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)
| Product Number | 2617-3-87 |
| CAS | 893738-82-4 |
| MDL Number | MFCD06802438 |
| Molecular Formula | C14H11FO |
| Molecular Weight | 214.239 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2617-3-87
CAS: 893738-82-4
Molecule Weight: 214.239
Formula: C14H11FO
![2'-Fluoro-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-86
CAS: 676348-33-7
Molecule Weight: 200.212
Formula: C13H9FO
![1-(4'-Fluoro[1,1-biphenyl]-3-yl)ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABg+AAAYPgHT1EtlAAACNHpUWHRtb2xTb3VyY2UAAHichZVtb6MwDID/ipXPR16AQluVTlWnSZM2nXTbpPt2SiHtkEoyAX379+eU0kHLoIUmsf04ie2ks4djtoW9yovU6IgIygkoHZsk1ZuIfLw/OWPyMJ/FaISGuojIZ1l+TRk7HA40/lSZPBpNY5ORSj89FmnL5uBRk2+Yy7lgf19f3s6Mk+qilDpWSBXptDgLX0wsy/MqfpiCZTLfp5pV5izL95W3fy63D6fHIiHfe1miboEorNOtgrXJM1nC3uUUH/4LNkqrXJYqgdUJxR71ce/z2eujiXeZ0iV2rYc0ltu3Mt/FKMjMVsU7dIad58eIZAIBWZpskefyBLZnxVKAdEF6IH2QI5AByBDkGOQEpOD4ol6ggUALgSYCbUSAcd8qO/H76Uvh6mEJv2HZ8X2yvxg4NyIuDYLQB0E9zwsBt4WfenTRdZpcGucivbYXYwdDwXGlzgjlfvg9rvQETji3UzvhNAwbPl3qCdt6lI9t69PA5ZWvSXNc62t5QCeebUMa8q5xm8fAs2vk57OV0UmjC2kSkZUg55T8UevCvWSFgMkTlWOhWwfWtAm4bcDm8Aq4XYB3B/j9M/htwNbHFVh0AaM2YKupHwjagK29fiBsA7ZS+4FxG7B13Q9M7jY9AAh+N4UV9QVW3Cb7fM4GprnJd3UuB5iblFfneIC5yXp17gf2M+pgBmpF3OS+vld6mbAjbp0Ma5wxVt+E2L27JVnjCmX4xzH/D5SA2QQXk5G0AAA6RElEQVR4Xu3dCdxV4/7/fzJVaCDKPCUiIcNJpgZjfAlpODmGJEWmkMifMhwi01HIrJTxIDIdmUrmKVOmJIpKhURJXL/7ve7/2ta67vuuva+91t5r7f16Ph7r4ZzWtfde6+puve+91nV9rpUMAAAOVrL/AACAbBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIkHQvvmhMz57GbL21MWutZcyaaxrTtGnln2kfiu6jjz4y55xzjmnVqpVp1KiRWW211cx6661n2rdvb6677jqzcOFC+yWelVZayduykUvbQknW0QD42y+/GHPUUbpyLH/r3NmYRYvsV6MAfv/9d9OnTx9Tq1atzAW+uq1hw4Zm7Nix9ssz+7ORS9tCSdbRAKi0eLExu+9eGRB16xpz/vnGvPtuZagoLN5/35gLL6z8NqI2e+xhzJIl9rsgRn/88Yfp0KGDd1Ffs+LvQd9AJk+ebObPn2+WLl1qZs+ebZ555hlz6qmnevuru/jnEgq5tC2UZB0NgEr9+lUGw8YbGzN1qr33b599Zsymm1a2PfNMey9iNGDAAO+C3rRpU/PFF1/Yu0N++OEH07VrV/uPcwqFXNoWSrKOBoAxM2YYs+qqxqyyijGvv27vrerNNyvbr7aaMd9+a+9FDGbNmmVWX311s8Yaa3jPP1zlEgq5tC2UZB0NAGOGDKn8RtGli72nZmqr11x6qb0HMbjsssu8i/kJJ5xg78pJLqGQS9tCSdbRADCmffvKMHjkEXtPzdRWr9lvP3sPYuA/+3jiiSfsXTnJJRRyaVsoyToaAMZsuGFlGHzzjb2nZmqr12y0kb0HMdioop91MZ85c6a9Kye5hEIubQslWUcDwJjatSvDQCOxsqW2eo1ei9jVruhnXcwX5/J3VA0/FHLZkiRZRwMgvwCpU8fegxgQIJWSdTQAjNlgA/dbWLr9hdhxC6tSso4GgDHt2lWGQRwP0fv3N2annYwZM8begxzwEL1Sso4GgDGDB1eGQS7DeDVJTa9Z0TBe3eJSO2177mnM22/bLZCFpAzj/fDDD835559vdt11V7POOuuYtdde22y77bamV69eZsqUKaG2ccjuyAEUztdfV04i1ORATRJcEYWA2mpb0W2v++4zplGjv0OkVq3KooyzZ9stsRy6daWCicWeSOj/WXXbKhU/Q/fp7ztG2R