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)
| Product Number | 2615-1-W3 |
| Synonyms | 4-(2-Methoxyphenyl)benzaldehyde; 2-(4-Formylphenyl)anisole; 4-Formyl-2'-methoxybiphenyl |
| CAS | 421553-62-0 |
| MDL Number | MFCD01631913 |
| Molecular Formula | C14H12O2 |
| Molecular Weight | 212.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-1-W3
CAS: 421553-62-0
Molecule Weight: 212.248
Formula: C14H12O2
![1-(2'-Methoxy[1,1'-biphenyl]-4-yl)ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABQ8AAAUPAFikBv8AAACPHpUWHRtb2xTb3VyY2UAAHichZXbbuIwEIZfZeTrjQ85gwgValVppVaVtq20dyuTGBqJxFUSTm+/44QACTSBoLHH/zexPWMzezhkG9ipokx1HhFBOQGVxzpJ83VEPj+erZA8zGcxilCYlxH5qqrvKWP7/Z7GXyqTB53TWGekGZ8eyrSj2TtUF2tmcy7Y39eX95qx0rysZB4rpMp0WtbOFx3Lqp7FD69gmSx2ac4aOcuKXRPtn83Nw+mhTMhlLY84tkAUVulGwUoXmaxgZ3OKD/8Fa5WrQlYqgeUR3Q51ce3z2euTjreZyitsmghpLDfvVbGN0ZHpjYq3GAwbv58ikgkEZKWzRVHII5iWcUsB0gbpgHRBeiB9kAHIEOQEpOD4w3GBAoEKgRKBGoEiEeDeb5R5+cfxW+EK4A0eB75vuH12RGzq+4ELgjqOE7Tm5OyO4cLx0xrr5LVOIgt3gOMEz7b1tzoPrYvWR3/otn0CR5yE1QblNAh4DTvCWIfykNdBfdtYhCbX/Xa8r2/7p3i98L2uoJ7LTfrYOR3z2VLnyVUT0iQiS0HqPP1Rq9I+pYqALhJVYPWbAEZ6DdhdwCR2GHC6gCmDM7C4B7hdwBTNMOB1AVNiw4DfBUxBDgNBFzDlOwyEN4seASZdwJyO4W0VvEvUh2n4HaKf7PrwjTC9fDeHdYTppbw53CNML+vNZTDCeLdbMIb4d6bmjex0L/vN/TTChHeYS5HZF4ZdHUvW3qjYvLlt2dVVzPAPaP4fhtbsPA1fnh4AADRzSURBVHhe7d0HuBTV/cbxCIICKhY0Rk3s2MFEBUussUUhikA0sUaKYkNFY8FEI2BQSsReEhSMRE3sJgoxwRJjiyWiYG8oVtBExZ7zv+/c/xl2D7fM/mZ27+7s9/M8+4h3zpbZe/e8OzPn/M43HAAABt8IfwAAQBIECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoCUw+zZzg0b5twGGzjXpYtznTs71727c0ce2bgNAHKAAMna2LHOtW/f8M5+o+mbtp17bngvAKg5BEiWzj+/MSSWWMK5QYOce/hh5z76yLlPPnHukUecGzy4cZvaTJoU3hsAagoBkpXXX3euY8fGcJg8Ody6iLapjdrOnRtuBYCaQYBk5fTTG4NhwIBwy+L6929sO3JkuAUAagYBkpWttmoMhenTwy2Lu+uuxra9e4dbAKBmECBZWWGFxlCYPz/csrj33mtsu9JK4RYAqBkESFaWXLIxFL78MtyyuC++aGyr+wBAjSJAssIRCIA6Q4BkxV8DmTEj3LI4XSdR2169wi0AUDMIkKycdlpjKAwcGG5ZnEZqqa1GbgFAjSJAsvLaa8516NAYDFOnhlsXmTKlsY3mgWjuCADUKAIkS+PHN4aDZpsPGdI4+1yz0BcudO7RR50bOnTRTPSJE8N7A0BNIUCyNnq0c+3aNYZEUzdtGzMmvBcA1BwCpByefrqx8u766zdW4u3UqfHfRxzRuA0AcoAAAQCYECAAABMCBABgQoAAAEwIEACACQGSpc8+c+7dd8OfFvvqK+fmzQt/CgA1hwDJUt++jbPRn3su3LLI0Uc3TiacOTPcAgA1hQDJ0sYbN04W/Otfwy2L7LlnY5vf/S7cAgA1hQDJEgECoI4QIFkiQADUEQIkSwQIgDpCgGSJAAFQRwiQLBEgAOoIAZIlAgRAHSFAskSAAKgjBEiWCBAAdYQAyRIBAqCOECBZIkAA1BECJEsECIA6QoBkiQABUEcIkCwRIADqCAGSJQIEQB0hQLJEgACoIwRIlggQAHWEAMnQow0Bcm9DOCxoIUBmNQSI2rxFgACocQRIho5qCJC+DeHwZAsBcmZDgKjNXwkQADWOAMnQxg0B8g2FQwsBsmdDgKjN7wgQADWOAMkQAQKgnhAgGSJAANQTAiRDBAiAekKAZIgAAVBPCJAMESAA6gkBkiECBEA9IUAyRIAAqCcESIYIEAD1hADJEAECoJ4QIBkiQAC05qWXXnInnHCC69Gjh1t++eXdUkst5dZcc0237bbbul/+8pfu6aefLmqv/kK3liRpUw6Vf8YcI0AAtGTChAluySWXjDv85m6FmvpZKEmbcqj8M+YYAQKgOb/5zW+iz/4SSyzhDj30UHfvvfe6Dz74wH322Wfu1Vdfdf/85z/d2Wef7TbZZJOi+yUJhyRtyqHyz5hjBAiAprz22muuQ4cO0Wf/97//fbi5RUnCIUmbcqj8M+YYAQKgKaeeemr0uT/wwAPDTa1KEg5J2pRD5Z8xxwgQAE3Zaqutos/93/72t3BTq5KEQ5I25VD5Z8yxpgJk6tSpRaMqCJDsfPzxx+6iiy5y//nPf8JNQFVZccUVo8/9/Pnzw02t8uGQ5FZplX/GHCsMkH//+9+ud+/e0f+3b9/ejRo1yn366acESEZuuukm161bt+i9XGGFFdx1110XNgGqhh959eWXX4abWhWGREu3Sqv8M+aYD5A+ffpEoaF/t2vXLv7lrrXWWm7zzTeP/k2A2MyaNcvtsssu8Xvq32fddthhB/f444+HdwHaXBZHIC1J0qYcKv+MOaVvFquuumr8i9StX79+7sUXX3RTpkxxq622WtG2M888M3wItOD99993w4YNi7/JdezY0Z1yyinu7bffdmeccYZbeuml40AZPHiwe/fdd8OHANpMJa+B3HLLLa5///5ujTXWcMsss4zr2bOnu/DCC91XX30V3Cu9ll8VErnrrrvchhtuGP8S11133cX+UD766CM3cuTI+IhE/x0yZIh77733itqhmIJ50qRJ0Wkq//7us88+UTAXeuWVV9zAgQPjNl27dnXjx493X3zxRVE7oC34UVgHHXRQuKlVpQbIXnvtFX1pfe6559zChQujo/Zdd93VDR8+PLhXei2/KrRIv6C99947/uWpLMERRxzRYtJrspC/NuLvo9mpdHSLmzFjhttoo43i90oTrO6+++6wWZF77rknPk2oW/fu3d0dd9wRNgMqys8D0STCP/zhD+HmFpUaIE2ZO3euW2655cIfp9b8M6JZH374oRsxYkR0GkW/NJ1WOfbYY92CBQvCps2aOXNmVAvH/+I32GAD95e//CVsVpeef/5517dv3/i90fljjbZKegFSAX7FFVe4lVdeOX6MPfbYw82ZMydsCmRKf3vXX3+9u/3228NN0RGx/hYVIj/72c/cfffdF40g/Pzzz6OA0ZdLDbbZdNNNi+7XWjhIa23eeuut6HOUteafEYv5+uuv3ZVXXlnUMe22225u9uzZYdNE9Md22WWXxaOJdPvhD3/onn322bBpXdCH6eSTTy4K5mOOOcZ04VFUJkJF6/wMYP1Xh/H6OZA1HR2r89ffmvqIpowdO7Zo4Edzt0JN/SzUXBv1MTpTooE9+tKbtcWfEU1S3Zrvfve78S9q/fXXd7fddlvYzEQd2vHHH1/U0anjq5eOTsH829/+1q2yyirx+6tzts8880zY1ESBrGD2j63AvvTSS1s81Qgkpetx++67b/z3pet1LY2yfOGFF6LP+2abbRadVlI13u985ztuu+22iwbXhH/3zYVDoaba+J/ppucqx3ypll8VoiJn+++/f/yL0C/8vPPOiw47s6ZTLH6eiO/oLr/88lx3dPfff7/73ve+F+/zeuut52699dawWSZ0ilCnCv1z6RTi3//+97AZkMh///vf6OK4AkB/TzpiPvLII6MRg9VC11Z1EV1nSg4++OBwc2oESDM++eSTqDZ/p06doj8OjZoaNGiQe+edd8KmmdNFX1389R2dhuHpmkme6JzvAQccUBTMOrwvRzAX0gdq4sSJ0eAF/9wa8vjyyy+HTYEm/e9//3NXXXVV0bD9nXfe2T311FNh06oxb948t+yyy4Y/To0AaYKqZWoMtf/j+P73v+8ee+yxsFlZqaPTRTcNR/WvY8CAAdFw1VqmYNZhemEw64Ki5nNUkoZPDx06ND4frW+RGmat4dZAcx544IF4Todu66yzjrvxxhvDZlVH/cZKK60U/jg1AqTAo48+Gq0K5v84dF6y1CF3WdOEOE2M8x2dJsxp4pzqQNWaadOmuW9/+9vx+6tzvnrP29KTTz7pdtxxx/g1acKnxtDrWybgaRisKun6vxNN0BszZky0lke10fVDlVPSlyR9IdLoLvVrOt2WNQLENQ5xO+yww+JJfp07d3ZnnXVWNAmnWjzxxBNRqQ7/B7z66qtHhRprwb/+9a8oLPxrV4hce+21YbM29cc//jEqNeNfo+bqPPjgg2Ez1JtPP3UPnX2269qlS/R34ReD0imhaqVJzLvvvnt0mlZDd3v16hUNUinHl6K6DhCdb//1r38dnRv0HcdPfvIT9/rrr4dNq4bGmGv9ZP96t956a/fwww+HzaqCTksdfvjhcTDrtJVOX+k0VjVSsUuNw+9S0FnowuObb74ZNkU9aPisNXzY3MsNfwsDqvyz1lbqNkBuvvnmqOSI74i32GIL949//CNsVpXU0Wnpy8KOrpq+FSmYzz333OjCuH9/dcFcF85rwRtvvBEFh95XvXadrhg9enRVnq5AGaggZ8PRfsMvv/HWcLT/co0c7Vda3QWI1ub4wQ9+EHds3/zmN6Mx25qLUGuq8byshuBqKK5/TRqiqxm3tUinsHT47/dl7bXXjk51IadUgHPwYOfat28MjqWXdu6MM7TwTNgS/69uAkSzmY8++uiiaq4///nPyzK5ptKqYWSIJj/p4p1/DZoUqPOuWQazJmxpiPPVV18dHeHoOpW/6f/1c20PCy2mofPGetxvfetb8b7ttNNO0XovyAnVoRs/3rmuXRcddQwYoKFLYUsEch8gqp+kUsa+Hr9uP/rRj6LZoHnSVmPTFcwqN1IYzCeddFLqYNYAhunTp0elTXQU48u1J72pve6n++tx0g6I0GiW008/PZ40plFxKpxJNeUap0Kb3bsvCo6ePVWRM2yFZmQWIP6D25IkbZrz0ksvReU9NHtYowv0QdbFZA1P04S/wmVjPQ1l84s86aZ/t7ReeR6Es2PV0ZVjdqyC+eKLL47Glvv3V/V2VAjRSiGoCrwayNBUYCikVJFXC0pp1JxuCi//b/1c232YFd70eHpcPX6a0Sj6O9xvv/3ix9Xf4m9+8xuqKbcV1aEbNsy5DTZwrksX5zp3bgyEhr/5aFtzVFhzzz0XBUe3bs5dfrmKR4Ut0QJbb94E/4FqSZI2TVG586Y6hfDmqYMoLD+io48LLrggcTXXPGiqPs/555+fyXtQWDRON5Vc17d8K12z0ZofmndT+PvUaSNdzNa8DBWsTHo6TO3UXvfT/QtPP+mm59HzpblWpBIoqi/kH1Prwdx5551hM5TT2LGLrlc0ddO2c88N7+WcqmYraNSmQwfX8M1UBenCVkig9N68GWEn3pQkbUL6dqf7+JFGKmqoIoP68KtOlSbJaESSvnl6+jaob5wKnaOOOspczTUPsuzsmwoldcTWUNLvSacXCzt4jdzSDPGs52Do8fS4hSPD9Lx6fuvRg2qUXXLJJUVHYVrMR9VPUWYNX4aiAGjoF9ygQc5peK2qCGiI+COPNF4M1za1afgbLaLf93bbOTdwoCptFm9DSUrrzVuQJByStCnkF2HRfVRepBSqwEp9o0bq6NKcbgpPiymYtbxsmtNiDz30UNE3eE2M1Jofaa9VtEaPr+fR8/nn1uvQ67HSOjDHHXdcUTXlE088MVo3BmWgeVodOzaGw+TJ4dZFtE1t1Hbu3HArMpC8N29FknBI0qaQXwZSQ1WRnjo6LXwVXvBurqMrx4V5HTmqs/WTC/3pxTSnkyz0fHpeP7hCr0evK83r0GkzzQD275XWhNDCVklPvSGh009vDAaNlGpN//6NbUeODLcgA8l781YkCYckbQqlWYgezdOQW5V39r+PpobclmNosI4oCx9TF7UrUd24JXp+vQ7/mvT60k541Gp0Wi/GP6aW2NWpV2Sk4XcUhUKSU7F33dXYtnfvcAsykLw3b4X/sCS5JeW/HdbzNYxyamrSn0KicHKiyrxkMTlR5ej9you6dpLVYlxZ0evR69Lr0+tMWz5f11XGjRtXVE35xz/+cXTdDik1/J6c+pEk/YKGWattGSrRosoDxJ9qsV6kReuaKjuiW5blUTS5z5dv17dxDYWtRnpden16nXq9et1p6QhH68j4U3Z6X3VaCyk09AtO/UiSfkEXzNVW90HmkvfmrUgSDknaFOIIpHJU+FBzbHznmVXRuBtuuCG+uLz33nuX/SJ5Wnp9ep16vXrdev1Z0Hoyuiaix9XcFaTAEUjVSN6btyJJOCRpU4hrIJV12WWXRe933759w00mmrTnw0Onb6zDZStNr1Ov14eI9iML/jE1NB0p+GsgSX4vuk6itr16hVuQgeS9eSuShENhm1tuuSVaSlQr/6kIoJZt1Zj8wvW//Sisgw46KP4ZyifLAFGtKH9aTJM6a21dd71ePxlV+5FF7SsCJCOnndYYCprH0RqN1FJbjdxC5lru8UtQaoBowpVmCmvSlU4baOF3FeMbPnx43N7PA9F547ZeGbAeZBUgmh/iVx7cfvvtU1+Abyt63Xr92g/tT5p5L0KAZESj5DSDXH1JS2XWG/qXqI3mgVTxGj+1rOUevwSlBkhTVJ5c3/YKaV1w3UchorWzVRpchfp08VcBo5noWgRIs62RTlYBss8++0SPo6GstX79Sq/fD8nVfqVBgGRI1XPVl2i2+ZAhjbPPNQtd19i0TPLQoYtmok+cGN4bGWm+Ny9Ra+EgrbXR0rK6cB4aO3ZsvCZ4Szekk0WAqLSHHkOTFLWUbR5oP7Q/2i/tnxUBkrHRo51r164xJJq6aduYMeG9kKHMet0knXhzbXS+WaeyVF5jxIgR4eaIyq8ff/zxUdkJHaWorIaK4mmtbS2TqslxSCdtgOgI0q+SeN5554Wba5r2R/ul/dN+WhAgZaAq3Kq823CUGBVI7NSp8d9HHNG4DWW1eG9eYYVHEAqHtOtIwC5tgPgZ3dtss02qkunVSPuj/dL+aT8tCBDkTZsHiGjYpC6iq7yGym+jbaQJEF2b0nUqTZjLy6mrkPZL+6f9tCzTS4Agb6oiQDzNelbpDLSNNAGy4447RvfVrOs80/5pP7W/pSJAkDdVFSCvvPJKVHIcbcMaICqFrvtpyPXrOR8uqf3zkyNLLQFPgCBv2ixANOdDy8tqTWmtN63huFqeVpMH0TasAdKvX7/ofocccki4KZe0n9pf7XcpCBDkTZsFiMqTaO0ErSmtobu9evWKSorn7eJrLbEEyJtvvhkNsdZ1AV3HqgfaT+2v9lv7nxQBUmYff6xZrOFPUUZtFiCoPpYAmThxYnSf3nW23oL2V/ut/U+KACkz1cjSUN633w63oEwIEMQsAbLllltG99Ha6PVE+6v91v4nRYCUWbdujRMIn3wy3IIyIUAQKzVAdEFZ7XUqR+Xg64n211dHSDpwgAApMwKk4ggQxEoNkKlTp5b8LTxP/NGX3ockCJAyI0AqjgBBrNQA8XMimis/k3fab+1/0rkvBEiZESAVR4AgVmqAdO/ePWpfbeubV4r2W/uv9yEJAqTMCJCKI0AQKyVAVE7fXwOwFhesddpv7b/eB70frSFAyowAqTgCBLFSAmT27NlRW1Wnrde5O9pvX31Y70drCJAyI0AqjgBBrJQA0ZLEaquliOuZ9l/vg96P1hAgZUaAVBwBglgpAVJK2zzT/ut90PvRGgKkzAiQiiNAECslFMaNGxe1ta6NkRd+DRS9H60hQMqMAKk4AgSxUgJEq0Cq7VCtPV3HtP96H/R+tIYAKTMCpOIIEMRKCZCTTz45ajt8+PBwU13R/ut90PvRGgKkzAiQiiNAECslQDgCacQRSBUhQCqOAEGslADhGkgjroFUEQKk4ggQxEoJEN+2T58+4aa6ov3X+8AorCpAgFQcAYJYKQFy6623Rm2ZB9I4D0TvR2sIkDIjQCqOAEGslACZM2dO1LZz5851PRNd+6/3Qe9HawiQMiNAKo4AQayUAFHtpyWXXDJqn3Q9jLzx66HofaAWVhUgQCqOAEGslACRDTfcMGp/8803h5vqgvZb+6/3IQkCpLw+awiQTxve3/8RIBVDgCBWaoD4Iaz1OhfEzwFJOpSZACmvCQ0BMqrh/X2bAKkYAgSxUgNk2rRpUfsePXqEm+qC9lv7r/chCQKkvNZtCJDlG97fWQRIxRAgiJUaIPPmzXNLLLFEdHv11VfDzbmm/fX7rvchCQKkvLo1BIje3ycJkIohQBArNUBkhx12iO5zzjnnhJtyTfur/db+J0WAlBcBUnkECGKWALniiiui+2y88cbhplzT/mq/tf9JESDlRYBUHgGCmCVAFixY4JZeeunofjNnzgw355L2U/ur/db+J0WAlBcBUnkECGKWAJEhQ4ZE99t9993DTbmk/dT+ar9LQYCUFwFSeQQIYtYAeeGFF1z79u2j+z766KPh5lzR/mk/tb/a71IQIOVFgFQeAYKYNUDkpz/9aXTfUi4q1yI/aED7WyoCpLwIkMojQBBLEyCvvPKK69SpU3T/a665JtycC9ov7Z/2U/tbKgKkvAiQyiNAEEsTIHL22WdH91911VXde++9F26uadof7Zf2T/tpQYCUFwFSeQQIYmkD5LPPPnPdu3ePHmPvvffOTZVe7Yf2R/ul/dN+WhAg5UWAVB4BgljaAJHHH388HtZ73nnnhZtrkvZD+6P90v5ZESDlRYBUHgGCWBYBIhdddFH0OBqplGShpWqm1+9HmGm/0iBAyosAqTwCBLGsAkQOPfTQ6LF0wfn+++8PN9cEvW4/MED7kxYBUl4ESOURIIhlGSBffvml22uvvaLHW3755WsuRPR69br1+rUf2p+0CJDyIkAqjwBB7NJLL40+gHvuuWe4yeSTTz5x2223XXwkcsstt4RNqpJepz/y0OvXfmRBwazHHD9+fLgJGfCBT4BUDgGC2LHHHht9ADt27OguvPDCTL51q/P1RyJa+lUXpKt1dJZel16fX6pXrzuL8Pjqq6/c5ZdfHl9LUUc3ffr0sBmMPvzwQ3fiiSdG761u22yzjXvuuefCZigDAgSxBx980C2zzDLxB1EVZ//617+GzUqmIDrkkEPix1XHXG3zRPR6fNDpptebRYCq8GLPnj3jx9X6If7fOiJ5/vnnw7sgoa+//jqqhrzyyisv9v7qS9CIESOicEH5ECAook7zggsucCuuuGL8ofzRj35Uct2npmgU01JLLRU9piblTZ06NWzSJvQ6/CRBvb60o61EM9UHDBgQv4c66pgwYYJ7++233THHHBMf5aijO/nkk91//vOf8CHQgnvvvddtvvnm8fu7/vrru9tvv93Nnj3b7bbbbvHPFS5XXnllFDbIHgGCJs2fP98dddRRRR3dz3/+89QdneZR+MmGuqm2VFsVYNTz+tpWuul1pZnnIR9//LE744wz4rkwOm2lqr3vvvtuUbtnnnnG7brrrvFzr7LKKu63v/0tHV0rtBLkwIED4/eta9eubty4ce6LL74oanfbbbdFoeLbffe7341CB9kiQNCiWbNmuR/84AfxB/Gb3/ymmzx5cqqO7vPPP4/KgfgL1brtscceFVtPRM+j5/PPrdeh16PXlYaOZFZfffX4cRVOTzzxRNisiOaZrLfeevF9vve979XciLVKUDD/4he/iIO5Xbt2btCgQe6dd94Jm8b0+9Q1reWWWy5+fzUSrt6WXy4nAgSJ3HzzzW7dddeNP4hbbLGF+8c//hE2K4lO8/zkJz+JLy7rpusuY8aMca+99lrYPBU9nh7XrySom55Xz28pjFjooYcecltvvXX8uGuttZa7/vrrw2bNUkc3duzYoo7ugAMOyPw9qFUqYrnGGmvE7832229f0pGiQkZho9DR/fWF4Ze//GUmAyTqHQGCxNTR/frXv3bLLrts/GFWWfPXX389bFoSXV8ZOnRofH3E33r06OGOO+44d9NNN7m5c+eGd2uR2ut+ur8ep/Bx9Tx6vrTXdd58883oYru/cNulS5foSObTTz8Nmyai6yM/+9nPijq6M888s247ukceeSQaUeV/b2uuuaa77rrrwmaJPfbYY+773/9+/HgKpd///vdhM5SAAEHJ3nrrLXfYYYfFHV3nzp3dWWed5RYuXBg2LckHH3wQjaopvC5ReNPzaEST5qno+XXT0GP/b/1c29UuvK9uelw9vp4nDRVT1NFM4Yi1gw46qOSQa46uzfj5M7p9+9vfdtOmTQub5da8efOi36cPZv0+f/WrX6X++/L+8Ic/uO985zvx+7vtttu22XW4WkeAwEzfEPXh8x9EfSj14cyCOhF1mjpS2GSTTYqGvya5qb3up/vrcfR4WbjxxhvdOuusEz/PVltt5f75z3+GzTJx7bXXRuHhn0uh8q9//Stslhs6wj3nnHMyP8JtisJIX3r8lw19GVJo6csRkiNAkJpOA4TnqHW6IEsaXqwhmrrofPXVV0dHAOoA/E3/r59ru9plMYej0FNPPeV23nnneB+/9a1vuauuuqrskyJ1+kqnsfyAA3V0hx9+eHS6K090urEwmLfccsvU19iSUDjpOph/XoWXTtOmHVBRLwgQZEIdnUbJFHZ0rY2SqQXvv/++O/LII+ML/bp+ctppp7n//ve/YdOy0gV1XVj3HZ0uuJ977rk139FplN8uu+wS75fm42iUX7mDOaSw0sAQ/zo0YEQDR9AyAgSZ0hBJXzRQNz9Ov9Y6Oh3BnH/++W6FFVaI92Xfffd1L730Uti0ou67775oqK9/TRoCXIsl8xXM4TyjU045peLBXEhD03/3u99FQ9X9+6sh7E8//XTYFP+PAEFZaNKWJm/5D6KfKVwL7rrrLrfhhhvGr33TTTd1f/vb38JmbUYdnSYdavKhf42alKjJidWuqUoH++yzj3vxxRfDpm1Gk2U1aVahptenkDv66KOjybUoRoCgbNTRqYxEYa2i3XffPbpGUY1Ul8ovXavbSiut5C6++OKoGGI1Ukd30kknFXV0KpNSrR3djBkz3EYbbRS/vxrkkEWttXLRMG+V8fGvV6GXVZHRvCBAUHYqaKfCdr6j69ChQzQ/Y8GCBWHTNqHXF3bEGh5cLa+vNQq+Pn36FAWf6nlVS0enjtiXsvcdcTW9vtYo5AonoGZVZDQPCBBUjEpsh9/wL7nkkjb7hu+PkApPBakQX7UeIbVGJeLDb/h333132KxidISkQpF5OBWksNPRRzmKjNYyAgQVd+eddxZdY9hss80qfo1BF6PDazQqwFfr1NFNmjRpsYv/lbzG0NTFaF2jyfpitI68dF1Nw7c1Iq1wWLf+Xz+/4447Mt33chUZrVUECNqEqqdqadfCjq5fv35lH+WkUWL7779//JwaDquCe7U2Sqw1GuU0bNiwuKPT8ONTTz217KOcVAiycDisRollsRLlRx995P785z9HC0ep2kBY9qa1m4owavSajoh0pJZ2VrvCMCwyqtBMU2S0FhEgaFNayOmII45YbJ6FOowsaZ6KCujlfUJeSBMgw3kW5ZgAqXkqhRPyFMwqEJkmmHVfTTDUKC1dNwtDQT/TCDntny9no0EE/t/6uU7j+RANA0WvVxf207wX5SgyWksIEFSFf//7326nnXaKP4ia6a1TEGk+3F5YEkQF9fJcEqQp4UxvlWB54IEHwmYl0zd5zZQvLAmigpBpSoLo6ElrqnTr1q2o01cxRYW+fp9z5sxJ/LehowJd15oyZYo7+OCDo7+twsdVCR6d9lONM4tyFRmtBQQIqsqf/vQnt/baa8cfxF69eplrTalAXlirq56KEoZ8EcjCju7AAw80F4HUe1lYlFC1utIUJdT1BV1PKCxSqVNDOm2lLxhZ0vLNqpNWWEJfwaIL5eHiVEmVq8hoNSNAUHXU0Y0ePTruSFQYUdVu33jjjbBpk/RBLiyLXg8f5FKosOShhx5aVIZe1W6TlqHX0VthWXQd3emoIA2dVis84lAJ/htuuKHsQ331N6EhxYULgWlQh9Z4sSpnkdFqQ4CgajW13saoUaOa7eiaWphJ57nr4VSCxcMPP7zYehstLYSl60U6hZTlwkwaNKHim/41aBhyW9Sg0peWwhny2kfNVbKe1pJKFBltawQIqp6+Dfbu3Tv+IGrFP307LaSRPuHFTJaGTUYr/oVL8Rau+Kdg1rDYwmDWSLa0S8PqdKVqpenxdJSoUu7W00dZUfHPwsEAulaUZmXIpgZv5KHIqEeAoCbogqkugq622mrxh3vHHXeM1udgOGV6WnNcF679muMaFTd48OAoXArXbNfcGc2hSUMTR4cPHx4/ppYDTruscNY0J8gPMdeptZkzZ4ZNStJUkdE8DB8nQFBTNLx35MiRi80D0IQujfGv1wldWVFHPnDgwKL3VjfN1lcBx7TBrFNC/fv3jx9XF8jb+qijOTq9tvnmm0evU0cQmpSYVlhkVEdeSUeTVSMCBDXp5Zdfjr656kOoD2S9l5TI2j333BPPn1B5F9ULS0uTGP1QbQV+LVxY1kV2X35H807CU6cWCmGN9vIhUstfeggQ1LS034jRPJ3/VweXxUxyHXn48NAw4loqRqgjJH/6SSGiyYdpKUwJEAC5lVWAKOT322+/ODw0+qvW6LqNL4GjwQRp56UQIAByLasA8RfMddqqlo48QjqK8kOONfdFM+atCBAAuZZFgGiorh5Dc3lq4ZpHazRbXpWbtU+q0WVFgADItbQBojLqfp6HRlvlhWbi+zVOtJ6NBQECINfSBIiGpvrTPRotV61Dda00h0P7puoIllpiBAiAXEsTIJMnT47uq3kOGnKdNwpIXwZGM9dLRYAAyDVrgOjisi+MqDLneaVTWSpNous7pc7OJ0AA5Jo1QFSSXffbeOONc3fqKqS6VtpXldUpBQECINcsAaKjD1+Gvy2q6laaKj371RJLKQFPgADINUuAqCCj7qP1PGq5xlMptOSA9rlfv37hpmYRIAByrdQAUWVZf+2jpXVF8mbWrFnRdRBVMNYaNkkQIAByrdQA0brraq+S+uVeSbDa+PVqJk6cGG5qEgECINdKDRDNzFb7PE0aTGrSpEnRvm+55ZbhpiYRIAByrZQAUYfoZ2enLTRYi7Tcr05haf+TLKFMgADItVICRIstqa3WVa9XOvrQezB16tRw02IIEAC5VkqAnHDCCVHbww8/PNxUN0aMGBG9B5ob0hoCBECulRIgfpnWa6+9NtxUN7SOut6D7t27h5sWQ4AAyLWkAaLFlpZeeumo7fPPPx9urhsqqqj3QNdCNKS5JQQIgFxLGiAq2652uoiuMKlXmjip6rx6L2bPnh1uLkKAAMi1pAHiL6Bvsskm4aa607Nnz0TvGQECINeSBsgVV1wRtdtrr73CTXWnb9++0Xtx2WWXhZuKECAAci1pgEyYMCFqd8ABB4Sb6o7WBtF7MW7cuHBTEQIEQK4lDZCzzjorajdkyJBwU90ZOnRo9F6ceeaZ4aYiBAiAXEsaIH79j+HDh4eb6o7eA70XJ598cripCAECINeSBghHIItwBAIALnmAcA1kEa6BAIBLHiBXXnll1I5RWM716dMnei8YhQWgriUNkD//+c9RO62BXu/8PJBbb7013FSEAAGQa0kD5KWXXoraaSZ6vS0kVUgz0Tt37hy9F3PmzAk3FyFAAORa0gD5+uuvXadOnaK2zz77bLi5bmgdEL0HSy65JLWwANS3pAEiW2yxRdR2ypQp4aa6cfPNN0fvwYYbbhhuWgwBAiDXSgkQzXtQ24MPPjjcVDf8HBAN5W0NAQIg10oJkOnTp0dtV1tttXBT3ejRo0f0HkybNi3ctBgCBECulRIgCxcujK+DPPjgg+Hm3Hv11VfdEkssEd3mzZsXbl4MAQIg10oJEPGT6JKcwsmbc845J9r3HXbYIdzUJAIEQK6VGiAzZsyI2nft2tV98skn4eZc0xwY7btK2ydBgADItVIDRMN511xzzeg+F110Ubg5t2bOnBnts5b1XbBgQbi5SQQIgFwrNUBk0qRJ0X3WWGMN99lnn4Wbc2n33XeP9rmUYpIECIBcswTIp59+Go3E0v0uuOCCcHPuPProo9G+tm/f3r3wwgvh5mYRIAByzRIgouDQ/VZccUX3zjvvhJtzRRfNta8//elPw00tIkAA5Jo1QL744gu32WabmTrWWnLNNddE+6jhy6+88kq4uUUECIBcswaIPPTQQ65du3bR/VurTFuL3nvvPbfqqqtG+3f22WeHm1tFgADItTQBIr60xworrBBV7M0LVd3de++9o33r3r27abAAAQIg19IGiDrWXr16RY+x+eabR7PV8+C8886L9knDdh9//PFwcyIECIBcSxsg8tprr7lu3bpFj6Nv7bo+Ust0Ok4jrrQ/aea6ECAAci2LABFNtPN1sn784x+7r776KmxSE+6///54Pw499NBwc0kIEAC5llWAyB133OE6dOgQPd7+++9vum7QlhQeyy+/fPT6tfZ72pUXCRAAuabrFurgtFBSFm644YY4RLbffns3f/78sElVUoD6I4/tttsukzpfBAiAXNPoKXVwGmmUVYl2FVxcbrnlosddf/313WOPPRY2qRoabaUL5lqi1h95ZBEeb7zxhjvggAPiAPnoo4/CJjWDAAHQpCOPPDLuPLXOhVYbVOeX1lNPPRXVytLjduzY0Y0bNy7qrKuJ5nkoMHwnf8ghh6Q+baUyL6NGjXJdunSJH7dnz55hs5pCgABolgJDwaEAUYe3zDLLRJ1g2msY77//vttnn33ijnTbbbeN6kpVg6lTp8aTBJdaaqlUo608nb5ba6214v3t3bt3NNmy1hEgAFqlU1jq9HwHuPbaa7s//vGPYbOSXXLJJfE3cs1cHzRokHv99dfDZhWhAPO1rXTTqTvrPA/viSeecDvuuGP8mCo0OWXKlKo74rIiQAAkok5PnZ+vtqvbTjvt5J588smwaUnmzp0br2aomy6065TRrFmzwqZloWHGe+yxR/z8umCu8iSff/552DQxnQJTeXc/Z