| Product Number | 4237-1-0F |
| Purity | 95 % |
| CAS | 58920-80-2 |
| MDL Number | MFCD09030934 |
| Molecular Formula | C9H13NO2 |
| Molecular Weight | 167.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4237-1-0F
CAS: 58920-80-2
Molecule Weight: 167.208
Formula: C9H13NO2
PN: 4237-1-07
CAS: 1130-21-8
Molecule Weight: 181.235
Formula: C10H15NO2
PN: 4237-1-0E
CAS: 40862-12-2
Molecule Weight: 153.181
Formula: C8H11NO2
PN: 2223-1-56
CAS: 4630-82-4
Molecule Weight: 142.198
Formula: C8H14O2
PN: 2223-1-0S
CAS: 825-04-7
Molecule Weight: 156.225
Formula: C9H16O2
PN: 4237-1-14
CAS: 28247-14-5
Molecule Weight: 167.208
Formula: C9H13NO2
![Methyl 4-cyanobicyclo[2.2.1]heptane-1-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB+PAAAfjwE/dDxHAAACDHpUWHRtb2xTb3VyY2UAAHichZRtb+IwDID/ipXPR15bCogyTTeddNJ2J9026b5NoQ2sEk2mtLz9+3MKDEpvRbSyY/uxE9dkercrV7AxviqcTYmgnICxmcsLu0zJ68uPwYjczaYZBmGgrVLyXtcfE8a22y3N3k2pd87SzJXk4J/sqqIVs1XU+SWTnAv29+nxuWEGha1qbTODVFVMqsb46DJdN7v4ogQrtd8Ulh3CWek3h2xvkoeH012Vk/NZvqPvHlFYFCsDC+dLXcNGcooP/wZLY43XtclhvkezohGefTZ9enDZujS2RjVkKDK9eq79OkND6VYmW2MyVH4+pKQUCOjalffe6z0ELZi1AC1BK9AR6Bj0EHQCegR6DFpwfNEvMEAo7PXKhGIv+w+DO4bfcHjbv1/YJpkSRVUsBRyFpFyMIuB0OIqSq1XbeM1FXEUn30EQ2GP+mCZDpCIqJQpsSHxeCToWjRARigGnahwrGOB6GORxfXTjKglRkiY8eDFHFCvsFfts1mw6dza/UKHIUzIXpOniH7Oo5LGRBJzPjcfZDAlC6CUg20Boez+g2kD4SJ+A/B8QdYC4v0LcBsIA9APDNhDGpR9I2kAYrn5g1AbCKPYD4zbQDG4/EfxXx76JiM62gqkXkd0qtxDVrXJjqMTVNz/9WY+MOjPsYorZ6XpAtXN1sIt7heFtOvsH+KKb75kYEJcAAC0MSURBVHhe7d0JlBTVvYBxkdUBUfZNwRU1RjAsAk9RHwiIAVEUFQguuCQaN0wQFRBRMRoxPhcEDGBwIRiPBhU3MDAsiqCgEZFVRwQUUEFg2Jf/m9s4zfSt7mGmuup23dvf75w6MVN1e6C7qW+mb/etQwQAAB8O0b8AAEBJEBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBARwVG5urgwYMEBat24tRx99tFSqVElycnKkQYMG0q5dO7n77rtl/vz5+rAEhxxySHwrDb/jYBceXcAxM2fOlFatWiWcxIvbmjdvLlOmTNFvJsZvCPyOg114dAGHPPXUU1K2bFlPJEqyJXOw/an4HQe78OgCjnjmmWcSTtwVK1aU66+/XiZNmiTffvutbNu2LbZ99913Mn36dHn44YelRYsWxZ7o/YbA7zjYhUcXcMCnn34aC0bhSVvNe6xatUo/LKkFCxZIhw4d9C/H+A2B33GwC48u4IDOnTvHT9jqt4odO3boh/jiNwR+x8EuPLqA5RYtWhQ/Wav5j2XLlumH+OY3BH7HwS48uoDl1FxG4cn60ksv1XenxW8I/I6DXXh0Acv99re/jZ+sn3/+eX13WvyGwO842IVHF7Dc8ccfHz9ZL1myRN+dFr8h8DsOduHRBSxXrVq1+Ml648aN+u60FA2B3w3u4tEFLFeuXLn4yXr37t367rToMfCzwV08uoDl+A0EmcKjC1iOORBkCo8uYDnehYVM4dEFLGfb50AWL14sf/nLX+Tcc8+Vhg0bSvny5aVGjRrSsWNHefnll/XDEWHeRxeAVfRPoi9fvlw/xLfiQlCc4sYV3Zds69mzp+zdu1cfhgjyProArFN0LayWLVtGei2s008/XR555BGZM2eOrFu3TvLz82XhwoXSr1+/+DvKnnjiCX0YIsj76AKwjlpRt+hqvG3atCnVarzq5aNkigtBcfyOK3w5rkmTJvouRFDpHl0AkZXseiA33HCDvP7667GYbN++Pbap64Goy92q3wLUbyvFnej9hsDvuNWrV8fGqMvvIvpK9+gCiLQnn3zS6isSqpe01JjatWvruxBBpXt0AUTejBkzSnVNdHX9kKlTp+o3E+M3BH7HjRgxIjbmoosu0nchgkr36AKwhrpsbf/+/eWMM86QBg0axF4WOuyww2L/3b59exk4cGBs/qM4fkNQmnHqZbWlS5fKfffdF/szVq5c+aB/LkTDwR9dAAhB0cgUbmeffbbMmzdPPxQRRUAAZIQeD7Wpdb369u0ra9eu1Q9HBBEQABmlVhD+/vvvZfLkydKtW7dYSNQkuvrEOqKNgACIFDU3oyKi1vhCtBEQAJGyYcOGWEDUZDqijYAAiJT169fHAlK1alV9FyKGgACIlLvuuisWEPVWY0QbAQFgzMknnyz33HNPbCkVtWrwli1b4pPob731VuwDhCoeZcqUkffff18fjoghIACM0d+2m2yrUqVK4BfGQjgICOC4lStXxpYqUT/pZ5r6xPnw4cOlQ4cOcsIJJ0hOTk5s0cd69epJu3btYhea4jMg9iAggMPy8vJi72ZSP9n37t1b3w2khYAADpswYUL8pSFWuEXQCAjgsBdffDEekJo1a+q7gbQQEMBhBARhIiCAwwgIwkRAAIcREISJgAAOIyAIEwEBHEZAECYCAjiMgCBMBARwGAFBmAgI4DACgjAREMBhBARhIiCAwwgIwkRAAIcREISJgAAOIyAIEwEBHEZAECYCAjiMgCBMBARwGAFBmAgI4DACgjAREMBhrxUE5KiCeKitCQFBwAgI4LAlBQF5qiAeavs7AUHACAjgsoKASEE8YhsBQcAICOAyAoIQERDAZQQEISIggMsICEJEQACXERCEiIAALiMgCBEBAVxGQBAiAgK4jIAgRAQEcBkBQYgICOAyAoIQERDAZQQEISIggMsICEJEQACXERCEiIAALiMgCBEBAVxGQBAiAgK4jIAgRAQEcNnHH4uUKbM/IG3b6nuBtBAQwHWvvSZy330iq1fre4C0EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkBstHevyOTJIn/4g0iTJiK1a4uULy9Sq5bIaaeJ/P73Im+8sf84ZB+eHzCEgNhm6tT9J4HC5SmK2379a5EpU/RbgMt4fsCgQ/QvIMIef1zk0EO9J4LiNnW8Ggf38fyAYYfoX0BEjRiR+A+/UiWRW24RmTZNZO1akV27RNatE8nNFbn9dpGcnMTjn3lGv0W4hOcHMoCA2OC//xWpWPHAP/ZmzURWrtSPSrRqlUiLFoknFHU7cA/PD2QIAbHBb3974B/6KaeIbN6sH5Hcli0ip556YGzXrvoRcAHPD2QIAYm6xYsPLMet/nf+fP2I4i1YkDhe3R7cwfMDGURAou6RRw78hHj++frekunc+cBtPPqovhc24/mBDCIgUVf05YmxY/W9JTNmzIHb4GUKt/D8QAYRkKg74YQD/7gXLdL3lswXXxy4jRNP1PfCZjw/kEEEJOqqVTvwj3vjRn1vyfz004HbqF5d3wub8fxABhGQqCtX7sA/7t279b0lo8YV3oa6PbiD5wcyiIBE3ZFH8hMmUuP5gQwiIFF3/PEH/nHzGjd0PD+QQQQk6i644MA/blPvstm3T+Szz0S2bdP3IGoy8fwAfkFAou7hhw/841bv1/ejtO/z79Fj/7Fq+e+//51lv6MsE88P4BcEJOq+/DLxk8Lqk8Ol8emnpf+kcdF1ldT2m9+IzJihH4UoyMTzA/gFAbFB0Z8QS7vWkbrmQ+HYkr48cc89iQEp3C67TOSbb/SjkWmmnx/ALwiIDdRPiRUqHPiHrlZb/fZb/ahEq1eLtGx5YIz6raI0q63OnLn/Nw89IocdJnLvvSJbt+ojkCmZeH4AQkDs8eST3hP5rbeKTJ++/zoP6noP69fvf6mpX79grveg5j7UHIi6JKoekqOOEnnxRX0EMiUTzw9kvUP0LyDC1ARn4evVJd2CuOLczz+L/OlPiT/lFm7/8z8i8+bpIxAUNSfxySf6V5PL1PMDWesQ/QuIuHffTbyGQ3Fb0Ne8Xro0cfG+oiehq68W+f57fQT8UheEuuKKA/fx3/6mH5FcJp8fyDqH6F+ABdRLS2+8IXLDDftPAurttuXLi9Ssuf//q6+r/WG9/VadpE4+2XtCOvxwkb/8RWTnTn0ESkrNLQ0Zsv8lqKL37SWX6EemlunnB7IGAYE/av2k//u/xMX8Cjf16eh//1sfgYOZMEHk6KO996cKwJw5+tFAxhEQpOfHH0X+8AeRsmW9J7727fcvk4HiqTmOs87y3n/qtwY14e13jSsgZAQEwVBvAf3f//WeBNXqrn/84/4F+5Bo7VqRvn33zyHp95v6bMeSJfoIIFIICIL16qsixx7rPSGqVV6fesr/kuMuUXNE6lK0Vat676eTThJ5+219BBBJBCRbDRu2/0Svfjv44Qd9b3p27Nh/+1WqeE+Qv/qVyNSp+ojs8frriVcRLNzUsuzqnVbq8xqAJQhINlIvJxX9vICaCFefBQj65LVmjciVVyb/bMKFF8qu5cv1Ee5SS6136OC9H9TckXpXVNARBwwgINlIvYyU7Kdg9dbcd97Rj07fRx+JtG6d8L3yC7Z3KlSQt+68U/I3bdJHuEPF+pZbEq8cWLidc87+ZfMBSxGQbKWWt7jmmuQTuOrDgupDg0F7/nmRBg1i3+Ozgu2Jgq17wXZynToyduxY2evS5xL27BEZMUKkRg3v/XvMMSKvvKKPAKxDQLLdxx+LnHmm9ySnli1Ry5eoZUyClJ8v+QMHymuVKsktBd+nScF2yC9b8+bNZfbs2foI+7z/fuIqt4Vb5coiDzwgsn27PgKwEgHBfi+9lPpDbCFcVOrnvDx58NJLJadIQAq3nj17yrcHW002ilasELnoIu99qOaA+vTZvwIu4BACggPUMhpqqXZ9GQ21hXRRqenTp0vTpk09EcnJyZH77rtPttlwWV11/Y277vJeiEttZ5zBp8jhLAICL3XRqMsv954M1RbCRaX27Nkjo0aNkpo1a3pC0rBhQ/nnP/+pD4kGde34554TqVvXez/Vqyfyj3/sPwZwFAFBasVdVGrw4MAvKrVx40a5/fbbpXz58p6QtG3bVubPn68PyZjNH3yQeEGmwk39FqKu6Kiu9gc4joCgeGruY8wYoxeVWrJkiZx//vmeiBx66KFy7bXXyjr1DrIM+X7VKvl7794yvuDPk6ffH927i3z1lT4EcBYBQcmod2P9+c9GLyr11ltvSePGjT0hOeKII+Svf/2r7DS4bPz27dvl/vvvlyqVK8s5BX+GwQXb1IJtl/r7n3aayLRp+hDAeQQEpbNsmUiXLt6IhHRRqV27dsljjz0mRx55pCckJ554oryhrmsRspdfflkaNWoU/74NCraeBdtzNWrIBnUpWPWZDyALERD4Y/iiUuvXr5frr79eypYt6wlJx44d5csvv9SHpG3BggVy9tlne76fmqMZfuutsm3DBn0IkFUICPzLwEWlPv30UznnnHOSntRvLTipbwjgpK5idd111xmNFWAjAoL0pbio1I6C7ZP27WXtwoX6iLSpl5WOOeYYzwm+Ro0a8swzz8TeGlxa6uWy4cOHx+ZY9NtVL5e9+eab+hAgqxEQBOfzzxMuKvVFwTaiYOtVrpzcddNN8lPAF5UqnNiuXLmy54R/2mmnyX/+8x99SEqTJ09OOWH/6KOPxuICIBEBQfBefVU2HXecTCo4Afcr2Jr9cjKuXr26PPnkk7I74ItKrVq1Sn73u995Tv5qu/jii+WrYt5au3jxYunUqZNnXBTeMgxEHQFBKPbt2CEfDRsmPapUkarayflXv/qVTJkyRR+Stg8//FBatmzpiUHFihXl7rvvli1FPtxn04cWgagiIAjV+u++kyuvvFLKlCnjOVFfeOGFsjzgi0rt27dPnnvuOalXr57n+6mvjRs3TkaOHJl02RT1Vt2JEyfqNwkgBQICI+bOnSutW7f2nLQrVKggd955p2wK+KJSmzdvjv3WoX770L+nvqmFG4cOHWrHwo1AhBAQGPX8889LgwYNPCfxOiFdVErNfySb4yjcevXqZefS8UAEEBAYl5+fL4MGDZJKlSp5TujqolKzZs3Sh/ii5jwGDhyY9LcQ9RZgJy5eBWQQAUHG5OXlyaWXXuo5uastnYtKqXmQ8ePHS/369T23W61aNenXr1/sGADpISDIuCAvKpWbmxv7MKF+W2quZcCAAbG5EQDBICCIBPXJ8dGjRyd9d1RpLiqV7LeObt26yQp1uVkAgSIgiBT1+Qz1ElOyz2ecddZZB/18Ru3atePHq/+eOnWqfgiAgBAQRJK6qFTnzp09EVGfEO/bt2/KT4gX/SDhver67gBCQ0AQaeqiUieddJInJFWrVk16UaminzVR8ycAwkNAEHmluagUAQHMISCwxg8//JDyolIdOnSIXaeDgADmEBBYJ9VFpcqVKyd169YlIIAhBATW+te//pX0olIEBDCDgMBqxV1U6rLLLtMPBxAgAgInrF692nNRqS5duuiHAQgQAYFTTj311HhA1IKNAMJDQOAU3oUFmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4BQCAphDQOAUAgKYQ0DgFAICmENA4JRjjz02HpBbb71V3w0gQAQETvjuu+/kqquuisdDbYceeqg8/PDDsnPnTv1wAAEgILCaisNDDz0khx9+eEI8im7HH3+8TJo0SR8KIE0EBNZ67bXX5LjjjvMEI9XWvn17+eKLL/SbAeATAYF1Pv/8c2nXrp0nEOXKlZPLLrvM83X9mD/+8Y/y008/6TcLoJQICKzx448/yo033hiLgB4GFZSFCxfKvn37pEaNGvGvq3mRohPrhVv16tXlqaeekt27d+vfBkAJERBEnjrJP/HEE1KtWjVPCNRLWOqlrKIuvvji+P6uXbvKjh075MEHH5QqVap4xp966qkyderUhPEASoaAINLee+89OeWUUzwnfjVpribPk73DSsWm8LgjjzxS9u7dG/v6mjVr5Morr5QyZcp4bq9bt26yYsUK7ZYAFIeAIJKWLVsmXbp08Zzo1clfvSyl3rabymeffZYw5pNPPknY/9FHH0mrVq08t12hQgUZMGCAbN68OeF4AMkREETKpk2bpH///rGTuX6Cb9OmjcydO1cf4qHPgzz22GP6IbFjxo8fL/Xr1/d8n7p168q4ceNixwBIjYAgEtTLTGPGjJHatWt7TuhHHXWUvPDCC/qQYunzIKls2bJFBg4cKBUrVvR83xYtWsjs2bP1IQB+QUCQcTNnzpRmzZp5TuCVKlWSwYMHS35+vj7koFLNg6Ty9ddfyyWXXOL5M6itV69e8u233+pDgKxHQJAxK1eulCuuuMJzwlZbjx49JC8vTx9SYgebB0ll+vTp0qRJE8+fJycnJ7Y447Zt2/QhQNYiIDBu69atMmTIEDnssMM8J+rTTz9dcnNz9SGlVpJ5kFT27Nkjo0aNkpo1a3r+fA0bNpSJEyfqQ4CsREBg1EsvvSRHH32058Rcq1YtefbZZw/6UlNplHQeJJWNGzfK7bffLuXLl/f8edu2bSvz58/XhwBZhYDACPUS0plnnuk5EauT8x133CE///yzPiRtpZ0HSWXx4sVy/vnne/7sarXfa6+9VtatW6cPAbICAUGo1q5dK3379o2dbPUT8AUXXCBLly7VhwTG7zxIKpMnT5bGjRt7/h5HHHGEPProo7Jr1y59COA0AoJQqE+IP/LII1K1alXPCfekk06Sd955Rx8SuHTmQVJRkRg+fHgsGvrf68QTT5Q333xTHwI4i4AgcK+//rqccMIJnhOsehnpb3/7m9Gf1NOdB0ll/fr1ct1110nZsmU9f8+OHTvKl19+qQ8BnENAEJhFixbJeeed5zmhqpPsDTfcID/88IM+JHRBzYOk8umnn8rZZ5/t+TuruR11Sd0NGzboQwBnEBCkTV1b4+abb066zPq5554bm4vIlKDnQVJ5+eWXpVGjRp6/v3oJ7Zlnnom9NRhwDQGBb2qZ9aeffjphnqFwO+aYY+SVV17RhxgXxjxIKtu3b5f7779fKleu7Lk/TjvtNJk2bZo+BLAaAYEv77//fuxaGvqJUl1z44EHHohdgyMqwpoHSWXVqlXSu3dvz32jtu7du8tXX32lDwGsREBQKuqaGeraGfqJUS2z3qdPH1m9erU+JOPCngdJ5YMPPpCWLVt67iu1cOM999wTW8gRsBkBQYmoa2TcddddSVetVdfWmDNnjj4kMkzNgySjXkJ77rnnYkvE6/dbvXr15B//+AfLxsNaBATFKu4EqK6loa6pEfUToMl5kFSKC/AZZ5wR6QADqRAQpOTSSzCm50FSUS8BXnTRRZ77NMovAQKpEBB4HGwSWF07wzaZmgdJRb0J4de//rXn/lXv4FJvQlDv6AKijoAgTp20hg4d6uTbUDM5D5KK+mzIiBEjIv02aKA4BAQx6hoXyT4Ip66JMXLkSOs/CBeFeZBU1KfVb7nllqQfxDznnHMy+kFMoDgEJMstWLAg5VIct912m1NLcURlHiQVtRRMhw4dPI9FJpeCAYpDQLJUcYsBdurUKXYNDNdEbR4klSgtRgkUh4BkmeKWI1fXunB5OfIozoOkcrDl8N9++219CGAcAcki2X5BpCjPg6RS3AW5OnfuLEuWLNGHAMYQkCygXo5SL0vpJyB1UlIvY2XTJVmjPg+Sivpt6ayzzvI8hmquql+/frHrtwOmERCHqZOKmghXJxn9xNO2bdvYBHq2sWUeJJUJEyZIw4YNPY9nrVq1ZPTo0da/Ww52ISAOUicR9dZb9RZc/USj3qqr3rKbrWyaB0ll69atMmTIEMnJyfE8vk2bNpXc3Fx9CBAKAuIY9WG/Jk2aeE4s6mSjPiS4bds2fUhWsXEeJJWVK1fKFVdc4Xms1dajRw/Jy8vThwCBIiCOUMuLXHLJJZ4TidrUsiRqeRLsZ+s8SCqzZs2SZs2aeR73SpUqyaBBgyQ/P18fAgSCgFhOfbjs+uuvT7rKa4sWLWILIiKR7fMgyai/w9ixY6VOnTqe54FaNfmhhx7ShwBpIyAWU6vhJguHWnp93LhxkV9mPVNcmAdJZdOmTdK/f3+pUKGC53mh5keAIBEQi02aNCnhBKFOGgMGDIhdewKpuTQPksqyZctiL88VfX6oVQeAIBEQi82bNy/hBPHxxx/rhyAF1+ZBUlEXsSr8e6rr1QNBIiAWU8EoGhAW2ys5F+dBknnxxRfjf0/1tm4gSATEYgTEP5fnQYoiIAgTAbEYAfEvG+ZBFAKCMBEQixGQ9GTDPAgBQZgIiMUISHqyYR6EgCBMBMRiBCQ92TAPQkAQJgJiMQKSnmyYByEgCBMBsRgBSZ/r8yAEBGEiIBYjIOlzfR6EgCBMBMRiBCR9rs+DEBCEiYBYjICkz/V5EAKCMBEQixGQYLg8D0JAECYCYjECEgyX50EICMJEQCxGQILh8jwIAUGYCIjFCEgwXJ4HISAIEwGxGAEJjqvzIAQEYSIgFiMgwXF1HoSAIEwExGIEJDiuzoMQEISJgFiMgATH1XkQAoIwERCLEZBguTgPQkAQJgJiMQISLBfnQQgIwkRALEZAguXiPAgBQZgIiMUISLBcnAchIAgTAbEYAQmea/MgBARhIiAWIyDBc20ehIAgTATEYgQkeK7NgxAQhImAWIyABM+1eRACgjAREIsRkHC4NA9CQBAmAmIxAhIOl+ZBCAjCREAsRkDC4dI8CAFBmAiIxQhIOFyaByEgCBMBsRgBCY8r8yAEBGEiIBYjIOFxZR6EgCBMBMRiBCQ8rsyDEBCEiYBYjICEx5V5EAKCMBEQixGQcLkwD0JAECYCYjECEq6i8yA5OTlWzoMQEISJgFiMgIRLzXsUvX/feOMN/ZDIIyAIEwGxGAEJ1+zZsxPu3xkzZuiHRB4BQZgIiMUISLgeeuih+H2rJtRtREAQJgJiMQISro4dO8bv2yuuuELfbQUCgjAREIsRkPDs2rVLKleuHL9vR40apR9iBQKCMBEQixGQ8HzwwQcJ9+3ixYv1Q6xAQBAmAmIxAhKeovMf9erV03dbg4AgTATEYgQkPC7MfygEBGEiIBYjIOFwZf5DISAIEwGxGAEJhyvzHwoBQZgIiMUISDhcmf9QCAjCREAsRkDC4cr8h0JAECYCYjECEjyX5j8UAoIwERCLEZDguTT/oRAQhImAWIyABM+l+Q+FgCBMBMRiBCR4Ls1/KAQEYSIgFiMgwXJt/kMhIAgTAbEYAQmWa/MfCgFBmAiIxQhIsFyb/1AICMJEQCxGQILl2vyHQkAQJgJiMQISHBfnPxQCgjAREIsRkOC4OP+hEBCEiYBYjIAEx8X5D4WAIEwExGIEJDguzn8oBARhIiAWIyDBcHX+QyEgCBMBsRgBCYar8x8KAUGYCIjFCEgwXJ3/UAgIwkRALEZAguHq/IdCQBAmAmIxApI+l+c/FAKCMBEQixGQ9Lk8/6EQEISJgFiMgKTP5fkPhYAgTATEYgQkfS7PfygEBGEiIBYjIOlxff5DISAIEwGxGAFJj+vzHwoBQZgIiMUISHpcn/9QCAjCREAsRkDS4/r8h0JAECYCYjEC4l82zH8oBARhIiAWIyD+ZcP8h0JAECYCYjEC4l82zH8oBARhIiAWmzNnTkJAJk6cqB+CFLJh/kO9TNerV6/43/Owww7TDwHSQkAs9uabbyYERG2dO3eWJUuW6IeiiGyY/5g8ebI0btw44blRrlw5/TAgLQTEYnv27JG6det6IlK+fHnp16+fbNy4UR8CcXv+Q/1dOnXq5HlOqK179+764UBaCIgDJkyYIA0bNvScMGrVqiWjR4+OhQYHuDj/sWHDBrnttttiPzzoz4O2bdvKggUL9CFA2giII7Zt2yZDhgyRnJwczwmkadOmkpubqw/JWi7Nf6gfDkaOHBmbINcf90aNGjEvhlAREMesXLlSevbs6TmZqK1Hjx6Sl5enD8kqLs1/TJs2TZo0aeJ5nNUPEUOHDo39UAGEiYA4atasWdK8eXPPyaVSpUoyaNAgyc/P14dkBRfmP77++uvYfIb+2Kqtd+/esmrVKn0IEAoC4rC9e/fK2LFjpU6dOp4TTYMGDeSFF17QhzjP5vmPLVu2yMCBA6VixYqex7NFixaxOAImEZAssGnTJunfv79UqFDBc+Jp06aNzJ07Vx/iLBvnP/bt2yfjx4+X+vXrex4/9S68cePGxY4BTCMgWWT58uXStWtXz0moTJkyctVVV8l3332nD3GKjfMf6sOirVq18jxm6oeBAQMGyObNm/UhgDEEJAtNmTJFTjnlFM9J6fDDD5dhw4bJjh079CFOsGn+Y82aNdKnT59Y3PXHqVu3brJixQp9CGAcAclSu3fvlieffFKqV6/uOUEdd9xx8tprr+lDrGfD/IeK94MPPihVqlTxPC6nnnqqvP/++/oQIGMISJb78ccf5aabbootc6GfsNq1ayeff/65PsRaUZ//eOWVV+TYY4/1PA4q8k8//XQs+kCUEBDELFy4MBYM/eSlwnLjjTfGQmOzKM9/fPbZZ3Luuecmve9vvvlm+emnn/QhQCQQECRQL12pl7D0k1m1atXkiSeesPan4CjOf6jl93//+99L2bJlPff3eeedJ4sWLdKHAJFCQOCxc+fO2HyBmlTXT2xq8v29997Th0RelOY/1G9Djz/+uBx55JGe+/eEE06Q119/XR8CRBIBQUrqbb1XX3110ncCdenSRZYtW6YPiayozH+88847cvLJJ3vuz6pVq8rDDz8cizdgCwKCg5o3b17sA4f6SU99FuHPf/5z7IOKURaF+Y+lS5fKBRdc4LkPDz30ULnmmmtk7dq1+hAg8ggISkwtfXLUUUd5ToK1a9eWMWPGxJZOiaJMzn/8/PPPcscddyRdZv3MM8+MXZYYsBUBQamoRRgHDx4cW5RRPyE2a9ZMZs6cqQ/JuEzMf6iYPvvss7Frsuj309FHHy0vvfSSPgSwDgGBL998801seXj95Kg2NceglpWPCtPzHzNmzJDTTz/dc7+oa5Kra7Zs3bpVHwJYiYAgLVE/WZqc/7ApqkAQCAjSFuWXa0zMf9j4sh4QBAKCwERxwjjs+Q9b31gABIGAIHBRestqWPMftr+1GQgCAUFoMv2huTDmP1z6cCWQLgKCUGVy2Y4g5z9cXN4FSBcBgRGZWDgwqPkPVxeYBNJFQGCUyaXL053/cH2JeyBdBAQZEfbFk9KZ/8imi2wB6SAgyJgwL9/qZ/4jGy/zC6SDgCDj1qxZI3369En6zqZu3brJihUr9CEHVdr5jylTpsQmw/XvrybNhw0bFosdgEQEBJExZ84cadWqleckrj5bMWDAANm8ebM+JKWSzn8sX75cunbt6vmeKmZXXXVV7G27AJIjIIiUffv2yfjx46V+/fqek3rdunVl3LhxsWOKU5L5D/VBv/79+8fipH8f9QHBuXPn6kMAaAgIImnLli0ycOBAqVixoucE36JFi9gcRyrFzX+opUXGjh0rderU8dxugwYNYkuTACgZAoJI+/rrr6V79+6ek73aevfuLatWrdKHpJz/mDVrljRv3txzO2oRxEGDBsUWRQRQcgQEVpg2bZo0adLEc/LPycmRoUOHyrZt2+LH6vMfahn1nj17esaqTS2/npeXd+AbASgxAgJr7NmzR0aOHCk1a9b0hKBRo0YyceJEz/yHWp9KRUY/vmnTppKbm6t/CwClQEBgnQ0bNshtt92WdNl4FQb9a0U3dc2S0aNHx2IEID0EBNZSk+OdOnXyRCLZpmLTr18/2bhxo34zAHwiILDe5MmTpXHjxp5oFG6dO3eWJUuW6MMApImAwAlq7mP48OEJ4VDXZX/77bf1QwEEhIDAKUXfqaWuUw4gPAQETmndunU8IPfdd5++G0CACAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICJxCQABzCAicQkAAcwgInEJAAHMICCJp9uzZcvnll8uoUaP0XcX6zW9+Ew/I4MGD9d0pbd26Vf70pz9J37595fvvv9d3A0iCgCCS6tevHw/BwoUL9d0pVa9ePT6ua9eu+u6UHn300fg4FREAB0dAEDn79u2Ln8zV9u677+qHpFSrVq34uEsvvVTfndLtt98eH9epUyd9N4AkCAgiJ52AtGzZMj5uyJAh+u6UCAhQegQEkZNOQPxOohMQoPQICCKHgAB2ICCIHAIC2IGAIHIICGAHAoLIISCAHQgIIoeAAHYgIIgcAgLYgYAgcggIYAcCgsghIIAdCAgih4AAdiAgiBwCAtiBgCByCAhgBwKCyCEggB0ICCKHgAB2ICCIHAIC2IGAIHIICGAHAoLIISCAHQgIIoeAAHYgIIgcAgLYgYAgcggIYAcCgsghIIAdCAgih4AAdiAgiBwCAtiBgCByCAhgBwKCyCEggB0ICCKHgAB2ICCIHAIC2IGAIHJUQHJyGsW3qVNn6IekdO65F8XHDRv2uL47pTvvHBofd+GFffTdAJIgIIgcFZB69S6Ib9Onz9cPSalLlzvi44YPf0nfndK9946Oj+vZc5C+G0ASBASRowJy8skD4tusWUv1Q1K6/PIR8XFPPz1V353SQw+9GR933XVj9d0AkiAgiJyCfkjz5qPj24cfrtIPSenqq/8dHzd69Cf67pQee+zD+Libb35L3w0gCQKCyCEggB0ICCKHgAB2ICCIHAIC2IGAIHIICGAHAoLIISCAHQgIIoeAAHYgIIgcAgLYgYAgcggIYAcCgsghIIAdCAgih4AAdiAgiBwCAtiBgCByCAhgBwKCyCEggB0ICCKHgAB2ICCIHAIC2IGAIHIICGAHAoLIISCAHQgIIoeAAHYgIIgcAgLYgYAgcggIYAcCgsghIIAdCAgih4AAdiAgiBwCAtiBgCByCAhgBwKCyFEBadHCX0CuuWZS2gG55Za39d0AkiAgiKTf/e7V2Mm8TZsxsm5dvr47pUcemR0PwcyZK/XdKb399vL4uBEj5um7ASRBQBBJP/20Tf71r0WydOmP+q5i7dq1VyZNWixz5pT8t5ZCM2Z8I5MnL5U9e/bquwAkQUAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBFYq/MxG4abeulsSRccASA8BgZX0gFxwwUuyc+ce/TAPAgIEh4DASnpA1PbCC//VD/MgIEBwCAispMdDbe3ajZf8/J36oQkICBAcAgIrFQ1B164T4v89cuTH+qEJCAgQHAICKxUNwVtvLYv/d9u242LraKVCQIDgEBBYqWgI9u7dJ5dd9kr8///1rx/oh8cRECA4BARW0kOQm5sX//+tW/9d1qzZrI3YTx8HwD8CAislC0HRqxHee+/0AwcXkWwcAH8ICKyULAQff7wm/rWWLZ+Vr77aUGTEfsnGAfCHgMBKqUJw001vxb/er9+7CfuUVOMAlB4BgZVSheDLL39IuJ7655+vS9ifahyA0iMgsFJxIbjzzqnxfddf/0bCvuLGASgdAgIrFReCvLyNsTmQwv0ffPBtfF9x4wCUDgGBlQ4WgqFDc+P7e/V6Vfbt2//1g40DUHIEBFY6WAjWrt0ibdqMiR/z3nsrYl8/2DgAJUdAYKWShOCxxz6MH3PxxRNlz569JRoHoGQICKxUkhBs3Lg9tjZW4XGvvvplicYBKBkCAiuVNASjR38SP+78818o8TgAB0dAYKWShmDr1l3Svv34hONLMg7AwREQWKk0IXjxxf964lGScQCKR0BgpdKEQF0rvXPnFwkIEDACAiuVNgT//vdiAgIEjIAAAHwhIAAAXwgIAMAXAgIA8IWAAAB8ISAAAF8ICADAFwICAPCFgAAAfCEgAABfCAgAwBcCAgDwhYAAAHwhIAAAXwgIAMAXAgIA8IWAAAB8ISAAAF8ICADAFwICAPCFgAAAfCEgAABfCAgAwBcCAgDwhYAAAHwhIAAAXwgIAMAXAgIA8IWAAAB8ISAAAF8ICADAFwICAPCFgAAAfPl/36Ir86VMsGsAAAAASUVORK5CYII=)
PN: 4237-1-17
CAS: 15448-83-6
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4237-1-0G
CAS: 58920-79-9
Molecule Weight: 139.154
Formula: C7H9NO2
TSCA: Not listed on TSCA inventory