| Product Number | 4H56-1-5K |
| Synonyms | 2-(3-Methoxyphenyl)pyridine-3-carboxylic acid; 3-(3-Carboxypyridin-2-yl)anisole |
| CAS | 912773-03-6 |
| MDL Number | MFCD08235174 |
| Molecular Formula | C13H11NO3 |
| Molecular Weight | 229.235 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-5K
CAS: 912773-03-6
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H15-1-6G
CAS: 958219-62-0
Molecule Weight: 213.236
Formula: C13H11NO2
![6-[3-(Trifluoromethoxy)phenyl]nicotinic acid](data:image/png;base64,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)
PN: 4H58-3-7N
CAS: 197847-91-9
Molecule Weight: 283.206
Formula: C13H8F3NO3
PN: 4H58-1-436
CAS: 887976-58-1
Molecule Weight: 259.261
Formula: C14H13NO4
PN: 4H15-1-5H
CAS: 885949-59-7
Molecule Weight: 213.236
Formula: C13H11NO2
PN: 4H56-1-0C6
CAS: 898796-17-3
Molecule Weight: 243.262
Formula: C14H13NO3
![1-[6-(3-Methoxyphenyl)pyridin-3-yl]ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABVIAAAVSAEexYlaAAACQ3pUWHRtb2xTb3VyY2UAAHichZVpb6MwEIb/ysifNz6AcEQhVdRqpZXarbTtSvutcsBJkQKugFz/fscQEiAp5Bozfp/xMR5n/nBMt7BXeZHoLCSCcgIqi3ScZJuQ/H3/OfHJw2IeoQiFWRGSz7L8mjF2OBxo9KlSedQZjXRK6v7ZsUg6moNNdb5hFueC/Xt5fquYSZIVpcwihVSRzIrK+awjWVaz+GYIlsp8n2SslrM039fRPixuPpwei5hc1/KIfUtEYZ1sFax1nsoS9han+OE/YKMylctSxbA6odumDq59MX950tEuVVmJTRMhieT2rcx3ETpSvVXRDoNh49dTSFKBgCx1usxzeQLTMm4pQFogbZAOyClIF6QH0gcZgBQcv9gvUCBQIVAiUCNQJDzc+60yg7+fvhSuAF7h8e77d/X7ittnhcSirus5IKht215jzs5uHy4cX42ZnL0XexZPcCc4TvRiG/8UdY53tS76fYfACScxaYJy6nm8gmxhrE25z6tgrmUswkH7uelv/C4NbGM96vH2c59r+gNqOVcdJoRdMrKYr3QWt5qQxCFZCVKl6o9aF9Y5WwR0HqscC8AEMNI2YHUBk9thwO4C5iRcgOU9wOkC5twMA9MuYE7ZMOB2AXMmhwGvC5gTPAz4N4seAYKbEYLhbRW8S1T1NDyG6Ce7qr8Rppfvul5HmF7K6/oeYXpZr++DEWZ6uwVjiHtnatORne5lv76iRhj/DnM9ZNaVYa2yZM2lis2bC5e1bmOG/0GL/xf67RGEZmo+AAA570lEQVR4Xu3dCdxWc+L//4kWFX1TCC2myRqyJEuRKL8vUpiQbGkIxcwUapCSJbIkipksZR2NNLb/Fy1iNJbUNKHFUKhkaZQ2S6l8/vf73M7puj/3fV33dX2uc3Wf65zX8/E4j3Sdz3Wu65yZPu/rnM/2KwMAgINf2S8AAJANAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAKDAPvnkE9O/f3/TqlUrU79+fVOrVi2zxx57mLZt25ohQ4aYefPm2W8xv/rVr7ytMtmWK4Sq+VQASIgRI0aY6tWrBxV9us2W7nVbtuUKoWo+FQASYOTIkV7lXq1aNdOzZ0/zxhtvmFWrVpn169ebxYsXm7ffftvcdNNNZv/997ffmnUwZFuuEKrmUwEg5pYsWWJq1KjhVe5PPvmkvbtS2QZDtuUKoWo+FQBi7pprrvEq9nPPPdfelZVsgyHbcoVQNZ8KADHXpk0br2KfNm2avSsr2QZDtuUKoWo+FQBirkGDBl7FvnLlSntXVvxgyHarClXzqQAQc37Pq40bN9q7smIHRGVbVaiaTwWAmAvrDqQy2ZYrhKr5VACIOdpAAABO/F5Y5513nr0rK9kGQ2q52bNnmz59+pj99tvP1K5d2+y2226mY8eOZuLEida7wlH5twMA5MwfB6JBhOPHj7d3V8olQHTXc99995n33nvPfPfdd97js8mTJ5uDDjrImzIlbJV/OwCAk7vuusur3BUivXr1MtOnTzdr1qwxGzZs8AJGI9Fvvvlmc8ABB9hvdQqQdBYtWuTNwRW2zJ8KAEhLQXDbbbeZJk2amAEDBti7PcOHDzfbbrttUNGn22zpXrdlU05h1bBhQ/vlvGX+VABAhZ577jnTokWLoAL/7W9/axcJLFy40PTr188ceOCBpl69et5svM2aNTPt2rUzN9xwg5k/f779lqyCQTKVW716tTf/1pFHHmmuv/56e3feKv5UAECF5s6d6zVM+xW3GqsHDx5svv/+e7tolbHvbjp16mQ2bdpkF8sbAQIAWVCDdN++fctMzX7WWWd5s+pG1fLly81TTz1ldt99d3PjjTfau/NGgABABhpJPnr06GBgoLZDDjnEezRULF577TXTtGlT++W8ESAAkMbUqVNNy5Ytg+DYeeedzUMPPWQ2b95sF420tWvXeu0uYSNAAMCiRu+uXbsGwVGzZk1z1VVXeY3SxWjSpEneWJCwESAA4FuzxswZONDsWxIYfnh07tzZfPTRR3bJSNIa6xMmTPDWYNeqh8uWLTPjxo0zjRs3Ni+//LJdPG8ECADokdTYscY0amTWloTGH0u2fffd1/vlXkw0MLF79+5ee4ca+zWVSbdu3cyMGTPsoqEgQAAk25tvGtO6tfq+lm477miWjBxpNv70k10SFgIEQDItXWpMjx5bgmPbbY259FJjvvnGLok0CBAAyfLDD8YMHWpMnTpbwqNDB2Pef98uiUoQIACSQ7PiNmu2JTiaNzemQFOdJwEBAiD+Zs825uijtwTH9tsbc8stxqxfb5dEDggQAMVhwQJj+vQxZp99jKlbt/QR1N57G3PZZaX70lHvqm22KQ2OatWMueACY774wi4FBwQIgOgbPry0kdu/g7A37bv9dvtdpTQHlMoccYQxBerOmlQECIBou+eeLXcPF11kzLvvGrNunTGa/XbmTGMuvrh0n8rce6/9bmM0C+1nnxnz88/2HuSJAAEQXepqW7NmaTiMG2fv3UL7VEZlP//c3osCIUAARNd115UGwxln2HvK69attOygQfYeFAgBAiC62rQpDYXJk+095WnaEb+tA1sFAQIgunbcsTQUVq6095SnEeQqW4C1v1ExAgRAdFWvXhoKGzfae8rT3FUqq/dgqyBAAEQXdyCRRoAAiC6/DWTKFHtPeWonUdnDD7f3oEAIEADRde21paFw5pn2nvLUU0tl1XMLWwUBAiC6liwxpkaN0mB4/HF77xaPPVZaRuNANHYEWwUBAiDa7rqrNBw02rx379LR5xqFrmnZZ80y5pJLtoxEv/tu+90oIAIEQPRp5lx/QsSKNu0bNsx+FwqMAAFQHObNK515d6+9SmfirV279L+1iqD2YasjQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEQPG58EJj9tnHmP/+196DrYgAAVB86tUrHUD46qv2HmxFBAiA4rPDDgRIBBAgAIoPARIJBAiA4kOARAIBAqD4ECCRQIAAKD4ESCQQIACKDwESCQQIgOJDgEQCAQKg+BAgkUCAACg+BEgkECAAig8BEgkECIDiQ4BEAgECoPgQIJFAgAAoPgRIJBAgAIoPARIJBAiA4kOARAIBAqD4ECCRQIAAKD4ESCQQIACKDwESCQQIgOJDgEQCAQKg6DxVEiCPlQTIlwRIlSJAABSd9iUBclhJgMwkQKoUAQKg6OxQEiC/KgmQVwmQKkWAACg6BEg0ECAAig4BEg0ECICiQ4BEAwECoOgQINFAgAAoOgRINBAgAIoOARINBAiAokOARAMBAqDoECDRQIAAKDoESDQQIACKDgESDQQIgKJDgEQDAQKg6BAg0UCAACg6BEg0ECAAig4BEg0ECICis/322xMgEUCAACgamzZtMmPGjPHCQ9sJJ5xgVqxYYRfDVkKAACgKr7/+umnVqlUQHv624447mnvuucds3LjRfgsKjAABEGmffvqp6datWxAY1atXN1dccYUZPXq0adSoUfD6vvvuayZNmmS/HQVEgACIpHXr1plBgwaZWrVqlXlktWDBgqDMmjVrzIABA0zNmjWDMp07dzYfffRRypFQKAQIgEj5+eefzWOPPWZ23333IBT22msv8+KLL9pFAwsXLjRdunQJyitQrrrqKrN69Wq7KEJEgACIjBkzZpgjjjgiCIJ69eqZO+64w2zYsMEuWqEpU6aY/fbbL3j/LrvsYh566CGzefNmuyhCQIAAqHJffPGFueCCC0y1atW8in+bbbYxF110kVm+fLldtFJqTB81apRp0KBBECSHHHKImT59ul0UeSJAAFSZ9evXm1tuuSUY16Ht6KOPNrNnz7aL5kzde/v27es1uvvH7t69u1m8eLFdFI4IEABVYuLEiaZ58+ZB5d6sWTMzfvx4u1je5s6da44//vjgc2rXrm2GDBlivv/+e7sockSAANiq3n//fdOhQ4egQq9Tp44ZOnSo+eGHH+yioXr22WdNixYtgs9t2rSpefLJJ+1iyAEBAmCr+Oabb8yll15qtt1226AS79Gjh1m6dKldtGDUGH/rrbcGc2lpa9u2rZk1a5ZdFFkgQAAU1E8//WRGjhzpjRj3K+3WrVubN9980y661Xz55ZfmwgsvLNNo36tXL/PVV1/ZRZEBAQKgYDQyXCPE/eDQyPGxY8dGplvtzJkzzVFHHRV8P92ZDB8+POtuw0lHgAAInUaCa0S4XzFrYN/AgQO9keNR9MQTT5gmTZoE31dtJc8//7xdDBYCBEBoNPJbI8BTpxbp2rWrN1I86r777jszePBgs9122wXfvWPHjmbevHl2UfyCAAGQNz2S0ojvnXfeOah8W7ZsaaZOnWoXjTyNEznrrLOC89A4kssvv9ysXLnSLpp4BAiAvLzxxhveSG+/wtUIcI0EL/bp1XVeBx98cJnz0gzAxX5eYSJAADip6Je6Rn7H6Ze67qwefPDBWNxZFQIBAiAnGsGtkdwa0Z3aVqAR34WgKUneeecdb4bem2++2Rt0qHYWdcPVn/q7Xn/88ce9coUIMLXtXHnllaZGjRrBORdL204hESAAsqaR23Zvpeeee84u5ky/+NW1VjPwnnzyyWUmRMxla9iwoTe9+913323mzJljf4wz9S7T9/I/J+q9ywqNAAFQKVXqGrHtV5waL3HbbbeFNl7irbfe8h5/7bTTTuXCQJsG/O2zzz7eFCidOnXy7j78TXc/en3vvfcOBgbam9YW0cJTmkYlDK+88kqZ8S277rqrGTdunLeWSZIQIADS0shsVdIaqa2KUn/q72GM2NbcV2psT52fyt+09vkf/vAH7+5GKxBm23CtUe/z5883zzzzjBdIqWuD+Jsa/DVp46ZNm+y358QfYV+/fv3g2IcddliVjrDf2ggQAOXozkJ3GPacUboTyZce99x0001lGqa1tW/f3owZM8abMytMWmtkxIgRZXqKadMqh7pryDdIKprj65xzztmqc3xVFQIEQBn61Z96V6A2jzBmrdXjnUcffdR73OMfWysOXn311VttjY4PPvjA9OzZs0xjuObl0kqI+aqqWYarEgECwKNeVGpP8CvAMNfN0Gju1DmnNLHisGHDzKpVq+yiW8Vnn31mLrvssmCxKT2a012ERqPnS4/PtsY6J1FAgAAJp26v9sp9Gt8R1l3Bn//856DLryrq3r17h/6YypXuGtq1axect9pMdJeSr4pWWjzmmGNCWWkxSggQIMEuueQSU7du3aCSUzuBRmCHYe3atea0004Ljr3//vtHdt0NDRb0r4PCTo/awqD2l/PPP7/MtPFt2rTxxrbEAQECJNS3334bVO4aN6G5rMKaZn3ZsmVeTyr/+HpcFPW2APXeUsj531mDE8OiAY5HHHFEcGz1MIsDAgRIqOXLlwcVWljjI0SPgPzBhvo1P2HCBLtIZKm9p1u3bsF1ueKKK0ILVXUi+PWvf+0dV91/44AAARIqNUA+/fRTe7cTNcTrbkbHVDfdt99+2y4SeQoM3TGlhkhY/K7EDzzwgL2rKBEgQEKFHSCaF2q33XbzjqeeRx9//LFdpKhce+21wfUJ63EWAQIgFsIMkK+//jp4PKNxHsUeHr7UO5EwGtYJEACxEFaAaJqRY4891juOJj8MoxtsVOhxlt8movacfM+NAAEQC2EFiKZU1zE0lceUKVPs3UVPDet+7yyNE8lnsCEBAiAWwgiQl156KRjjoJHlcaUuvpqaROepEeuuCBAAsZBvgKxbt87sscce3vu1RkbcpzLXYEOdqwYDus6dRYAAiIV8A6Rfv37eezVj7+eff27vjh0FpD/tiSZgdBkfQoAAiIV8AkSTI/rTl48ePdreHVsacOnPGaap4HNFgACIhXwC5Mwzz/Ted/DBBzv9Ei9mftderSeS61oiBAiAWHANEHVl9VcofP755+3dsaep4P31RHKdpp0AARALrgHSo0cP7z1qB4h7w3k6WpRK1+DQQw+1d2VEgACIBZcA0TTktWrV8t6jhZOSSndh/rXLZSJKAgRALLgEyKhRo7zymihR66YnmR8GAwYMsHelRYAAiAWXAPErwP79+9u7Eufuu+/2rkXjxo2zfpRHgACIhVwDRGM9/FHn//73v+3diaNFs/zrMWfOHHt3hQgQALGQa4A88sgjXtlGjRpl/Ys77jQ3lq6J7kayQYAAiIVcA+Scc87xyp577rn2rsTq27evd026dOli76oQAQIgFnINEH/eK5cR2HGl5Xp1TXbaaSd7V4UIEACxkEuAaOJE/3n/7Nmz7d2JtWDBguAaqotzZQgQALGQS4DMmjXLK6cR6PmshxE36srsz42VzfrvBAiAWMglQJ544gmvnJatRVl77rmnd22yWfKWAAEQC7kEyIgRI7xyRx99tL0r8dq3b+9dmzvvvNPeVQ4BAiAWcgmQoUOHeuVOOukke1fide7c2bs2Q4YMsXeVQ4AAiIVcAuTKK6/0ynXv3t3elXhnn322d22yGZ1PgACIhVwCxF8Do1evXvauxNM10bXRNaoMAQIgFnIJEO5A0uMOBEDi5BIgtIGkRxsIgMTJJUDohZUevbAAJE4uAcI4kPQYBwIgcXIJEEaiV4yR6AASKZcAYS6sijEXFoBEyiVAhNl4y2M2XgCJlGuAsB5IeawHAiCRcg0QViQsjxUJASRSrgHCmuhlsSY6AQIkVq4BIn4FmM2o67jTXYeuRePGjbO+IyNAAMSCS4CMGjXKK7/zzjt7XViTzA+DAQMG2LvSIkAAxIJLgKiraq1atbz3PPPMM/buxPjggw+Ca/f+++/bu9MiQADEgkuASI8ePbz3tG7dOutHN3HTs2dP7xoceuih9q6MCBAAseAaIPr1rRHpet/zzz9v7469zz77zNSoUcM7//Hjx9u7MyJAAMSCa4DImWee6b3v4IMPNps3b7Z3x5q/Nspee+1lNm3aZO/OiAABEAv5BMi8efPMtttu67139OjR9u7YUnuHP/eVy4h8AgRALOQTINKvXz/vvTvssIM3RiTu1N7Trl0775zV/uNy50WAACFp3foBbzvyyIfM0qVr7N0BvxzClW+AaIJFf36sk08+OfYN6g8++KB3rmr/mTFjhr07KwQIEBI/GLT17z/J3h0gQAoj3wCRl156KRiNPWzYMHt3bMyfP9/UqVPHO89LL73U3p01AgQIiR8MxxwzzvtzxoyKH4MQIIURRoDIVVdd5R1DbSJTpkyxdxe977//3uy///7eOWruq3zWQyFAgJD4wfDII3O8P888c4LZtKn8c2UCpDDCCpCNGzeaY4891jtOgwYNvG6+caF2jm7dunnnVrt27bzPjQABQuIHw4YNm0zXruO9//7b3+baxQiQAgkrQOTrr7/2lrvVsXbddVfz8ccf20WKkt9lV1s2S9ZWhgABQpIaDK+99pn338cd96hZs2Z92nIIT5gBIgsXLjS77babd7xmzZoVfYhce+21wfW5+eab7d1OCBAgJHYw9Onzf97fb7/9zZRS5cshHGEHiMydO9c0bNjQO6YmXMxmnfCo0WOr1DuPK664wi7i7KCDDiJAgDDYwbBo0UrTps2D3qb/TlcO+fv222/NxRdfHFSS3bt3N998841dzInaCZo0aeIdV+0GWva1WKjB3G/z8MPDZbyHTSPW//znPweDEK+88kq7SFEiQFBlKgqG4cP/6b2muxFfReXgRhXZ/fffH9wlpG7169f31rj46aef7LflTIsttWrVKji2ftH/8MMPdrFIUVddv7eVtrAeW02bNs0ceOCBwXHVW03dn+OAAEGVqSgYVq/+0WsH0euvv/5Z2nLI3auvvmoOOOCAoCLbaaedzJgxY8zDDz/sNXz7r++zzz7m5Zdftt+es7Vr15rTTjstOK4q51mzZtnFIkGDBOvWret9T901hdFg/sknn5jTTz89OH9NwPjHP/7RrFq1yi5atAgQVJl0wTB+/Fzv9VNPHV/ya3hz2nLIzqJFi8pU5KrItKJgakWmyv5Pf/qTqVmzZlBOo8s/+uijlCO50aMbVco6pkZx9+7dO7THZfnS3Fb+9CTaNM4j3666GqF/3XXXBeumaPvf//1f8+GHH9pFix4BgiqTLhg0FkRjQrTv0UdLx4hUVA6ZKRSuueaaMhXZiSeeaP7zn//YRQMKm1NPPbVM2Oh5/erVq+2iOdHki0cddVRw3B133NEbuV5Vv8Y1Jbseq/ltEgo2jTDPZ5CgpnLRnYvfE03b3nvvbf7v/7Y8jo0bAgRbxfr1G+2XMgbDO+987u3zR6lXVK6iY6K0InvkkUfKPZbK5bn71KlTy7QHqEeVHvPk06DsV7Cp36tevXrm6quvNosXL7aLF4TuLrQYlL+ehzZNjOg6t5VPvc0OP/zw4Jj/8z//Y+66665Q2pOijABBwWhuvRde+I/5f//vCa9d4/vvy/5jShcMPs2P5Zexyz3wwL+81665Zqr58st1ZfYl2VtvvWXatGkTVGRqGB8xYoRTRaYR5vfdd583utw/ntb/+Mc//mEXzcmaNWvMTTfd5IWSf1xt7du399pkwn689cUXX3jXwB+D4W9az0NTsue6pkcqdRY477zzgvnA1ECu3m3//e9/7aKxRICgIN577ytz/vnPBpV/p06PmbVrN5QpU1EwpNIMvZqpt6JyDz44O3i9bduxJRXPLPPjj8m9I9F06ueee25QOaoiC6utYeXKlebyyy8PHvdo04JSegyUD/XKGjVqlGnRokWZil2benD94Q9/MM8995xZsGCBF2bZUFCqN5XWa+/bt6/XpmEfW0GilQTzCY4ff/zR66XlN7xrUwD++9//tovGGgGCUH399TozaNC0oHLXmI5hw6abVat+tIvmTb201NDuf9ZJJz1pXn55oV0s1lSR6dd8akWmeanmzJljF82b2jE6deoUfM52221nBg8enFe7gU93Tqrw1TPMrvC16Re+HsN16NDB+w4XXnhhsHXs2NF7Xe0N/p2Ave2+++5mwIABXqN5vjSuxZ+2RZumtP/b3/5mF0sEAgShUHuE7gratRsbVOiXXPL/mY8+WmEXDZV6aWkyxtS2kl69ni/5FRr/RwhPP/10sB6HNlVqW2PQntZB33PPPYPPbdy4sXniiSfsYk7UxjJz5kxzxx13eL3AUh+f5bJpnEuXLl28cS1hhel7770XTBqpTaF94403Rn58SyERIMjb5MmLTOfOfw0q8C5dnjKvvvqJXaygVqz43gwd+rp3x+Pf+ejvej1uVCHqcUlqRaa7EN2NbC0bNmwww4cP9xrB/e+hXlbvvvuuXTRvK1asMO+884557LHHvMdGQ4cO9aaQ192H/tTf9frjjz/uldMjtzDpMeAll1wSLOGrTY8Lk7AKY2UIEDj78MNvzMUXvxAEh+4CHn54tje7blXRnYfuQFK/k+5QdKdS7NQwqwZavyLT4xo14Koht6p89dVXJde7l9cN1v9O6uX05Zdf2kWLjtpTdAejjgh+cBx22GHe4zaUIkCQs5Urfyj5xftG8Gv/sMMeMIMHv2aWL8//WXhY1BaiNhE/SNRW4o9sLzaqyNQlVF1D/YpMXUajNFGhRpinDsjTOum33nqrd6dSjDQSX20u/vmo67G6Rsd92d5cESDI2saNm83jj79vjj32kaBi7tnzOfPBB8vtopHwww8bzV/+MsscddTDwffVHFuffPKtXTSyNAhNjcN+RaZBahpLEdWK7K9//atp2rRp8H1/85vfmGeffdYuFlkaZHnSSScF31+DMDUYU4MyUR4BgqxMn77EnH7634KK+MQTnyip3D7yxnpEncaJaLyI/90PP/whb8p4e92RKNG0Fxo1nlqRaX2KYqjINKPtkCFDgulLtB1//PHeVO9RpRHxmt4ldYChRuRrZD7SI0CQ0ccfLzW9e295FKRf8/ffP7PcoMBiMHv2l6ZHj4nBuWhw49NPz6twGd2qooqsX79+ZSoyTcinifmKzZIlS7xp4v3z0DiSPn36eI3iUaGxIFqbI7X7sEbga+JJVI4AQYW0XoQGcu2008GmefPflVS4Y8yAAVPMF19E/xdwJps3/2yee+5Db2CjQqRly8GmffveZtq0/EZX50sVmUZhp1ZkmjlXU4EXu+nTp5tDDz00OC/Ng3XvvfdmPTiwUDSi3l/gSZu6DGvkfVV/r2JCgKAMf+Ebf72I6tV3MB069DYzZoT7C1gzlv7rX//ynpnffvvtXldMDfRS10z9qb/rde1XOZUP07p1G8yIEW+aPff8ndlhh329c+3atau3LOvW9vrrr5dZO0PXXv8b5DNSOmo0vkPTxu+yyy7BeWqU+OTJk+2iBacR9GeccUaZOyMtHBV2998kIEAQeO2118osfKNfw3/5y19CqcjUZ169WNR/PnXwWy6b3qf36zhh9cFftGipOeWULVOdazrzgQMHevM1FZqWkU1d/U6PrX7/+997d39xpVl9NXli6rTxGvC3NdZP14j566+/3htB73+2RrVr6hO4IUDgPV//7W9/W6Yi08I3+VZk+kWnuY7sSexSN42e1jQU2lKnp/BfS50ywt50XB0/jF+Or7zyitl339I7EW2NGjUyY8eOzWv22XR0NzVo0KAy06yfcMIJ3pxPSaHAOOWUU4LzV6DozrNQwa2R8hox73+eRtK/8MILdjHkiABJsEItfKPeNmeffXaZ4/qVsu4gNAPq7Nmzs55DSeVUXu/T+3Wc1OPqc/R5+fby0XiLkSNHlhk4pqm+33zzTbuoE3W91WhqzcvkH18zwr744ot20cTQI6zUCQ/1iEuPusIKbo2MP/LII4Pja+S8Ho0W6/iUqCFAEqhQC99osj3N0po6oZ2m7Fb3SAVAmHQ8HTd1SnB9rj5f3yMfmrpCiwulTl1xzjnnmKVLl9pFs6b1Jo444ogyFZnme6IiK502/p577vEa1/3ro0b3f/7zn3bRrGkkvEbE+/9f1Eh5jZj/+uuv7aLIAwGSMJoryF745s4773RaL8KnOxl1PU2tcFUBaErtQleQOr4+J7WXj76Hvk++De+auVWP0fzj1qlTx2vcz2XyPK1FccEFF5SpyC666CKzfHk0B19WJXXv1SqBqf8/0p2lugNna/369d5KhxoJ7x9DI+TVEQPhI0ASQvMlnX/++WUqMs2rlG9FplXuUhvF1S2yqp4t63NTu2Xqe+WyCl86EydONM2bNw+O26xZM289iUxUkd1yyy1m++23D9539NFHh34nFkdaNfC4444LrpsGJN5www3eAMVM/v73v3sj3/33aUS8evGhcAiQmKto4Ztjjjkm74Vv9NhBvWn8Y+oX3+jRo0N7du1Kn6/vkfoLVN8z3779FQWCrmNFgeASOCivokB46qmn7GLOgYP8ESAxpkc7hVj4Rs+RUx/taN2GsLrVhkXfR9/L/476vmE8/9YjKftOzn8kFcYjL5TlP5JKDW7/kZQeeWlke+pKibk+