0RHMiNHjqzp6x1NIUAAlESd4Omnnx51iuoc1UlqGVt1mmncd999Rd/Wddt6662jNUbefvvtsHkqmuA4ZsyYeCVBvx8KslILIxbSRMkJEybEQ35169+/v3v55ZfDprlAgAAwUae43377xR2lOs2JEyemnm2uawP9+vWLizHqpn9vscUWbsSIEe62225zb775Zni3Fuko56abbnLHHXec69GjR1FIKQgVgKWs59GUv/zlL26DDTaIH1fPo6ObPCNAAKTy97//PS7frps60TvvvDNsVrJ58+ZFgeQnNIY3XTvRKKY999zTHXbYYdHt2GOPjf+tn2t7586dF7uvbrreoTXMP/jgg/CpS/Lss8+6H/7wh/HjqnTLZZddVrMz7ktBgABITZ3lpZdeGte90k3DYJ977rmwqYlOOWl01OGHH+422mijxcKgtZtGkW2yySbRkca0adOicEpLwXPCCSfEkyP13+OPPz51INUSAgRAZhYsWBCVcS/sVE888UT34Ycfhk1T0WmyZ555JpolfvXVV7vRo0e7s846K77p+oZ+ruKHs2fPTj2Ho5DC8vLLLy8KSx3tzJkzJ2yaewQIgMypMy0c2bTyyitHp4u+/vrrsGlNueeee6LTYn6/NNRXdb7qFQECoGxuv/32qJP1Ha7qa6kTrjUamTVgwIB4P7p27erGjx+fesBArSNAAJSVOlmVK1Gn6zvggQMHphouWykff/yxO+OMM6LFo/S6NdR38ODB7t133w2b1iUCBEBFvPPOO1Hn64fnqlP+xS9+EXXS1UgX7VdfffU49DRqSzPLsQgBAqCiVB5E5dx9x6zCitdcc03YrM08/PDD0QRG//rWXHNNd/3114fN4AgQAG3kuuuuizpn31Fvs8027pFHHgmbVYyG9mqlQV84UvNMVNJEVXTRNAIEQJtZuHCh+9WvfhVP9lPnrU48i3kaSamysIb9qtKwD7MDDzwwmr2OlhEgANqcOmt12r4DX3bZZd0555yTqqBhEjfeeKNbZ5114ufVrPcHHnggbIZmECAAqoY67y233DLu0NW5q4ZV1rSo1c477xw/j9b/uOqqq3JTZr1SCBAAVUWd+OTJk+NFnXTbZZddMinvroWstNJiYZn1U089NVqjHKUjQABUJXXqp5xySrTsrTp7La87bNiwKARKpVImKgvv13nXbd9993Uvvvhi2BQlIEAAVDV18oXL3yoELrjggsT1raZPn15UgHHTTTd1d999d9gMBgQIgJqgTl8VdX0QKBRmzJgRNos9//zzrk+fPnH7lVZayV188cV1UWa9UggQADVDRx0XXXSRW3HFFeNg6Nu3bxQWnir/nnTSSUWnvrROiCoFI1sECICaM3/+fHfMMcdE4aCQUFgoNC688EK3yiqrxOGy2267RWXfUR4ECICapXDYdddd48Dwt/XWWy9aCwTlRYAAqHlaWEqz2TWTfdSoUWWfgIhGBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABM/g9eLbCcnuPVrgAAAABJRU5ErkJggg==)
PN: 2617-1-25
CAS: 52807-17-7
Molecule Weight: 226.275
Formula: C15H14O2
![2'-Methoxy-[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-Y3
CAS: 5728-32-5
Molecule Weight: 228.247
Formula: C14H12O3
![2'-Methoxy-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-34
CAS: 122801-57-4
Molecule Weight: 212.248
Formula: C14H12O2
![4'-Methoxy-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-36
CAS: 52988-34-8
Molecule Weight: 212.248
Formula: C14H12O2
![2'-Methoxy[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-33
CAS: 93465-26-0
Molecule Weight: 212.248
Formula: C14H12O2
Melting Point: 54-55 ℃
TSCA: Not listed on TSCA inventory
HTN: 2912.49.2600
