPAYGT/Abkt99+k5IlS0qhQoXk22+/NYcTgi6XLp8upy5vbhEQ9xAQOMlvQB555BHve1q3bm0OJRRdPl1OXd7cIiDuISBwkp+A6EfbBi//oSvLRBaMgS6vLnduEBD3EBA4yU9Apk6d6s3Xj3l1QfDjbHW5c4OAuIeAwEl+AtKxY0dv/rBhw8yhhKTLqcury50bBMQ9BAROijQg+lGw+jnjunPZlc+70OXU5dXlzs1H4RIQ9xAQOCnSgHzyySfe3EsuucQcSmi6vLrcuvzhEBD3EBA4SQNSpEgp75abgPzzn//0Vo79+vUzhxKaLq8uty5/OATEPQQETjp+PFWqV+/k3Y4dC3/dp0svvdRbOX7wwQfmUELT5dXl1uUPh4C4h4DASampadKw4Wve7dixnD9IKS0tTUqVKuWtHPXjW12iy6vLrcuvz0NOCIh7CAicFElAtm7d6q0Y9YOXXBT8wCl9HnJCQNxDQOCkSAISXDE2btzYHHKCLrcuf7iTJwmIewgInBRJQMaPH++tGLt06WIOOUGXW5dfn4ecEBD3EBA4KZKABD/7o3fv3uaQE3S5dfnDfUYIAXEPAYGTIgnIU0895a0Y77vvPnPICbrcuvz6POSEgLiHgMBJkQRkyJAh3opxwIAB5pATdLl1+fV5yAkBcQ8BgZMiCQhbIGyBIGsEBE6KJCDsA2EfCLJGQOCkSAISPAqrc+fO5pATdLl1+TkKCyYCAidFEpDgirFRo0bmkBN0uXX59XnICQFxDwGBkyIJyLZt27wV42mnnWYOOUGXW5dfn4ecEBD3EBA4KZKA6DWgSpcu7a0ct2/fbg4nNF1eXW5dfq6FBRMBgZMiCYjSlaKuHKdNm2YOJTRd3txGgYC4h4DASZEGZNCgQd7K8d577zWHEpoury63Ln84BMQ9BAROijQgc+bM8VaOF110kTmU0HR5dbl1+cMhIO4hIHBSpAE5fPhw6DNBVq9ebQ4nJF1OXV5dbl3+cAiIewgInKT7gy+9dLQ0aTLai0lu3Hzzzd4K8uGHHzaHEpIupy6vLnduEBD3EBA4a968n2Xu3A3ml7M1a9YsbwVZs2ZN7zPVE5kuny6nLq8ud24QEPcQECCXdKVao0YNbyU5adIkczih6PLpcury5jaWBMQ9BASIwAsvvOCtJOvVqxf2vIh4pculy6fLqcubWwTEPQQEiIDuTK5SpYq3opw6dao5nBB0uXT5dDlzs/M8iIC4h4AAERo+fHhoX8ihQ4fM4bimyxPc96HLGQkC4h4CAmcED9vt0GGSHD9+8qG7wfFwjh07Fjo/YuDAgeZwXNPl0eXS5dPljAQBcQ8BgTOCgdDb9Oknn8uR24CoBQsWSKFChaRIkSLy1VdfmcNxSZdDl0eXS5cvUgTEPQQEzsgYkHbtJp50AmEkAVHBy3ycddZZsmvXLnM4rujj1+XQ5fF7uRYC4h4CAmcEA9Gly7ven++991OW47mVkpKSPr+ht9Js2bKlHD161JwSF/Rx6+PX5dDl0eXyg4C4h4DAGcFAzJ693vuzbdsJ6SvLE+c4RBoQtX79eqlYsaK34rzpppvi7tBefbz6uPXx63Lo8vhFQNxDQOCMYCD00iWdO0/2/j558g8njUdq0aJFUrJkSW/lec8998RNRPRx6uPVx62PX5cjGgTEPQQEzsgYiFmz1nl/b9PmrdBWiN+AqI8++sjbAR3cErH97Sx9fMEtD33c+vijFQxIkyZNzCEkKAICZ2QMhG6FdOoU2AqZMOH7k8b90JVwcEtE9yns3r3bnGIFfVzBfR76eGMRj2+//TZ0aHPlypXNYSQoAgJnmIH45JPAVkjLlm9KcvKxk8b90LeBgvtE9Kgm2w7x1ccTPNpKH2e0b1v9+uuv0rt3bylcuLB3n8WKFZNHH33UnIYERUDgDDMQuhVyww3veF8bP37FSeN+6Y7o4NFZ+vaQnpxX0Ges68/XxxF8m00fXzQ7zPVIraefflpOO+200HLq/hRbt7qQNwgInJFVID7+eK33tWuuGZ/luF+6gu3bt6+3ctWbXh5kypQp5rR8oT83eHkSvenj8nuorpoxY4ace+65oftr0aKF/Pjjj+Y0OICAwBlZBSLjVkhW49HSM7qD+wb09uc//1neeeedXF8i3S+9f/05+vOCP1sfh58zzIM0EhqL4P1pRDQmcBcBgTOyC8SHH67JNiDr1++WPn0+lIkTV2V5/azc0GtK6YUJg1fxDW6R6Cf+xfrjcfX+9H4zbnHoz9WfH+m1rYL0bSl9eyr49pe+bfXUU09FtRWDxEBA4IysAqF0K+T66ydlOT5nzobQ1/WorUWLtmYaj4ReGn3kyJGhndjB24UXXuhdPmTatGneTulI6Hz9Pv1+vZ+M96s/R39eJJdkz0iD89JLL4UOCtAd5bfeemvEjxGJi4AAYWhE9NpZwZDcd99M2bx5rzkt1/TtpdmzZ3ufNR487DfjTf+F36hRI+nevbv06tXLi8Njjz3m/an/rV/X8eAO7Iw3vT+9X73/aN4mmzt3bqYgXXHFFbJ06VJzGhxHQIBc0JMNR4/+Tq68cqwXkcsuGy3PP79YDhyI7m0cPTpqzpw5MmjQILn88suldOnSJ0Uhp5vO1+/T79f7ifZoLz0y6/rrrw/dv27FTJgwwZwGeAgIEIHffjsogwfPD22N6Dkk77+/2nsbLFa2b9/ubQGMGzdOxo4d6219BG/63/p1Hdd5sbJ//34ZMGCAdx6HhqNEiRIyZMiQqIOExEZAAB9WrvxVevacFgpJjx7vyXffxW6Fnl/0elhvvPGGVKtWLbTV0a1bN9m8ebM5FTgJAQF80msm6hFcrVu/FQrJwIG6ZXDAnGqlhQsXSuPGjUPhuOSSS+SLL74wpwHZIiBAlA4dOiovvfSNXH75GC8iTZuOlVdfXepdHsVGW7duDV1IUW96mO+YMWMkNdXfYcpwFwEBYmTbtn3ywAOzQ1sj1177tne9LVskJyfL0KFDpVSpUl44ihYtmv54H5B9+/aZU4FcISBAjC1Z8ot07TolFJK///1tWbGiYEMyefLkTCcX/u1vf5O1a9ea04CIEBAgD+hRWe+++6M0bz5ezjmnj5QvX987CW/Hjh3m1Dy1bNky+ctf/hIKR926db1zRIBYICBAHtq3L1kGDXpZihcv563Ay5QpI8OGDcvzy4D8/vvvctttt8mpp57q/dzy5ct7Z6X7vZwJkBUCAuSDn376KfQhTno755xzZPr06ea0qOknDT777LNStmxZ7+fo9avuvPNO2bVrlzkViBoBAfLRBx98IOedd14oJNdcc4388MOJz2WPhn6yYO3atUP33bx5c/n++8CnLQJ5gYAA+UzfvnrmmWcyfRjT3Xff7fvDmPQKvK1btw6F4+yzz5b33nvPnAbEHAEBCshvv/2W6eNgK1SoIC+++GKu91Ps2bNH7rvvPklKSgrtX/n3v/8tR44cMacCeYKAAAXsu+/0Io1XhrYgLrjgAu/CiNnRq+y++uqrUqlSJW9+oUKF5JZbbonptbGA3CAggCUmTZokNWrUCIWkffv2sm5d5vNHPvvss0yfMqhX4v3mm28yzQHyCwEBLKIf/qRX3Q1+ToieLf7Pf/7T2xneqVOnUDjOPPNMeeutt