05gMI65ZTKC7zKlKhcSU2+/NKYzTevbHv66fbe6v34Y2XZE81c94OkXj1jhg5VdUC7NWpw9tlnexdqlTL5Un8PyzFv3jzTrVs3+4+rDYWaVNd2t912M8OHDzfvv/++WbRokfn555/NW2+9VfHltYvXdrPNNgu1j1p2Rw6gsH77zZhddqm8uKtg4qBBlQUUVUjx11+N0e2Jiy6qLO+uNiq8mOuIINXYOuigv0NEm8rEjxtntyxbX331lXfh33HHHStyPBzkKpjYtm1b70K9VsXfw7nnnmteffXVinz+0ds3Z84c8+yzz5p+/foVvJiiam+pbYMGDexdkcruaAAUntaQOPzw8AW+uu2IIyqr9LoaP96YZs3C76mH8R9/bLcsG79U9OegitDWLSr/wn3jjTfazcySJUvMSSedtMJy7uuuu261t5NyCYVs2upbiJ59HHPMMV5bVQKO0/KPBkDxvfCCMccfb8xWW1WWdtem/60/074oVPzGbIYNM6Z+/b9DRM9UVBV4/ny7dUkbNWqU2XDDDUMBoG8hNS0KJXqY3b9/f7Pzzjt7YRFcUOr666/3Aqk62YSCb3lt7cDacsstzdChQ72S83Gq/mgAlKe5c43p1avyIb4fJBUXRDN8uBbAsFuXlNdff920bt06dCHWCoMTJ060myaOHSC6pXbmmWd6C17FiQABUNV77xmzzz7h21rbb2/MhAl2y9RTafZjjz3WrLzyypkL8Prrr29uv/128+eff9rNE02LWem5i74J6Tz0rShOBAhQinThe+ihygfv+XjgAWM0kicYJJ06VY7+Sjk9v9B8Dv227geH1vjQyoIazZRm06dP986nSZMm9q5IESBAKbrjjsqLveZ56FnJ99/bLbKn0V2XXPL38rna1ljDmIEDzV/LeS6QZA8//LDZYostMsGh7dBDDzWff/653TSVNGJM56TRX3EiQIBS9PLLpuLX6b8v+GuvbcwVV+Q3z0OrHfboEfo28krFb7iv33WX+euvv+zWiaQRSu3atQsFR/Pmzb3bPmnUpk0b8+CDD5pp06Z5zzvmzp3rlVdp0aKFd24HHnig/ZJIESBAqfr0U2MOPjh8+0mjtx591G6Zm8mTNYPNfF3xftdVbPtUbJrQNll/nlCaF9GnTx9vdrYfHA0bNjQ33HBD7COV4hQMQnvTaLCPYx6KTYAApe6pp4zZZptwkHToYEweJTgqvnKYbyq+eZxR8Q2kfuCi1aPiG8q3CVqXXeGgYbQKC/8YV111VdO3b19vdnjavf3226Z3795e/SuVmNctqx122MF7jvPdd9/ZzSNHgADlQPM8rr3WGM1M9kNE8zw00SyPeR6LFi40AwcODE2400VsyJAhea+Vka9nnnnGu7AGfyvXvIwPPvjAbgpHBAhQTn74wVT8yhqe57HOOsZolnUet3JUC6pTp06hi7XqMD2gUVwFpgfIhxxySOhYNLHukVzK4yMrBAhQjjS8d999w7e1ttvOmOees1vmZMKECZkHuP62zz77mHfffdduGrmffvrJK3Coobj+Z6u8+eWXX+4N2UX0CBCgnD344N/VfP3tsMOM+eILu2XWli1bZkaMGOE9xPUv5Hp4rTUqNEooaprsd9ttt3mlQ/zP06TA4447riDPAcoZAQKUOz2r0EJUwXkeGgI8YIAxeUyoW7BggTnttNO8h9b+hb1+/fpm2LBhXrXaKLz88suZWdf+tscee5g33njDbooYECAAKml972OOMRW/vv8dJI0bV05KzKOkh4aS7r///qGLfLNmzcx4VQF29PXXX2fWvPA3rVM+evRouyliRIAACHvttcr1RfwQ0bbLLmbeK6/YLXMybtw4b/Gl4EVfE92mal2SLP3666/moosuMnXq1Mm8h4avXnjhhV4pcxQWAQKgKs0sv/tuYzbYwAuQKRXbxRXbed27m29WtGzucmi2tMqM16tXLxMAKn1+xhlneAsxLc+9995rNt5441AAHX300V7dJxQHAQKgZr/8Yn6/4AIzZo01TKf//6Jdt25dM3jwYPObVk10NHv2bNOzZ8/QQkyNGjUyN998s/cQPujNN9/0SnYEg0MrBL700kuhdig8AgTACs2bNs30OfLI0EV80003rXaVvVxoJvVee+0Vet+WLVuaF154wXz//ffm+OOPD4WMRlqNHDmySsigOAgQAFnThV2lMoIX/L333tu88847dtOcjB071guk4PsGR2/pNtdZZ521wttcKCwCBEBO9Nv/TTfdFJrnoW8JJ554opkzZ47dPGt6QN61a9fQwk7aDj74YPOpCkMicQgQAE40z+P000/3vh34F3vN87jqqqtyXkr1o48+Mh06dAgFh0ZaaX1yJBcBAiAvn3zyiTnggANCF/+tt97aPP7443bTKlRmfc899wyVWW/QoIG59tprI5tsiPgQIAAioYWMFBzBIFGwKGBqottTfluFiEqTK1SQDgQIgMjoW8PVV1/t3cryg0G3uHSrS7e8bN27d/fa6LnH+/mu346CI0AARE4P0/VQPTgEVw/d9fA9OAR3wIABmZBB+hAgAGKj4b0a5hu8raVhwM8//7y3nwBJNwIEQOw04dCe53HEEUd4zzwIkPQiQAAUhEqfqASKSqEEH5wTIOlFgAAoKBVj/Oc//xn6NqKH6EgfAgRAUbzyyiumSZMmBEiKESAAioaH6OlGgAAoGgIk3QgQAEVDgKQbAQKgaAiQdCNAABQNAZJuBAiAoiFA0o0AAVA0BEi6ESAAioYASTcCBEDRECDpRoAAKBoCJN0IEABFQ4CkGwECoGgIkHQjQAAUDQGSbgQIgKIhQNKNAAFQNARIuhEgAIqGAEk3AgRA0RAg6UaAACgaAiTdCBAARUOApBsBAqBoCJB0I0AAFA0Bkm4ECICiIUDSjQABUDQESLoRIACKhgBJNwIEQNEQIOlGgAAoGgIk3QgQAEVDgKQbAQKgaAiQdCNAABQNAZJuBAiAoiFA0o0AAVA0BEi6ESAAioYASTcCBEDRECDpRoAAKBoCJN0IEABFQ4CkGwECoGgIkHQjQAAUDQGSbgQIgKIhQNKNAAFQNARIuhEgAIqGAEk3AgRA0RAg6UaAACgaAiTdCBAARUOApBsBAqBoCJB0I0AAFA0Bkm4ECICiIUDSjQABUDQESLoRIACKhgBJNwIEQNEQIOlGgAAoGgIk3QgQAEVDgKQbAQKgaAiQdCNAABTNfvvt5wXIyiuvbBYsWGDvRsIRIAAK7sMPPzTt27f3wsPf1l13XTNixAizbNkyuzkSigABUDDz5s0zffv2NauuumomOGrVqhUKkhYtWpjnn3/efikSiAABELs//vjD3HDDDaZhw4aZoFhllVXMySefbH744Qdz//33m8022ywUJJ06dTLTpk2z3woJQoAAiNWzzz5rmjdvHgqHtm3bmilTpoTa/fbbb2bIkCGmbt26mXZrrLGGOf/8883ChQtDbZEMBAiAWHz++efm//7v/0LBscUWW5iHH37Ybhry7bffmh49eoRet8EGG5i77rrL/PXXX3ZzFBEBAiBSP//8szn33HPN6quvngmAtdZay1x22WVmyZIldvMaTZ482ey6666hINltt93Mq6++ajdFkRAgACLx559/mttvv92sv/76mQu+hucee+yxZtasWXbzrOgbx5133mmaNGkSCpJjjjnG+6aC4iJAAORt0qRJplWrVqGL/D/+8Q/z+uuv202d6BnIeeedF/pWs+aaa5pLLrnELF682G6OAiFAADibMWOG6datWyg4NtxwQ3PPPffE8rziyy+/NIcffnjo8zbffHPzwAMP2E1RAAQIgJz9+uuv5uKLLzZ16tTJXMg1YmrQoEHml19+sZtHbsKECWb77bcPBck+++xj3nvvPbspYkSAAMjJ2LFjzSabbBK6eB911FHmq6++spvGSnNLhg8fbtZZZ53McWhuyUknnWTmzp1rN0cMCBAAWXn77bfNnnvuGQqOli1bmhdffNFuWlDz5883/fr1C81ub9CggbnmmmvM0qVL7eaIEAECYLlmz55tevbsGSo50qhRI3PLLbckqm7VRx99lCnO6G/NmjUzTz75pN0UESFAAFTr999/N0OHDjX16tXLXJBVdv3MM880P/74o908MR577DHTtGnTUJAcdNBB5tNPP7WbIk8ECIAqxo0bV+UifOCBB5qpU6faTRNJ4XfllVemLvzShgABkPHxxx9Xexto/PjxdtNU0O23E044IfG339KKAAFQ7YPo+vXrm2HDhpXEg+i33nqrygCAHXfcsegDANKOAAHKmD8UVos5+RdWDYXt1atXSQ6FHTNmTJUhyJ07dzbTp0+3myILBAhQpmqajPfuu+/aTUtKdZMga9eu7U2CXLRokd0cy0GAAGVG5UC0WFMwOLSYU7mVA1EZlq5du4b6YaONNjKjRo2ym6IGBAhQJlSQcODAgV7JEf+CqYKEWsQp7oKEukX09NNPe6sS9u/f3xx//PHe1q5dO29xKf3X/zPtVzu1L8StpYkTJ1YpBNm6devICkGWMgIEKHEqaqjFmOyS6Fq0KY6S6Hroruq8CiaFQ/BWkcum1+t99H563zge6sdRir4cECBACdOiTFqEKXhB1v/Xn0dJQ2KfeeYZL5T0rcYOAXtTBV1tO++8sxcO+q//Z3Zbe9P763P0eVEPxdViWOecc06VxbAuv/zynBbDKhcECFCCqlsWVt9Aol4W9rvvvvNWH9SSs/aFXpvmkJx88snmxhtv9C7433zzjf0W1VI7tdfr9Hq9j/3e2vS5+nwdR5S0HO+hhx4a+iwtx/vf//7XblrWCBCghOhZhm71BL8F6JmHnn3oGUhUVHm3T58+oecp/mdpWKweRM+cOdN+WV70fnpfvX91n6vjiboi8LPPPmuaN28e+iw9r5kyZYrdtCwRIECJ0CgqjaYKXuw02kqjrqKyYMEC70IdnHCobY899jAjR44sWJkQfY4+T58bPA4dl45PxxkVzZXRQ/2GDRtmPkdzZfQ58+bNs5uXFQIESDnN29D8jeCFtEWLFt48jyjp9td6660X+hwVKdQopmLS5+s4gsel49TxRklh0bdv31B4KlSuv/56L2TKEQECpJRmimvGuH4b9i9omlE+YsSISC9oep6y7777hi7QevCt9UGSRMej4woep4476pFmH3zwgXcbK/g52267rffMptwQIEDKaBiralSpVpV/AdNvxaplpZpWUdJaGsEyJ3porXIgSabjCz7U1/HHsSaIHqhvueWWoSA55JBDzGeffWY3LVkECJAiul3SuHHj0EVL1XNVRTdKmhdx3nnneXMh/M/RolIa5poGOk4dr3/sOg+dj84rShraqyG+Gurrf5bKxnfo0MH89NNPdvOSQ4AAKTFnzpxQcGi9Dq3bETWtpdGlS5fM5+jiOHr0aLtZKui4gxd3nZfOL2oaRnzccceFAlfDgEsdAQKkhGZE+xenww8/PJYLoYb6tm/fPvM5GsKa9pX8dPzBobg6vyiHNAe98cYbmRDp3r27vbvkECBASui3XP8iqAl2UdNFNThrXUNkS2WYqs4jOORX5xlXiPijtHTLrNQRIEBKxBkgupev+/b++3fs2NEre15KdD46L/8cdb5xlCchQAAkTlwBogfLwWceushGOQw4SXRewRDReUf9YJ0AAZA4cQWILnT++6qMeal987Dp/HSe/jlHfaEnQAAkThwBMn78+MxDXz1ojnoeSVLpPP0H6zp/9UNUCBAAiRN1gGiGdqNGjbz301DXqVOn2k1Kms7XH+KrfohqxjoBAiBxogwQlXQPlidJ6zyPfOm8/T5Qf0RR6p4AAZA4UQaICg3676UZ2+UsOGM9igKMBAiAxIkqQFTq3K+qq5pRaSlPEhedv187S/2Sbyl4AgRA4kQVICpJ7r9P0gsjFor6we8T9U8+CBAAiRNFgGjFPv8Cp5Lk+Jtfol39k8/KhgQIgMSJIkC0vrher6GrSVvPo9jUH/6QZvWTKwIEQOLkGyAqxuivJa4V/FCVv7Kh+kn95YIAAZA4+QbIgAEDMq8v9jK0SaV+8ftI/eWCAAGQOPkEyLJlyzIjjVSVFjXzq/aqv9RvuSJAACROPgGi9br9144cOdLejQD1j99XLuucEyAAEiefAOnRo4f3utq1a+c9z6HUqX/UT+ov9VuuCBAAieMaIFq50K/51LlzZ3s3qqF+Un+p33Jd+ZEAAZA4rgEyadKkzOtGjRpl70Y11E9+n6n/ckGAAEgc1wAZMmRI5nUzZ860d6Ma6ie/z9R/uSBAACSOa4C0bdvWe02zZs3sXVgO9Zf6Tf2XCwIEQOK4BIiWa61Tp473mt69e9u7sRzqL/Wb+i+XZW8JEACJ4xIg06dPz/k1qKT+8vtO/ZgtAgRA4rgESHD+x//+9z97N5ZD/eX3XS7zQQgQAInjEiD/+c9/Mq+ZMWOGvRvLof7y+079mC0CBEDiuARI//79vfYqDhjFcq3lRP3lF59UP2aLAAGQOC4B0qtXL69948aN7V3IgvpN/ad+zBYBAiBxXAKka9euXvutttrK3oUsqN/Uf+rHbBEgABLHJUA6duzotd9pp53sXciC+k39p37MFgECIHFcAsSfRNimTRt7F7KgflP/5TKZkAABkDguAcI3kPzwDWT5CBAgJVwChGcg+eEZyPIRIEBKuAQIo7Dywyis5SNAgJRwCRDmgbhjHsiKESBASrgECDPR3TETfcUIECAlXAKEWljuqIW1YgQIkBIuAUI1XndU410xAgRICZcAYT0Qd6wHsmIECJASLgEirEjohhUJV4wAAVLCNUBYEz13rImeHQIESAnXAJk0aVLmdaNGjbJ3oxrqJ7/P1H+5IEAAJI5rgPz+++9mrbXW8l7XuXNnezeqoX5Sf6nf1H+5IEAAJI5rgEiPHj2819WuXdssWLDA3o0A9Y/6Sf2lfssVAQIgcfIJkOB8kJEjR9q7EaD+8fsql/kfPgIEQOLkEyDLli0zG2ywgffaPfbYw96NAPWP+kn9pX7LFQECIHHyCRAZMGBA5vUTJ060d6OC+sXvI/WXCwIEQOLkGyCzZs3KFAc86KCD7N2ooH5R/6if1F8uCBAAiZNvgMjJJ5/svX7llVc2b7/9tr27rKk/1C/qH/WTKwIEQOJEESBfffVV5gLXrl07e3dZU3+oX9Q/6idXBAiAxIkiQKRv376Z9xkzZoy9uyypH/w+Uf/kgwABkDhRBYjmOay33nre+2ik0c8//2w3KSs6f3+Emvol33kyBAiAxIkqQOSuu+7KvFfPnj3t3WVF5+/3hfolXwQIgMSJMkC0XOu+++6beb/Ro0fbTcqCztvvA/VHFMv+EiAAEifKAJFvv/3WNGrUyHs/1XyaOnWq3aSk6Xz9GmHqB/VHFAgQAIkTdYDI+PHjM0NXmzdvbubPn283KUk6T52vzlvnr36ICgECIHHiCBDRhc5/39atW5tff/3VblJSdH46T/+co77QEyAAEieuANFyrV26dMm8d8eOHc0ff/xhNysJOi+dn3+uOu9clqvNBgECIHHiChBZsmSJ6dChQyhESu2biM4nGB46X5131AgQlJ0vv/zSWwN60003pcRFQn3wwQeZi1++k92qs3DhQrPbbrtlPkNVaefNm2c3SyWdh19lV5vOU+cbNc0pqVWrlvcZvXv3tneXHAKkzC1atMgMGjQoU2RP2yqrrGJOOeWUsnmgmnRLly41V199tVl77bUzf0fatNhRVCOHfLqotm/fPvMZetD86aef2s1SRcfvPzDXpvOLOjx0G+z2228366+/fuZzyqFUDAFSxrTu80YbbRS6KPkjcrSts8463q2SUr0fngZPPPGE2XrrrWv8O1pzzTXNJZdcYhYvXmy/1JmWcA0+E9FQ17TOE9Fx+0N1tem8cl2idkVUAr5Vq1ahvyMNC37zzTftpiWHAClDr7/+emgUijb9A9A/hPfffz80wUzbdtttZ5577jn7bRCjTz75xBxwwAGhvwcFiQJFtxsPP/zw0L7NNtvMPPDAA/bbONNv1LqHHwwrzdhOS9kTHWdwhrnOQ+cT5QPzGTNmmG7duoX+HvQLmX4xKxcESBnR+gbHHnts6KKgr9z66m3/w3rooYfM5ptvHvrHcdhhh5kvvvgi1A7RUh2m008/3ay22mqZfq9fv7656qqrqvzmPGHCBLP99tuH/o722Wcf895774Xa5ePJJ5806667bub9VTMq6QUYdXx+bSttOn6dR1T0MP7iiy82derUyXyG1lDXreBffvnFbl7SCJAyoJEml19+eeir/Oqrr27OOecc89NPP9nNM3Rb5NJLL/VukwRfp5Xa0vKbaFpo6dSbbropdLHWw9gTTzzRzJkzx26eoduLw4cPD71Oz7B69epl5s6dazd3oucs9rfStm3bJm6whY5HxxU8Th13lM+JFE6bbLJJ6DOOOuqovMq/pxkBUuL++9//mi222CL0A3/ooYeazz//3G5ao5kzZ5p//etfoW8ujRs3NnfccUeVby7I3QsvvGB22GGH0N/R3nvvbd555x27aY004KFfv36ZIaTa9M1l2LBh3kP4KKjQoF/F19+0gl+xl8fV5/srCfqbjjOKwoi+t956y+y5556hz2jZsqV58cUX7aZlhQApUVOmTMkskONvGony7LPP2k2z9tprr5ndd9899J677LKLeeWVV+ymyMK0adPMEUccEepPDaO+77777KZZ+/jjj81+++0Xek8Nz46qVIdusfXp0ycUVNo0RHbkyJHmxx9/tF8SC32OPi84NFebjkvHl29Jdt/s2bPNCSeckBmaq00PyG+55RbvW2O5I0BKjMa76x+QbmP4P/ANGzY0N9xwQySjqVSt9O677w7dY9bWvXt3880339jNUQ3dJ7/gggtCQ6fr1q1rBg8ebH777Te7uZNx48aZpk2bhv6O9Ft6VAUTdctGP2fBc9Cm/9+5c2fvQbK+uUZJ76f31ftX97k6nqhuJel505VXXmnq1auX+Qw9lzrzzDMLFpJpQICUCIXD9ddf74WF/wPv/zYWx2SwQlwES01N4fvPf/4zlvDVRXDo0KGxXgQ1O/7cc8+tck7+pm8/Wl9cw8GfeeaZrM9T7dRer9Pr9T72e2vT5+rzdRxRiTt8SwkBUgL0D23bbbcN/cDr9pVmLsdNt2GOPPLI0GfnexumFL366qtFu/2n2zAa0hrnbRi9j34ONbkxOOiipk0j/LTtvPPO3oNv/df/M7utven99Tn6vKiOX2q6/RflCK5SQ4Ck2GeffWYOOeSQ0A/8lltu6T04L7TqHgTvtddeOT0ILkW67XLMMcdUGYBw5513FnwAgkYpFeJBsB7aT5o0yQwZMsQLh+BwV5dNr9f76P30vlENCvDVNADhmmuuifyzSg0BkkIaenv22Wd7Q2r9H3gN0dVQ3TiKw2XLdShqKUryEOhiDEWdPn26efrpp71ncf379zfHH3+8t+mbssJB//X/TPvVTu31urj4Q6BVccHvBz07POmkkyIbAl3qCJAU0W+st912W6jejn6zPe644yK9B5yv6ibD6T58dZPhStGDDz5Y5VZM0iZhVjcZTs+zymUyXCEmYZYDAiQlNNZd94mDP/AqR/LGG2/YTROjpnIcjz/+uN20JKSxDEx15Tg23HBDc88990SyPnjSVFcGRmEfZRmYckKAJNzXX39tunbtGvqBT1u9neoKAu6///5ewJSCH374wSvdHRw6nbZClNUVBPzHP/7h1U0rBaq+q1pYwdu+cRSiLDcESELpFsNFF11Upd7OhRde6JVgTxu/JLkeTvrno1tcp512WmSTvgpN53TttdeaBg0aZM5JD2JPPfXUVJbCr64kuW6Rqn6a6qilkb5FacBCkyZNQuGogQ1RljgpVwRIAt17771m4403Dv3Aa/JUnA8UC0UP0/VQPTikVA/d9fA9yiGZcXvqqafMNttsE/o70gp3H330kd00dfSQX3Mr7EEal112WVEHaeRq8uTJZtdddw39HWkhKQ2pRjQIkARRvZ02bdqEfuB33HFH89JLL9lNU0/De1XvKXiuLVq0MM8//7zdNFG0ONHBBx8cOu6tttrKPProo3bT1FO9NNVNC56r6qo9/PDDdtNE0TcLzRMJHrcmHKo2Vik+1ykmAiQBvv/++2rr7ajWT5p+K3dx//33exMPg//YVR9KExSTRDO3zzrrrNDIMq0QeMUVV5T8yDLVTwuu6KdNQ29Vby1JVAFBc0VUEcE/To0sGzhwYOQrEKISAVJEfr2d4FKlukDpQhVVqYk0qOkf/vnnn1/0f/gKcAV5sAqtgl7zFRT85UKDATQ3I1gqR4MGVGZEgwiKTb+IaFGtYMh16tTJG3WF+BAgRfLYY495tz6CP/C6NVKI9aeTOKlLVP9IdaGCfaJbD6ofVYxbD7p1qFuIwePRLUbdaixXqqvWt2/f0Kxthcp1111XlFnb7777bipvhZYKAqTA9JBVD1uDP/B6GKuHsnFIW1kJUX0o++Gn6kgV6uGnglKDFoKfr0ENGtyASqqz1r59+1AfqR6b6lMVggZjaNEsezDGiBEjSv62b5IQIAWiYZ0a3hn8zU3DPzUMNOqLcCkUtqtu+KWGlGr4ZdRlwn0aHq1h0hou7X+mAlPDqTWsGlU98sgjXv214M+E6rOpTlsc9G9Fi2QFh4Pr31Sah4OnGQESM9071oSy6urtRH3vuBRLaxdqAtjo0aO9CZrB89EETk3kxPLpWd6///3v0LM8/X2pXtvylkzOlRbFsn/2NCFVVXRRHARIjFTCQqUsgj/wKnWhkhdRKvXFfaSmEhSqO5UPlYKxV7XTN7CXX37ZbooV0C8OqssWrDyswQeq35ZP5WGtw3HggQeG/o60XkeplsRJEwIkBiqap+J5UV/sbOW2vKgolO0ieArlXIvgxXWxQ3ShrJ+bM844o2yLcqYBARIhzeBVuW77dovKekd5u0U0KSo4tFSbVk1TTaNi0ufrOILHpePU8UYln9uCmkmtsvdx325B9bcFu3TpssLbgnqWdvPNN3tzofzX6WG5FsXS4lhIDgIkAvqNVQ98tVCQ/wMf1wNfzbK1K77qwbcWC0oSHY+OK3icOu4o6w/VNDChpoWAtNBWIR/4IveBCVqYTItcBf+OtDBZ0n6+UYkAyVMhh5xqac3gYk16aK3FgZJMxxd8qK/jj3qJUA2Ntpci1dBo/3M05FRzW4L7CznkFJVDo48++ujQ30FwaLSel1W3NPLYsWOtd0KSECCOdNGy17iOa9KbvuFoJFLwfr2+zhd7Zbts6Th1vP6x6zx0PlE/a6hucqZucwXLrGvS2/XXX5+aMuulRpMzd9ppp9DfkYIkeNtXFQkGDx7sVShAshEgjoL3dv2yG3Gs5KaHhbpv7H+WqqLq3nIa6bh1/P656Lyifhjql4fRw9bgRUohogf6mkmN4tIvDrfeemuVZ3jaunfv7i1yhXQgQBypKql+4PWgL67Cf5oDEZztq4J2hSh1Eicdf7Awn84vjnpXqlPlX6D0jCRphf9QOXpPa7Hr70jfDFXZAOlCgDjy6+9oHeU46KKqtQv8C62GRZbKb886j+AwT51nHCGi32b1/gp7ANEjQBzFGSAaahqsl9WxY8dqR6ykmc5H5+Wfo8436sWKCBAgXgSIo7gCRPeHg888dJEt1Qe+Oq9giOi8o3ywToAA8SJAHMUVIBqd5F9QW7duXXLfPGw6P52nf846/6gQIEC8CBBHcQSIisX5Q3X1oFkT5cqBztN/sK7zVz9EgQAB4kWAOIo6QDRD2y/doKGuKiBXTnS+/hBf9UMUM9YJECBeBIijKANEEw+D5UnSOs8jXzpvvw/UH/lOyCRAgHgRII6iDBAVGvQvnJqxXc6CM9bzLcBIgADxIkAcRRUgKlntT3hTKZS0lCeJi87fr52lfsmnFDwBAsSLAHEUVYD07ds38xt30gsjFor6we8T9Y8rAgSIFwHiKIoAUQVSvxS5qsXib371XPWP68qGBAgQLwLEURQBovXF9R4ausp6B2HqD39Is/rJBQECxIsAcZRvgMyaNSuzlrhW8ENV/sqG6if1V64IECBeBIijfANES9/69/mLvQxtUqlf/D5Sf+WKAAHiRYA4yidAtOazP9JIVWlRM79qr/pL/ZYLAgSIFwHiKJ8A0VKq/m/WI0eOtHcjQP3j91WuS9ASIEC8CBBH+QRIjx49vNfWrl07r3kO5UD9o35Sf6nfckGAAPEiQBy5BoiWXPVrPnXu3NnejWqon9Rf6rdclsAlQIB4ESCOXANEy3b6t2RGjRpl70Y11E9+n+Wy7CkBAsSLAHHkGiBDhgzJXAxnzpxp70Y11E9+n6n/skWAAPEiQBy5Bkjbtm291zVr1szeheVQf6nf1H/ZIkCAeBEgjlwCRMu11qlTx3td79697d1YDvWX+k39l+2ytwQIEC8CxJFLgEyfPj1zK+bGG2+0d2M51F9+36kfs0GAAPEiQBy5BEhw/sf//vc/ezeWQ/3l912280EIECBeBIgjlwD5z3/+k7kIzpgxw96N5VB/+X2nfswGAQLEiwBx5BIg/fv3916j4oD5LtdabtRffvFJ9WM2CBAgXgSII5cA6dWrl/eaxo0b27uQBfWb+k/9mA0CBIgXAeLIJUC6du3qvWarrbaydyEL6jf1n/oxGwQIEC8CxJFLgHTs2NF7zU477WTvQhbUb+o/9WM2CBAgXgSII5cA8ScRtmnTxt6FLKjf1H/ZTiYkQIB4ESCOXAKEbyD54RsIkCwEiCOXAOEZSH54BgIkCwHiyCVAGIWVH0ZhAclCgDhyCRDmgbhjHgiQPASII5cAYSa6O2aiA8lDgDhyCRBqYbmjFhaQPASII5cAoRqvO6rxAslDgDhyCRDWA3HHeiBA8hAgjlwCRFiR0A0rEgLJQ4A4cg0Q1kTPHWuiA8lEgDhyDZBJkyZlLoajRo2yd6Ma6ie/z9R/2SJAgHgRII5cA+T33383a621lvfazp0727tRDfWT+kv9pv7LFgECxIsAceQaINKjRw/vtbVr1zYLFiywdyNA/aN+Un+p33JBgADxIkAc5RMgwfkgI0eOtHcjQP3j91W28z98BAgQLwLEUT4BsmzZMrPBBht4r99jjz3s3QhQ/6if1F/qt1wQIEC8CBBH+QSIDBgwIPOb9cSJE+3dqKB+8ftI/ZUrAgSIFwHiKN8AmTVrVqY44EEHHWTvRgX1i/pH/aT+yhUBAsSLAHGUb4DIySef7L3HyiuvbN5++217d1lTf6hf1D/qJxcECBAvAsRRFAHy1VdfmVVXXdV7n3bt2tm7y5r6Q/2i/lE/uSBAgHgRII6iCBDp27dv5j7/mDFj7N1lSf3g94n6xxUBAsSLAHEUVYBonsN6663nvZdGGv388892k7Ki8/dHqKlf8pknQ4AA8SJAHEUVIHLXXXdlfuPu2bOnvbus6Pz9vlC/5IMAAeJFgDiKMkC0XOu+++6buXCOHj3ablIWdN5+H6g/8l32lwAB4kWAOIoyQOTbb781jRo18t5TNZ+mTp1qNylpOl+/Rpj6Qf2RLwIEiBcB4ijqAJHx48dnhq42b97czJ8/325SknSeOl+dt85f/RAFAgSIFwHiKI4AkfPOOy9zG6d169bm119/tZuUFJ2fztM/Z51/VAgQIF4EiKO4AkTLtXbp0iVzQe3YsaP5448/7GYlQeel8/PPVeed7XK12SBAgHgRII7iChBZsmSJ6dChQyhESu2biM4nGB46X513lAgQIF4EiAP9lrzxxht7Fyf9N8rfmn0LFy40u+22W+YCq6q08+bNs5ulks7Dr7KrTeep843aXnvt5b3/+uuvb+8CEAECJEdaUrVVq1aZi5+2XXbZJaelVrOli2r79u0zn6MHzZ9++qndLFV0/P4Dc206v6jDY8qUKaZt27aZz1AxRgDRI0CyNGPGDNOtW7dQcPgjpvxNt0zULkpawjX4TERDXdM6T0TH7Q/V1abzymWJ2hX54YcfvMKLq6yySuYzVlttNXPuuefaTQFEgABZAd2rv/jii03dunVDv9EOGjTIzJ4921xwwQWZsuza1G7w4MHmt99+s9/KmW6RaXRSMLA0YzstZU90nMEZ5joPnU9Ut/6WLl1qrrvuOtOwYcPMZ6gIo+polcptPyCJCJDlGDt2rNl0000zFyVtRx11VJXqsPr/Rx55ZKidXqfXR+nJJ5806667buYzVDMq6QUYdXx+bSttOn6dR1S0zO22224b6nvdFvvggw/spgAiRoBUQ2tR+A9g/a1ly5bmhRdesJuGaP8OO+wQep3eJ8q1PjRDO1j2RJvu90f5GVHQ8QSfQ2jTcUcxw1w+++wzc8ghh4Tef8sttzSPPPKI3RRATAiQAN2S0q2WWrVqZS5KKqtx8803Z70et9qpvV+WRJveT++r94+KCg36VXz9TSv4FXt5XH2+v5Kgv+k48y2M6Pvpp5/M2WefbVZfffXM+6+99trm3//+d6TPUwCsGAFiKh9UDx061NSrVy9zUdLD1zPOOMP8+OOPdvOsqAy5Xq/38d9T73/VVVdFdqHTZ/Tp0yezKJW/aYjsyJEjnY89V/ocfV5waK42HZeOL5+S7D49L7nttttCoalnKccdd5z57rvv7OYACqDsA2TcuHGmadOmoQvfgQceGFkxQ72P3i/4/ltvvbV5/PHH7abO9AxGF+rgw3xt+v+dO3c2o0aNMjNnzrRflhe9n95X71/d5+p47GdFrl5++WWz8847hz5DYfXGG2/YTQEUUNkGyMcff2z233//0EWpWbNmkRXys+l99f7Bz9Pnf/LJJ3ZTZ/pNXENWgw+t7fPTMNcbb7zRe/j8zTff2G9RLbVTe71Or7fPw9/0ufr8qL4RfP3116EhzNo22mij1A5jBkpN2QWIbqecdtppods+9evXN8OGDfOGg8ZJ73/11Vd7n+d/to5DxxPFbR6fnsPogt+jRw+z5pprVrnQ29vmm2/ubfotXw++9V//z+y29qb31+fo87J9TrQiGjp90UUXmTp16mQ+p3bt2ubCCy80ixYtspsDKJKyCRBd3EaMGBEaBqsJZ7169TJz5861m8dqzpw53ucGH9bruHR8UV2EfQotzZIfMmSIFw7Bi7LLptfrffR+et+oQ/fee+/NlInxt6OPPtpMnz7dbgqgyMoiQCZPnGBatGgRuiipCOK7775rNy0ofb5flNHfdJzPP/+83TRSuhg//fTT5oYbbjD9+/c3xx9/vLe1a9fOCwf91/8z7Vc7tY/zIv7mm2+aNm3ahPpip512Mi+99JLdFEBClHSA/Dz3SzNycCez97YrmQZ1Ky9Km222mbn//vvtpkWl49FxBS+enTp1MtOmTbOblpzvv//eC6rgtzGNtLr11lsj/zYGIFolGSBLFy80bzwy0Nx+yhrm0m4rmS5tVjKtmq3p3XZZvHix3TwRVPpEx2eXTBk4cGDkxQaTQEOZr7jiCm8Oh3++GvJ81llnFWz4MYD8lFaA/PWX+WzyXWb0OU3MyN4rZbZ7r+5h5s6OZgZ03DRTWw+lg99GNLpJE/H+qji/UvDoo4+arbbaKnSOBx98cOorDQPlpmQCZPaXk80j/94tFBz6//rzNJo8ebLZddddQxdZrZvx6quv2k1T48MPPwwtlKVtm222MU899ZTdFEAKpD5AFi341jx/R49QcOgbiL6J6BtJmukbx5133mmaNGkSuugec8wxkdWUKoT58+ebU045JTR0ukGDBubaa6+NfBQXgMJJbYAsW7rYvDP+EnPHaWtmgkPPPPTsQ89ASomegaj8ebD+k+ZfXHLJJYl9piNa81yTD9dZZ53McWvodO/evb21OwCkWyoDZNpbD5gx528W+tbx7E2dvFFXpezLL780hx9+eOjbiCb7PfDAA3bTonvuuefMdtttFzpWVeN9//337aYAUipVATLvm/fM41fvEwqOBwdvb2ZOnWA3LWkTJkww22+/fejirHkt7733nt204L744gtz2GGHVQm5hx56yG4KIOVSESCLF841L4/qZW7ts0omOO45a13z0YvDzZ9//mE3Lwu6PTR8+PAqt4dOOumkgs+sF606OGDAgCq32S699NJE32YD4C62AAl+S1jetjx/LltqpvxvmLnrjPqZ9rf1WdW8cl8/s2TRfLt5WdID6n79+lV5QH3NNdcU5AG1yqzfcccdpnHjxpnPV5n1f/3rX5FXAAaQLMu/gufBDoqatprM+GC8uf//axZqO/66/cyC7z62m8JUVhfeb7/9QreOVDU3yuVjba+88orZZZddQp+5++67m9dee81uCqAE1XwFz9OKAqImP34/1Tx1w0Gh4Ljvwqbm6/fH2U1Rjccee6zK+iZaITDKSXoq7969e/fQZ2iy4913310ykx0BrFjuV/gsuQSIRlHdcWqdzGvvOr2eef+ZoebPP6JZwa9cqEzIlVdeWWWFxTPPPDOvMiEqtzJ48OAq5VYuuOAC88svv9jNAZS43K7wOXAJkB+/+8R7UH7rybXMS/f0NL/9HN0a4uVIa7CfcMIJVdZ4v+WWW3IuVHjfffeZTTfdNPSt48gjjyyLgo8AqpfbFT4HLgEiCpGf5nxu/zHy8NZbb5k999wzdPFv2bKlefHFF+2mVbzzzjtmr732Cr12hx12MC+88ILdFECZyf0KnyXXAEF8xowZYzbZZJNQGGhN8+rWLteiVyeeeGKVRa9uuummnL+9AChNsV3hCZBk0nKxF198cZXlYgcNGuQtF6vnJ1dddVWV5yenn356pMvuAki/2K7wwVFUNW0onhkzZphu3bqFvo3oG4ZduPGAAw4wn3zyif1yACBAyt3EiRNNq1atQqGhbeuttzZPPPGE3RwAMmK7ihMS6aHZ5Kqaq1IomkWu21mFmMUOIN1iu8ITIOmjmlX5zBMBUF5iu8ITIABQ2mK7whMgAFDaYrvCEyAAUNpiu8ITIABQ2mK7whMgAFDaYrvCEyAAUNq4wgMAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPL/AP2mtsMxuTYWAAAAAElFTkSuQmCC)
PN: 2617-3-93
CAS: 886762-38-5
Molecule Weight: 214.239
Formula: C14H11FO
![1-(3'-Fluoro[1,1-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2617-3-99
CAS: 886762-37-4
Molecule Weight: 214.239
Formula: C14H11FO
![3'-Acetyl[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2617-1-21
CAS: 400748-76-7
Molecule Weight: 224.259
Formula: C15H12O2
![1-(3'-Methyl[1,1'-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2717-1-27
CAS: 893734-40-2
Molecule Weight: 210.276
Formula: C15H14O
![2'-Fluoro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-X2
CAS: 103978-23-0
Molecule Weight: 216.211
Formula: C13H9FO2
TSCA: Not listed on TSCA inventory