8kJ+CJAY0noRqQ3kqsjCWvhGA+38UNKzav3jjurEfvpe+n7+M3V977AGCtqN4vqM1M4DPXr0yKvRHWXZjeL6M7WXn9rANOIdWxcBEkMaUe3/wwpz4Rv1bvKDSdM+TJ061S4SSfqe/sp2+v759tLy+d1yU1fNC7PbL8qzu+Xq2ofZ7Re5IUBiSCOp9Y+rbdu29i5nejzjT2+itRH03LmY6Pvqe+v76zzCWBvbp4DyfxVTkW0dGr+kSSY1+SSqDgESQ2pAVIWmNoAw6A6mSZMm3jHVILw1pp0oBH1vfX+dh84nrDszrVCnY+oxFpAkBEgMhRkgmlrCn+hPc2OF1YZQVfT9/RlvdV5hTJ1BgCCpCJAYCjNATjutdKJBdY2M0hKq+dB5+Isd6fzyRYAgqQiQGAorQDQTr46jbcKECfbuoqbz8c9N55kPAgRJRYDEUBgBoimu/V/pml4ijnRe/t1VPlN6EyBIKgIkhvINEHVPPeqoo7xjtGzZMpTxI1Gk89L56Tx1vq7jWQgQJBUBEkP5Bohm6tX7Nco67pPQ6fx0njpfnbcLAgRJRYDEUD4Bol5J/niJ3r1727tjSeep89V5u/TKIkCQVARIDOUTIJryRO/V2gxaFyMJdJ7+WhQ6/1wRIEgqAiSGXANEs5f6CzRpDqkk0fnqvHX+uc7iSoAgqQiQGHINEK0vrvdptbykTRGh89V56/x1HXJBgCCpCJAYcgkQ9UBq0aKF974BAwbYuxNB563z13XIpUcWAYKkIkBiyCVA/EpQEwIuXrzY3p0IOm9/unBdj2wRIEgqAiSGXAKkb9++3nu0yl6S6fx1HXQ9skWAIKkIkBjKNUA2bdoUTDA4ZswYe3ei6Px1HXQ9dF2yQYAgqQiQGMo1QGbOnOmV14C6pHTdTUfn7w8s1HXJBgGCpCJAYijXALnjjju88preHCaYvl7XJRsECJKKAImhXANE5VT+j3/8o70rkXQdcrl+BAiSigCJoVwDxF+qduLEifauRNJ10PXQdckGAYKkIkBiKJcA0TN/ldX24Ycf2rsTSdfBvybZtAkRIEgqAiSGcgkQv/KrXr26+emnn+zdiaTroOuh65LNeBACBElFgMRQLgHyyCOPeGX32msve1ei6Xrouuj6VIYAQVIRIDGUS4D4PbDat29v70o0XQ9dl2x6YhEgSCoCJIZyCZAhQ4Z4ZTt37mzvSjRdD10XXZ/KECBIKgIkhnIJkP79+3tlzz77bHtXoul66Lro+lSGAEFSESAxlEuAXHbZZV7ZXr162bsSTddD10XXpzIECJKKAImhXAKEO5CKcQcCVI4AiaFcAoQ2kIrRBgJUjgCJoVwC5M477/TK0gurLL8Xlq5PZQgQJBUBEkO5BMijjz7qld1zzz3tXYmm66HroutTGQIESUWAxFAuAfL22297ZTXyesOGDfbuRNJ18Eei6/pUhgBBUhEgMZRLgKxYscIrq23BggX27kTSdfCvia5PZQgQJBUBEkO5BIj4qxFOmDDB3pVIug66Hrou2SBAkFQESAzlGiBdunTxyueyDnic+evD67pkgwBBUhEgMZRrgNx9991e+f3228/elUi6Droeui7ZIECQVARIDOUaIHPmzPHKV6tWzSxbtszenSg6f10HXQ9dl2wQIEgqAiSGcg2Qn3/+2TRu3DinX91x5d+N6XroumSDAEFSESAxlGuAyIABA7z3HHLIIfauRNH56zroemSLAEFSESAx5BIg77//vvcebR988IG9OxF03v410PXIFgGCpCJAYsglQOTQQw/13tezZ097VyLovHX+ug65IECQVARIDLkGyPjx47331ahRw3z22Wf27ljT+eq8df66DrkgQJBUBEgMuQbIpk2bgrXAs1kHI078dVF0/roOuSBAkFQESAy5BoiMGzfOe6/mgsqlHaCY6Tz9ua90/rkiQJBUBEgM5RMgmzdvNq1bt/be365du6y7shYrnZ/OU+er89b554oAQVIVLkA0MV+fPsbss48xdesaU6eOMXvvrWcFpftQMPkEiMyYMcNss8023jEefPBBe3es6Px0njpfnbcLAgRJVZgAGT7cGP1jKvlHVeGmfbffbr8LIck3QOTSSy/1jlGnJPjnz59v744FnZfOT+ep83VFgCCpwg+Qe+4pDYlq1Yy56CJj3n3XmHXrjPn+e2NmzjTm4otL96nMvffa70YIwgiQ7777LpgTav/99y/5n+97u0hR0/novHR+Ok+drysCBEkVboAsXWpMzZql4ZCpMVL7VEZlP//c3os8hREgooF1tWvX9o7VrVs3p/aBKNJ56Hx0Xjq/fAdOEiBIqnAD5LrrSoPhjDPsPeWV/AP2yg4aZO9BnsIKEPGXvNUWl669fpddbdksWVsZAgRJFW6AtGlTGgqTJ9t7yps0qbTsEUfYe5CnMANEbr755qDCvfbaa+3dRUXf3z8XnVcYCBAkVbgBsuOOpaGwcqW9p7xvvikt27ChvQd5uq7kTlAVWocOHexdzq644ooydyLF9jhL3zf1zkPnExYCBEkVboBUr14aChs32nvK++mn0rJ6D0Lz97//3dStW9er0NQ1VdOT/6RrnSdVwKkhojaEYmlY1/f02zz88AgrAOfOnWsOO+ww77haRwRIknADhDuQKqOG4OOOOy6oJFO3ffbZx7z88sv2W5ykPs5SL6aod/HV9/N7W2kL67HVihUrTJ8+fYIR7NoOPvhguxgQa+EGiN8GMmWKvac8tZOo7OGH23u20HFOP92Y556z9+AXqsj0aEaPT/yK7OyzzzYLFiwwf/rTn0zNmjWD10866STzn//8xz5EztTw7PfO0t1OVAcb6nv5d2P6vmE0mG8subseNWpUyW+lHYPrqjVEpk+fbhcFYi/cAFEDq0LhzDPtPeWpp5bKqudWOpdcUlpGW8eOel5gl0gsVWT33HNPmYpM05D/85//LFNu0aJF5tRTTw3KaMbZ/v37m1WrVpUplyvd8fjjRLRpOpCozJ2l7+FPT6JN3zPfrroypeQHTeo577LLLuahhx4K7XEYUGzCDZAlS0xJDVVa4T/+uL13i8ceKy2jcSAaO5LOl18ac9ZZW0JE7SV9+2b3iCzGJk2aZPbdd9+gImvUqJEZO3Zsxors1VdfLfMoZ+edd/Z+oec682wqDb7TCG5/2hM9ztHdUFVNBa/P1ef7j5X0vfT98hkkKB9//LHp0qVLcO10V3f11Veb1atX20WBRAk3QOSuu0orezUo9u5dOvpcja0//GDMrFmldxX+SPRs199+4w2tNbolSBo0MGbUqOwa62NEFVnnzp3LVGRaenXNmjV20QrpruW+++4ruXwNgmPouf0//vEPu2hONIeUPwGjNt3laHGmMH71Z0Ofo8/z1/PQpu/jOreVT9dV1zf1MeApp5zi/e8AoBABIrfcYkp+/m2p8O1N+4YNs9+VmX5dP/SQKfnpvOU4LVtm195S5PRLV794Uysy/SJeuHChXTQrK0vu4NQTKbUB+Mwzz8zrzkF3MpoK3V9PxN/UPjBixAjzxRdf2G/Ji46n4/prmPubPl/fI587K93J6Y5Od3b+cXXHpzs/AFsUJkBk3rzSmXdL/kF7M/HWrl3635q0Tvtc6bHBVVdtmTJFW9euxjhWplGmikzP2PWs3a/I9Axez+LDoB5KnTp1Co693Xbbmeuvvz6vRz6quLWin12x+9+9b9++5plnnvE+O9vuxSqn8nqf3p/aDuFv+jx9bj7BIWpD8pf21aY2JrU16e4NQFmFC5BC++gjYzp33hIiCpSBA/XcwS5ZlNSrJ7USVkWm3j+FqMief/55s+eeewaf1bhxY/PEE0/YxXKmxmw9Atp9993LVfjaNG5i77339gY8duzY0Vx44YXBpr/rde1XOfu92nRcHT+MxvslS5Z4vdf8Y6tXm9pT1MsNQMWKN0B8eqyw775bgqRRI2PGji195FWEFi9ebLp37x5UZHrMpF/dha7INmzYYIYPH27q1asXfPZRRx1l3tVsyiGYM2eON6hRj94aNmxYLgyy2fQ+vV/H0fHCoEGGmvrFn9Zdm8bTbK32G6CYRSdA1NCunlu6s8iVfpVrGnl/IKO21q31PMIuGVmqyIYMGRKMr9B2/PHHeyOdt6avv/7a9OrVK+hZpV//aqD+Uj3iQqR2mHfeeafkf/LHvcF9Q4cONVdddZV396E/9Xe9rv0qp/Jhe+qpp0yzZs2C6/2b3/zGG8kPIDvRCRANRlPFr0dRauNw6SKp0e1qd0ldzKpHD7MxU1fhCPjrX/9qmjZtWqYie/bZZ+1iW9WsWbPKjKXYYYcdzK233urdqRS7f/3rX+boo48Ozm377bc3w4YNM+vXr7eLAsggOgGyaFFpryq/4ldvK/W6cnkUpWfimkjwl2NNrFPHPFXyi/YHdSWOEFXSbdu2jXQlHcVwc6W7q9/97ndl7q4uuOCC0O+ugKSIToCIHkVpfIfGefhBovEfGgfiYuJEs6B5c3N1yXEalWx6XKGeOlXtq6++KveYSI9uolqR+e0E9uO1YmknUCDffvvtZdp3jjzyyLzHiQBJF60A8el5t0ac+7P7atOI9MWL7ZKV2rR+vXn8llu8xxR+5aHHF7Nnz7aLFly6huqZGmxZBOyeSmrg14SChW7gz8cLL7xQroeZ2lUA5C+aAeJTA7LmwPJDRGNJhgwpbXDPkQae6XGF3yVUv/71OGP58uV20YJQV9kWLVoEFVmTJk1C6SpbFdTF2B4rce+99xaki7ErjRs54YQTgu8YxhgXAGVFO0B8mo23pPINgqSk8jVPPmmXyooeW+jxhV+x6G7gjjvuKFi7w7x587wxDakV2eDBg4u+ItMgx4cffrjcIMfJ2axGWUDffvut+f3vf19mlP0ZZ5yR1yh7ABUrjgARVfC33WbMDjtsCZK2bUvn2srRzz//7D3GSB3gpikwXnzxRbuoM3U7vfzyy0OdLiSKNF+UPc1KVcwXpRHo999/f5kxJgcddJB5/fXX7aIAQlI8AeL76itjLrxwy1xb+lN/1+s5WrdunRk0aJCpVatWUOnosYfW0nClxzijR48OfcLCqFNgKDj8c/ZnrM12osd8aKbhAw44IPjsnXbayTzwwAN5T2sCILPiCxCf7jx0B6IQ0aY7E92hODyK+vTTT8sseaq7Bj0G0eOQXEydOrXCKdMzTbMeN3qEZa+ZoUddhbgGWuvktNNOCz4rrLVOAGSneAPEp7YQtYn8EiRzW7QwHziuYKjHHa1atQoqJD0O0WORyn7JVrRo05VXXpnY9SJ0F6ZGdXuxq7BW7Vu7dq255pprytw5nnjiiaGstggge8UfIKJeWWqYrl3b/KWkMmlXsqnhWg3YuVJYjBkzxnsM4ldOejwybdo0u6hXkdnLxp588snmI5fpWGKoonXD1Q1Y3YFdqO3qkUceMbvuumtwPK33/tJLL9lFAWwF8QiQX/y4eLH5y1lnmRq/VC6quNSQ7TKPkh6D9OvXr8wiRaeffrr55JNPvIpMa06kVmRaL+KVV16xDwNTuuCTJij0r5UGJGpgogYoZuutt94ybdq0CY5Rv359bz2QbKeEBxC+WAWI74033vAarv3KRg3aath2Gafw4Ycfeo9H/GMpUHbbbbcyFdnIkSOpyLKgiQo1FYp/7TRFiqZKyeTzzz835557bvAeTbPeu3dv843mPQNQpWIZIOIvxqSGbL/yadmypdfQ7eLRRx/15qryj6WBiJdccgkVWY40YaEmLky9lpq0URMcpvrxxx/NTTfdZOrWrRuUO/bYY0Obxh1A/mIbID41ZGt68NR2iq5du2a9HKwmYNTU4qnrRWj8iFaugzvN+6Vp4lNnBtD8YJrw8OmnnzZ77LFHcL1//etfmwkTJtiHAFDFYh8gPjVsq4Hbr5QUKAMHDsw4TkHrYqcGR/Pmzb1lVREeLViVOjOAHlH5/627D92F6G4EQPQkJkB8auhWg7dfSTVq1MgLiorGKfiD09TuocWNWC+icDQvWGrPt/POO88sW7bMLgYgQhIXIKIGbzV8qwHcr7Bat25t3nzzzTLlNIeS9unRCgpPd4Nah1wrBQKIvkQGiE8N4JdeemmZxyY9evQwS39ZwVC/gvWaRqUDAMpKdID43n//fdOhQ4cgRNTuoYZzhQkBAgAVI0BSTJw40WsoT23EJUAAoGIEiEUN5bdYKxhqFDUAoCwCJA2tYOiPmu7cubO9GwASjwDJgEZ0AEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDAgQAEiPAMmAAAGA9AiQDHr37u0FyMCBA+1dAJB4BEgGS5YsMTfddJP56quv7F0AkHgECADACQECAHBCgAAAnBAgAAAnBAgAwAkBUoFPPvnE9O/f37Rq1crUr1/f1KpVy+yxxx6mbdu2ZsiQIWbevHn2W7zuvtoqk205AIg6ajLLiBEjTPXq1YOKPt1mS/e6LdtyABB11GQpRo4c6VXu1apVMz179jRvvPGGWbVqlVm/fr1ZvHixefvtt71xIfvvv7/91qyDIdtyABB11GS/0KDBGjVqeJX7k08+ae+uVLbBkG05AIg6arJfXHPNNV7Ffu6559q7spJtMGRbDgCijprsF23atPEq9mnTptm7spJtMGRbDgCijprsFw0aNPAq9pUrV9q7suIHQ7YbABQ7arJf+D2vNm7caO/Kih0QlW0AUOyoyX4R1h1IZbItBwBRR032i6poA5k9e7bp06eP2W+//Uzt2rXNbrvtZjp27GgmTpxovQsAoqfyGi8h/F5YWoXQhUuAKLTuu+8+895775nvvvvOu/uZPHmyOeigg7wR7wAQZZXXeAnhjwPRIMLx48fbuyvlEiDpLFq0yJtCBQCiLHNNljB33XWXV7krRHr16mWmT59u1qxZYzZs2OAFjEai33zzzeaAAw6w35pVMEg25fRZDRs2tF8GgEjJXJMl0PDhw822224bVPTpNlu6122Zyq1evdqbPuXII480119/vb0bACKl4pos4RYuXGj69etnDjzwQFOvXj1vNt5mzZqZdu3amRtuuMHMnz/ffkvGYEhVUTk7nDp16mQ2bdpUpgwARE3lNR62muXLl5unnnrK7L777ubGG2+0dwNApBAgEfTaa6+Zpk2b2i8DQKQQIBG0du1a77EZAEQZARJBkyZN8saCAECUESBVSEvkTpgwwVtCV4tWLVu2zIwbN840btzYvPzyy3ZxAIgUAqQKaVxJ9+7dvfYOTeaoqUy6detmZsyYYRcFgMghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADg5P8H0sRmyDC7Nz0AAAAASUVORK5CYII=)
PN: 4H17-1-7F
CAS: 1215576-39-8
Molecule Weight: 227.263
Formula: C14H13NO2
TSCA: Not listed on TSCA inventory