8xvB/IVAQEstGXLFu+Do4LBCN6KFy8ujzzyiBw8eND8FiDfERDAYl9++WVoa+T888+XjRs3mlOAAkNAAMv17NnTC8ioUaPMIaBAERDAcgQEtiIggOUICGxFQADLERDYioAAliMgsBUBASxHQGArAgJYjoDAVgQEsBwBga0ICGA5AgJbERDAcgQEtiIggOUICGxFQADLERDYioAAliMgsBUBASxHQGArAgJYjoDAVgQEsBwBga0ICGA5AgJbERDAcr173yPFi1eTsWPfNoeAAkVAAMvdf/9rUqvWLTJp0ufmEFCgCAhgucGD50vDhq/JtGmrzSGgQBEQwHIEBLYiIIDlCAhsRUAAyxEQ2IqAAJYjILAVAQEsR0BgKwICWI6AwFYEBLAcAYGtCAhgOQICWxEQwHIEBLYiIIDlCAhsRUAAyxEQ2IqAAJYjILAVAQEsR0BgKwICWI6AwFYEBLAcAYGtCAhguZkz18kNN7wjGzb8YQ4BBYqAAAB8ISAAAF8ICADAFwICAPCFgAAAfCEggGX0kF29degwSY4fTzWHQ+NAQSMggGWCgdDb9Oknn/tBQGALAgJYJmNA2rWbKMeOZd4KISCwBQEBLBMMRJcu73p/vvfeT1mOAwWNgACWCQZi9uz13p9t206QlJTjJ40DBY2AAJYJBiI1NU06d57s/X3y5B9OGgcKGgEBLJMxELNmrfP+3qbNW6GtEAICWxAQwDIZA6FbIZ06BbZCJkz4/qRxoCAREMAyZiA++SSwFdKy5ZuSnHzspHGgoBAQwDJmIHQrRC/nrl8bP37FSeNAQSEggGWyCsTHH6/1vnbNNeOzHAcKAgEBCohuWXzxxWbZunVfpq9nFYiMWyFZjaulS3+RVat+M78M5BkCAhSAZct2SI8e73khuP32DzKNZReIDz9ck21ANDBNmoz2vv7gg5/KL7/szzQO5AUCAuSj7dsPyMCBc0MRaN36LVm8eGumOVkFQmkkrr9+UrbjY8cuk8svH+ON6Z8vv7xEDh06ak4DYoaAAPlAj5569dWl0rTp2NAK/sUXv4n5Cl63PB56aE4oMnr+yEcfrZG0NHMmED0CAuSxmTPXeZcjCa7U+/effdJ+j1j77rvt0r371NDPvOWW9+X779k/gtgiIEAe+fHH36V37xmhlXjXrlNkyZJfzGl5Rt/ymjZttbRoEThyq1Gj12Tw4Pny+++HzKmALwQEiLFduw7J0KGfS+PGo7wVd/Pm4+Xdd3/0VugFYf/+FHnuuUVy6aWBnexXXfW6t78k4wUaAT8ICBAjR4+myrhxy+Uvf3nDW1HrUVHPPLNQ9u07Yk4tEJs27ZF77/0ktEWknzUyd+4GcxqQawQEiIHPP9/ofQRtcOV8110fy88/7zGnWWHhwi3SsWPg+lp6u+OOD2Xt2t3mNCAsAgJEYcOGP+TOOz8KrYz1MNsFCzaZ06yjn3KoF2ds1iywtaRvt/3731/Inj3J5lQgWwQE8OGPP/bIww+PkgYNnvNWwPq2lV6nSt/GiicaDA1HcH+NBmX8+EXpy3HMnAqchIAAETh27Ji8+OKLUqFCBSlXrp6cd97d3g7z3bsPm1Pjypo1u7y3si655BWpWfPm9DC2lJkzZ5rTgEwICJBLc+bMkQsvvFBOOeUU79asWWtZuXKtOS2uzZq1Mj0enULL2LZt2/S4rDGnAR4CAoSxfv166dChQ2ilWqNGDZk4caI5LWEkJx+Rxx9/XEqVKuUtb1JSkvTr10/27t1rToXjCAiQjf379bIgD0nRokW9FWnJkiXlsccek8OH4/vtqtzatm2b9OzZUwoVKuQtf+XKlWXUqFGSmhpf+3mQdwgIYEhLS5PXX39dqlWrFtrq6N69u2zevNmc6oTFixdLkyZNQs9F/fr1ZcGCBeY0OIiAABl89dVX0qhRo9DKsmHDhvLll1+a05yjUR03bpycccYZoeema9eusmmT/YcsI+8QECDdli1bpEePHqGVY9WqVWXs2LG8XWM4cOCADBo0SIoVK+Y9T8WLF5fBgwfLwYMHzalwAAGB03R/xtChQ739G7pC1P0dDz74oOzbl7dXy413GzZskI4dO4aCW716dXnrrbfMaUhwBATOeuKJJ6RKlSqhlWC7du1k3bp15jTkYP78+XLxxReHnsNzzjlHZsyYYU5DgiIgcJK+px88uqhu3bry6aefmlOQS8ePH5dXXnlFypYt6z2ferQW3EBA4CRd6QX/1ezKYbl5bfr06d7zqVskcAMBgZMyBuTo0dh+rKyr5s2b5z2fTZs2NYeQoAgInERAYo+AuIeAwEkEJPYIiHsICJxEQGKPgLiHgMBJBCT2CIh7CAicREBij4C4h4DASQQk9giIewgInERAYo+AuIeAwEkEJPYIiHsICJxEQGKPgLiHgMBJBCT2CIh7CAicREBij4C4h4DASQQk9giIewgInERAYo+AuIeAwEkEJPYIiHsICJxEQGKPgLiHgMBJBCT2CIh7CAicREBij4C4h4DASQQk9giIewgInERAYo+AuIeAwEkEJPYIiHsICJxEQGKPgLiHgMBJBCT2CIh7CAicREBij4C4h4DASQQk9giIewgInERAYo+AuIeAwEkEJPYIiHsICJxEQGKPgLiHgMBJBCT2CIh7CAicREBij4C4h4DASQQk9giIewgInERAYo+AuIeAwEkEJPYIiHsICJxEQGKPgLiHgMBJBCT2CIh7CAicREBij4C4h4DASQQk9giIewgInERAYo+AuIeAwEkEJPYIiHsICJxEQGKPgLiHgMBJBCT2CIh7CAicREBij4C4h4DASQQk9giIewgInERAYo+AuIeAwEkEJPYIiHsICJxEQGKPgLiHgMBJGQOSnJxsDsOHDz74wHs+69evbw4hQREQOCktLU0KFSrkrfAuvvhimT9/vjkFuZSamiqjR4+WcuXKec9n5cqVzSlIUAQEznr44YelUqVKoS2Rjh07yoYNG8xpyMGCBQukQYMGoeewVq1a3pYI3EBA4LSDBw/K4MGDpXjx4t4KsFixYjJo0CA5cOCAORUZbNq0Sbp27RoKx+mnny7jxo3ztuzgDgICCCvE3Dp06JA8+uijUqJEiVBwBw4cSHAdRUCADPQtGd0JHAxJkyZNZPHixeY0J7399ttSvXr10HNzww038Jaf4wgIYNCdwqNGjfJ2BuuKUne29+zZU7Zt22ZOdcKSJUu8Q3OD4dCDDvSQXYCAANnYu3ev9OvXT5KSkrwVZ6lSpeTxxx935rDfHTt2SK9evaRw4cLe8lesWFFeeeUV7xBoQBEQIIw1a9ZI27ZtQ/8C1yONpkyZYk5LGCkpKTJs2DApU6aMt7wa0L59+8off/xhToXjCAiQSzNnzpQ6deqEQnL11VfL99+vNqfFtffff1/OOeec0DK2atVKfvrpJ3Ma4CEgQAT0sifPP/+8d9JckSJl5Mwzr5XHHvtI9uyJ77e11q37Xbp0echbJg3Heeedx/kcCIuAAD7s3LlT7r//cald+25p2PA1adbsDZkw4Xs5dizVnGq1ffuOyFNPfSlNmoxO3/K4U2rUuEKeeeYZ720sIBwCAkRhzZrf5Y47PvQioreOHSfLwoVbzGnWOX48VSZP/kH++tdx3uNu3HiUDBkyKz2Me82pQLYICBADc+dukHbtJoZCcu+9n8imTXvMaVb45ptt0qXLu6HHetttM2T16p3mNCAsAgLESErKcRk7dplcddXr3or50ktHy3PPLZL9++14O2jLln1y//2zQuG47roJMnv2enMakGsEBIix338/JIMHz5dGjQIr6hYtxsu0aaslNbVgLoty8GCKjBz5tVx22Wjv8VxxxVh57bVv5ciRY+ZUICIEBMgj33//m9xyy/uhf/F37z5Vvvtuuzktz2iwZsz4r7Rs+WboMQwaNE9+/ZXrViE2CAiQh/RajB99tEbatHkrtBJ/6KE58ssv+82pMbVixQ65+eb3Qj9T/65fA2KJgAD54NCho/Lyy0vk8svHeCt0/fOVV5bK4cMnv40UXOl36DDJO1rKFBzPim5d6FZGcI5ufehWSEG9fYbERkCAfKRbHg8++GloBX/ttW/Ll19uzjQnOKa36dNPPtM9u4DoeSi6f0PHdH+H7vfQ/R9AXiEgQAFYuvQX6dZtirey/8c/ZmQayxgQPTTYPDkxq4DoFoaeDKhf1yOt9IgrIK8REKCA6Ep//vyNsn797kxfDwYieK7Ge+9lvhZVVgFRy5fvkGXL2M+B/ENAAMsEA6HnaOifbdtO8M4xMceBgkZAAMsEA6FbKJ07T/b+rpcdMceBgkZAAMtkDMSsWeu8v+thwMGtEAICWxAQwDIZA6FbIZ06BbZC9CgrcxwoSAQEsIwZiE8+CWyF6DkdycnHThoHCgoBASxjBkK3Qm644R3va+PHrzhpHCgoBASwTFaB+Pjjtd7XrrlmfJbjQEEgIIBlsgpExq2QrMaBgkBAAMtkF4gPP1xDQGAVAgJYJrtA6FbI9ddPynYcyG8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAy+nngugFFTds+MMcAgoUAQEsN3jwfO+8j2nTTv58dKAgERDAcgQEtiIggOUICGxFQADLERDYioAAliMgsBUBASxHQGArAgJYjoDAVgQEsBwBga0ICGA5AgJbERDAcgQEtiIggOUICGxFQADLERDYioAAliMgsBUBASxHQGArAgJYjoDAVgQEsBwBga0ICGA5AgJbERDAcgQEtiIggOUGDJgmF1wwRKZM+dYcAgoUAQEsd+edQ6VixcvkzTenm0NAgSIggOV69uwpp5xyiowaNcocAgoUAQEsR0BgKwICWI6AwFYEBLAcAYGtCAhgOQICWxEQwHIEBLYiIIDlCAhsRUAAyxEQ2IqAAJYjILAVAQEsR0BgKwICWK5+/fpeQOrUqSOrVq0yh4ECQ0AAy7Vs2dILiN6KFCkid955p+zatcucBuQ7AgJYLvgW1pVXXimFCxf2/l6+fHl54YUX5NixY+Z0IN8QEMByGfeBLFu2TK666qrQFkndunXl008/Nb8FyBcEBLBcVjvR33nnHalZs2YoJO3atZO1a9dm+C4g7xEQwGKLFy+WSpUqeZEYOHBgprHDhw/L0KFDpWTJkt540aJF5cEHH5R9+/ZlmgfkFQICWGjbtm3elkehQoVCO89nz55tTvNs3bpVevToEdoaqVq1qowdO1ZSU1PNqUBMERDAIkeOHJEuXbpIsWLFvBgkJSVJv379ZO/evebUkyxcuFAaNWoUCskll1wiX375pTkNiBkCAlhiypQpUqtWrVAASpUqJa+++qo5LUdpaWny+uuvS7Vq1UL3061bN9m8ebM5FYgaAQEK2IoVK6RZs2ahFX716tXl9NNPD/13q1at5KeffjK/LUf79++Xhx56yNsvovdRokQJGTJkiBw6dMicCvhGQIACsnPnTrnjjjvk1FNP9Vby5cqVk+eff16OHj0qKSkpMmzYMClTpkzoray+ffvKH3/8Yd5NjtavXy8dOnQIxahGjRry8cSJ5jTAFwIC5DMNxPDhw71g6EpdA6Ih0aCYduzYIb169QqdQFixYkV55ZVX5Pjx4+bUHM2dO1cuvPBC7z7uSL+tvvJKkW+/NacBESEgQD765JNP5Pzzzw9tEehbV/oWVjhLliyRpk2bhr7v4osvlnnz5pnTcqRnrb/30ksyqUKF9P/z0//XT4+S9O4t8uuv5lQgVwgIkA/WrFkjbdu2DQXgT3/6k7fTPFJvv/22t48keD833HCDbNiwwZyWo+O7d4vcc49IkSKBkJx2msjTT4ukpJhTgRwRECAPpe3dK3P69ZNzk5K8FX7p0qXl8ccf9w7X9Ut3hA8ePNjbMa73qYf86kmGBw4cMKfm7IcfRFq0CEREb+eeKzJjhjkLyBYBAfKCnsSnlx6pXFnmp6+cbypUyDsxUE8QjJVNmzZJ165dQ1sjeuTWuHHjvEN5IzJ9eiAewZC0bCny44/mLOAkBASItc8/1w/xCK2Qj156qfy6eLE5K2YWLFggDRo0CIWkSZMmsmjRInNazvTtq6eeCrydpY9b3966916RCI/6glsICBArGzeKdOly4l/yZ5whMn68nt1nzow5vWzJ6NGj0zd4KnsR0Uug3HzzzZFv8egO9VtvDexg12WoWFHk5ZdFIjzqC24gIEC0Dh4UGTxYpHjxwEq3WDGRQYNEIt0nEQN6yZP+/fuHTiAsW6qUzHz8cUlNTjan5mzpUpErrjgRw4su0mOBzVlwHAEBovHWWyJnnnliRduxo8jPP5uz8p0e9XXdddfJ1emP6W19XLVqibz7rjktvAkTRM4668Ty9eplzoDDCAjgxzffiFx++YkV68UXi8yfb84qcGtmzpRtdeqceJxXX63XTjGn5Uwvf/LooyIlSoiUKxc4QAAQAgJEZvt2kVtuESlUKLBCrlRJ5D//sXsfwdGjIs8/L1K+fOAxn3qqyO2367VUzJk50x3qv/xifhUOIyBAbuhRSk8+KVKmTGAlnJQkct998XWUkgbjf/4nEBBdBt2aGD48EBjABwICd+jRULofoG1bkSpVAhHQP6+9Vj8jNvujpfRIpnPOOfE2UOvWIqtXm7Pix8qVIs2anVie88/Xa6yYs3LH73OKhEBA4AY9IkpXcsGVZlY3XelldeTUggWBt6xq1xb56CNzNH5NnSrypz9lXv7//teclb1onlMkhFPMLwAJqVOnwApN37YZMUJky5bAWzdbt4qMHHli/4DOy4q+95+Ib/XoJVWeeEKkdOnA8usWxP33i+zZY848WbTPKeIeAUHimzMnsCIrVUpk1SpzNEC/ruM6z8XzHTSQf/975oMDXnst+4MDeE4hBAQu6NEjsBJ77DFzJDMd13k33WSOuOPrr0UuvTTwPOT0nPGcQggIXKAn0elKTK8+mxP9F7POO/tsc8QtuuNbL8Fy2WWB/SRZ4TmFEBC4IHiJkXCX8zh8ODBPT5hDznhOIQQELoh0ZVeypDkCE88phIDABbzdEns8pxACAhd07x5YiQ0dao5kxg7f3OM5hRAQuGD27MBKTM914JDT2OA5hRAQuKJDh8CKTE9u05Pc9GQ3PelNL1Pywguc9OYHz6nzCAjcsH9/4BpWukLL7tamDZfdiATPqfMICNyh5zfoBf50pVa5cuBzv/VP/e9Jk7jwnx88p04jIAAAXwgIAMAXAgIA8IWAAAB8ISAAAF8ICADAFwICdzVuLNKwoflVALlEQOAm/aS94MluifhRtUA+ICBwEwEBokZA4CYCAkSNgMBNBASIGgGBmwgIEDUCAjcRECBqBARuIiBA1AgI3ERAgKgRELiJgABRIyBwEwEBokZA4CYCAkSNgMBNBASIGgGBmwgIEDUCAjcRECBqBARuIiBA1AgI3ERAgKgRELiJgABRIyBwEwEBokZA4KS09IBMTo+H3lIJCOALAYGTUtMD0iA9Hno7RkAAXwgInHQ8PSCnpMdDb0cJCOALAYGTCAgQPQICJxEQIHoEBE4iIED0CAicRECA6BEQOImAANEjIHASAQGiR0DgJAICRI+AJKDgijE74cZzkpaWJlOnTpX27dtLtWrVpGjRolK1alVp2LCh9OvXT1asWGF+i5XiPSCR/h7C/c7DjQNZ4RWTgMKtDMKNZ2f//v3Spk2b0Pdnd4sH8RwQP7+HrL6WUbhxICu8YhJQuJVBuPHs6L929fvKly8vzz77rKxbt05SUlJk586dsmzZMhkxYoTUq1fP/DYrxXNA/Pwewv3Ow40DWeEVk4DCrQzCjWdl5syZ3veULVtWVq9ebQ7HnXgNiN/fQ7jfebhxICu8YhJQuJVBuPGsdOvWzfueJ5980hyKS/EaEL+/h3C/83DjQFZ4xSSgcCuDcONZqVmzpvc9kfyr12bxGhC/v4dwv/Nw40BWeMUkoODKINwtEsWLF/e+Jzk52RzK0cMPPyzNmjWz7nb11VeHngf9uzluw23QoEHm0+n792D+7rO7AZHgFZOAzJVCdrdI+F1xVa5c+aSfyy13t0qVKplPp+/fg3nf2d2ASPCKSUDhVgbhxrPi962TjRs3ymeffWbdbd68eaHnYc6cOSeN23DT587k9/cQ7ncebhzICq+YBBRuZWCOL1q0SG688UapXr26lCxZUmrXri0DBw6UvXv3huYEd94OGzYs9LV4Fq/7QPz+HszfuSmr8dy8LuC27F9RiFtZrQwyMsebNm0q48aNkzVr1siRI0e8f/n26dNHmjdvHpoTPHy0XLly3rx4F68B8ft7MH/npqzGc/O6gNuyf0UhbmW1Msgo3Ljas2ePlChRItPXgiewVahQQYYPHy4bNmzwTmDbtWuXLF++XEaOHCn169fP9D22iteAKD+/h3C/83DjQVm9LuCu8K8YxJ1wK4OcxlNTU2XLli3St29f6dy5c6YxP5fQsFU8B8TP7yGrr2UUbjyn1wXclf0rBnEr3Mogu/GMK586derI7t27zSneRfymTJki7dq18y7il5SUJFWqVPEu4te/f39ZuXKl+S1WiueAqEh/D9n9zoNyGs/N6wJuyvoVA2fpynTVqlXSsmVL6dmzpzmcMOI9IPnNldcFIkNAkKXt27dLmTJlzC8nDALiT6K/LhAZAoIs6RE3FStWNL+cMAiIP4n+ukBkCAikRYsW3sl0ejnwAwcOeMf/6yGcAwYMMKcmDAISnouvC0SGgMA7K7tVq1beuQV6aGiTJk1kzJgx3o7aREVAwnPxdYHIEBA4iYAA0SMgcBIBAaJHQOAkAgJEj4DASQQEiB4BgZMICBA9AgInERAgegQETiIgQPQICJxEQIDoERA4iYAA0SMgcBIBAaJHQOAkAgJEj4DASQQEiB4BgZMICBA9AgInERAgegQETiIgQPQICJxEQIDoERA4iYAA0SMgcBIBAaJHQOAkAgJEj4DASQQEiB4BgZMICBA9AgInERAgegQETiIgQPQICJyUmpoaCsixY8fMYQC5QEDgrH/84x/Su3dv88sAcomAAAB8ISAAAF8ICADAFwICAPCFgAAAfCEgcE5aWppMnTpV2rdvL9WqVZOiRYtK1apVpWHDhtKvXz9ZsWJFpvnBw32zE24cSFS86uGU/fv3S5s2bUIr/exuGWX1tYzCjQOJilc9nKJbHbqyL1++vDz77LOybt06SUlJkZ07d8qyZctkxIgRUq9evUzfEy4Q4caBRMWrHs6YOXOmt6IvW7asrF692hzOVrhAhBsHEhWvejijW7du3or+ySefNIdyFC4Q4caBRMWrHs6oWbOmt6KPZOtDhQtEuHEgUfGqhzOKFy/ureiTk5PNoRwFAxHuBriGVz2cQUCA2OJVD2fwFhYQW7zq4YzgTvRhw4aZQzkKF4isxhctWiQ33nijVK9eXUqWLCm1a9eWgQMHyt69ezPNA+JZ9v9XAAkmeBhvuXLlZM2aNeZwtrIKREZZjTdt2lTGjRvn/ZwjR47Ixo0bpU+fPtK8efNM84B4lv3/FUACCp5IWKFCBRk+fLhs2LDBO5Fw165dsnz5chk5cqTUr18/0/dkFYiMwo0H7dmzR0qUKGF+GYhb4V/1QAIpiEuZ6MfnbtmyRfr27SudO3c2h4G4lf2rHkhQejHFKVOmSLt27byLKSYlJUmVKlW8iyn2799fVq5cmWl+uEDkNJ4xSnXq1JHdu3ebU4C4lfWrHkDMHD16VFatWiUtW7aUnj17msNA3CIgQD7Zvn27lClTxvwyELcICJBP9EisihUrml8G4hYBAfJAixYtZM6cOd5l4g8cOOCdF6KH9g4YMMCcCsQtAgLkgXnz5kmrVq28c070kOEmTZrImDFjvB34QKIgIAAAXwgIAMAXAgIA8IWAAAB8ISAAAF8ICADAFwICAPCFgAAAfCEgAABfCAgAwBcCAgDwhYAAAHwhIAAAXwgIAMAXAgIA8IWAAAB8ISAAAF8ICADAFwICAPCFgAAAfCEgAABfCAgAwBcCAgDw5f8Bl9ffEncolaIAAAAASUVORK5CYII=)
PN: 4H58-1-6C
CAS: 857284-21-0
Molecule Weight: 321.377
Formula: C16H23N3O4
![6-[4-(tert-Butoxycarbonyl)piperazin-1-yl]nicotinic acid](data:image/png;base64,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)
PN: 4H58-1-W1
CAS: 201809-22-5
Molecule Weight: 307.35
Formula: C15H21N3O4
PN: 4H56-9-1V
CAS: 1187386-02-2
Molecule Weight: 356.264
Formula: C15H22BrN3O2
PN: 4H58-9-07
CAS: 1000018-22-3
Molecule Weight: 400.273
Formula: C16H22BrN3O4
PN: 4H58-1-Y7
CAS: 479226-10-3
Molecule Weight: 291.351
Formula: C15H21N3O3
![N4-[5-(Hydroxymethyl)pyrid-2-yl]piperazine, N1-Boc 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)
PN: 4H29-1-32
CAS: 857284-20-9
Molecule Weight: 293.367
Formula: C15H23N3O3
PN: 4H58-1-W3
CAS: 904815-08-3
Molecule Weight: 281.312
Formula: C13H19N3O4
Melting Point: 90-92 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory