| Product Number | 6660-3-58 |
| Synonyms | 5-Fluoro-2-methoxyphenylboronic acid; 2-Borono-4-fluoroanisole |
| Purity | 98 % |
| CAS | 179897-94-0 |
| MDL Number | MFCD01863526 |
| Molecular Formula | C7H8BFO3 |
| Molecular Weight | 169.95 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6660-3-58
CAS: 179897-94-0
Molecule Weight: 169.95
Formula: C7H8BFO3
PN: 6660-3-X6
CAS: 737000-76-9
Molecule Weight: 187.94
Formula: C7H7BF2O3
PN: 6660-3-09
CAS: 762287-59-2
Molecule Weight: 169.95
Formula: C7H8BFO3
PN: 6660-3-W2
CAS: 259209-20-6
Molecule Weight: 155.92
Formula: C6H6BFO3
PN: 6660-3-M7
CAS: 870777-32-5
Molecule Weight: 187.94
Formula: C7H7BF2O3
PN: 6660-3-M9
CAS: 957061-21-1
Molecule Weight: 187.94
Formula: C7H7BF2O3
PN: 6660-3-13
CAS: 259209-24-0
Molecule Weight: 155.92
Formula: C6H6BFO3
![[2-(Difluoromethoxy)-5-fluorophenyl]boronic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpEAAAaRAE4pjH5AAACEXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfFxsDgTQKqbJWkSa1irR20r5NDjgpEtiVIW//fmegDEhGEtAd53vO9t3Zi8dznsFRmiLVKiKcOgSkinWSqn1Efr2vJzPyuFzE6ISOqojIR1l+zhk7nU40/pC5OGtFY52Tenx+LtKez8mj2uyZ6zic/X59eauYSaqKUqhYIlWk86IyvuhYlNUq/jMFy4U5porV7iw3xzraH9exj0PPRUL+7eUJx1aIwi7NJOy0yUUJR9eh+DjfYC+VNKKUCWwvaPaoj3tfLl6fdXzIpSpRtRHSWGRvpTnEaMh1JuMDBkPlx3NEco6AKHW+MkZcwGrWLDgIF4QHwgcxBRGACEHMQDyA4A6+OM7RgaMH9zHfmbQTvl8+ZUQ28B028FT9143cVPoak+VGBBePP+DU87wQXBoEoT/4agRuyOGtZ8M1YtJYJ41vK2uIwAWn8mmAdQOPzqYomi+Xeryaf+rbOF/xHBqGHdmusvLqM81YbcQMsjaFy8VWq6SjQppEZMtJldufcle4TXoJaJNIgx1rA1jXLuD2AVuMccC7AvxxwO8DttAtsLoFTPuAbYtxIOgDtonGlxReAbPxGWZ9wDboOPDQB6p2Hifs+CBPd5FhtasTM751Pih4fcLuMIOa1yfyDuPfYG52Cus0Mvu6N1C9ulNY58JheM0u/wLyu6BY+D5mBAAAMuZJREFUeF7t3Qe8FOW5x/GjgKKoiNjAgmIL2GMSNWLDWMMVg17LNYohiC0aMWpUiL1gYhBFaQcjiGIDRbArghVBUGwoiICCINJBilKeO8+e7J6Z95Q9++zMObszv+/nMx+PzLttdub978y8pUQAADAocf8BAICaIEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgKD4lZSUL9nkUlatXi0ycKBIhw4iu+0m0qiRyOabl/192mkiAwaUlUFhCOP7ymUfyaVsDCXzUyNecjmIcyk7YoTITjsFH1PZomW0LOpWWN+Xv2w2uZSNoWR+asRLLgdxTcv27i2y0UZl5Ro0EOnaVeSDD0SWLxdZsUJk0iSRq68W2WSTsjIbb1z2GNSNML+vmu4jKpeyMZTMT414yeUgrknZ118vq2C0zNZbi4wf75YoN3GiSJMm5ZXS6NFuCUQt7O+rJvtIWi5lYyiZnxrxkstBnK3s+vUie+5ZXubZZ90SFY0cWV5+r73KngO1I4rvK9s+4pdL2RhK5qdGvORyEGcrO3x4+fo2bdy1VTvqqPLH6XOgdkTxfWXbR/xyKRtDyfzUiJdcDuJsZTt1Kl+vLXZqSsumH9e5s7sWUYni+8q2j/jlUjaGkvmpES+5HMTZyrZuXb7+k0/ctVXTsunH7buvuxZRieL7yraP+OVSNoaS+akRL/6DOJelMttsU75+6VJ3bdWWLCl/XNOm7lpEJYrvy91ParokUDI/NeLFPZBrulSmfv3y9evWuWurtnZt+eP0OVA7ovi+3P2kpksCJfNTI15yOYizlY3iFy2iE8X3lW0f8culbAwl81MjXnI5iLOVjeKaOqITxfeVbR/xy6VsDCXzUyNecjmIs5UNo1XPn//srkVUovi+su0jfrmUjaFkfmrESy4HcbayUfQrQHSi+L6y7SN+uZSNoWR+asRLLgdxtrJ6I9bfs7m6QffSRo0qL19Zz2ZEJ4rvK9s+4pdL2RhK5qdGvORyENek7GuvBcdWmjDBLVFOB+lL38jVx+i4TKhdYX9fNdlH0nIpG0PJ/NSIl1wO4pqWvf/+8tFddQRXHd1VB+LTkV1//FHkww+Do7tqWX0MovPDDyKrVrn/WibM76um+4jKpWwMJfNTI15yOYhzKVvT+SWaN6/ZIH6wmTtXpGPHskp/992rnhAqrO/LXzabXMrGUDI/NeIll4M4l7JKK6vS0rLZ7Fq0KJvdbrPNyv5u316kf/+qfxWn6ZwUyN2aNSJ33CGyxRbl31m9eiLff++WLBfG95XLPpJL2RhK5qcGasugQWWV3gEHiLzxhrsWVdGWUS1bBitoPXN4+mm3JOoQAQJEyd9PQRedq/vrr91SSNMOfsceG9xmm24qcsMNZfczUFAIECBK335LhVgTCxeKXHxx2dmaG7gzZrilUSAIEKA2VHVJZvBgkQ0b3NLJoYMa9upVPs1seuGSX1EgQIDakr4pvOWWwcryN78RGTfOLR1/L78s0qpVcFtsu61I3765jayLOkOAALXN3yw1XXHq3+edJzJnjls6fqZNE2nXLhgcDRqI/PWvIosXu6VRwAgQoK6MHy9y2GHBilSbrN52W9V9HYrYsjVL5YXBV8usZv/tzJdeTjxR5Isv3OIoAgQIUNeGDKnYAW633WLTZHX9hvUy8IuBsv0j28sR15bIkEP/+xn33lvk+efd4igiBAhQCHS4je7dRRo2DATJZ+ccIzNnT3ZLF4235r0lBw8/WEr6l2SWKy9sLPP73yPy889ucRQZAgQoJDNnipxxRio81tQvkdtOKZGt768nXd7qIgtWL3BLF6xZK2bJWa+fFQiOegPqSec3O8viH39wi6NIESBAIRo7Vt4640A5+m/lFfDWD28tPT/pKT+vL9xf7ivXrpQbP7hRNntos0B4HPnckfLhgg/d4ihyBAhQoNavXyf9p/SXbQdvG6iM93lyH3nx2xfd4nXusa8ek10e2yXwXls81kKemP6EWxQxQYAABW7JT0uk63tdpUFpg0DlfMpLp8iXS750i9e6D374QI547ojAe9v8oc3llkm3yKq1WQYuRFEjQIAioWFx8osnBypqDZWrxl0lS39a6haP3LyV8+RPY/8kGw/YOPCezh19rsz+cbZbHDFEgABFRi9f6WUsf6W93eDtZMAXA1JNZivjL+sG0I5DdkydzTz59ZPuwyr10/qfpMdHPWSrh7cKPNevnvmVvPv9u25xxBgBAhQhvZGuN9T1xrq/Ej9o2EGVVuJucFS1nPbKadXepH/hmxdkz8f3DDxGA+g/X/5HNkiCx/RKKAIEKGLatFeb+GoT2XSF3nBgQ1m0ZlGgnL/C91u8ZrGMmDlCdnp0p8x6PbuozJQlUwKXqzYp3UT+Pv7vsvxnJsxKKgIEiIHJCyfL0SOPTlXsTQc3rVCpVxUgac/MfCazvvVTrd3VKTOXz8w0z23/SnuZvmy6WwQJU/neBKAoTVwwUb5b+Z37z1kDRM9Y0us3HbipuzpjxvIZ8umiT91/RkJVvjcBiJVsAaKXstLrmw9p7q4GKlX53gQgVrIFiN4HSa8/47Uz3NVApSrfmwDESlUBop0UR84aKTs/unNqnd4/+WIJQ6ujZggQIAH8AVLZosHxl3f+It+s+MZ9KFAlAgRIADcwKlu0I6DO2wHUFAECJIA/KPx0rCrt33Ht+9dK/dL6qfVnvnamrNvAnOTIjgABEqCqAPHr/kH3TJl7Pr7HXQ1UUPXeBCA2ahIgU5dOzZSpqjMh4Ff13gQgNmoSIHo5K11GhykBsql6bwIQGzUJEB0uPl2myaAm7mqggqr3JgCxUZMAuWHCDZkyJ714krsaqKDqvQlAbFQVIKvXrU61wtJRddOtsHQZ/d3oQDmgMgQIkAD+AKlu0XsffT/v6z4cqBQBAiSAGxTpRef3aPxwYzlk+CFy9bir5atlX7kPBapEgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECBAgq1cu1LWrFvj/jNQIwQIkFCfLf5Mtnp4K9nhkR1k3sp57mogKwIESKgHP38w06HwuVnPuauBrAgQIKEe+OyBTICMmDnCXQ1kRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACUWAIF8ECJBQBAjyRYAACZUKkH4lqYUAgQUBAiTUA294AdK5JLWM+IgAQe4IECChHnjCC5ADS1LLiDEECHJHgAAJ9cADXoCUlKSWESMIEOSOAAESigBBvggQIKEIEOSLAAESigBBvggQIKEIEOSLAAESigBBvggQIKEIEOSLAAESigBBvggQIKEIEOSLAAESigBBvggQIKEIEOSLAAESigBBviIPkP5dSmq8oICtXi0ycKBIhw4iu+0m0qiRyOabl/192mkiAwaUlUHRIECQr8hrbTckqltQoLRy2Wknb28pqX7RMlRERYMAQb4ir7UJiCLXu7fIRhuVBUSDBiJdu4p88IHI8uUiK1aITJokcvXVIptsUlZm443LHoOCR4AgX5HX6gRIEXv99bJA0GDYemuR8ePdEuUmThRp0qQ8REaPdkugwBAgyFfktToBUqTWrxfZc8/yy1PPPuuWqGjkyPLye+1V9hwoWAQI8hV5rU6AFKnhw8vDoE0bd23Vjjqq/HH6HChYBAjyFXmtToAUqU6dyoNAW1jVlJZNP65zZ3ctCggBgnxFXqsTIEWqdevyIPjkE3dt1bRs+nH77uuuRQEhQJCvyGt1f4BUt6DAbLNNeRAsXequrdqSJeWPa9rUXYsCcuutt2YC5NFHH3VXA1lFXnO7QVHVggJTv355EKxb566t2tq15Y/T50DB+emnn+TOO++UBg0aZAKkUaNG0rdvX++rzuG7RuJFXnMTEkWKM5BYeuaZZ6Rly5aZ4HCXAw44QN544w33YUClIq/VCZAixT2QWPnE+17atm0bCItNN91UunbtKn/+85+lXr16gXWnn366zJgxw30aICDyWp0AKVJhtMLyKibUrYULF8oll1wi9evXDwREhw4d5Ouvv86U04A59thjKwRMt27dZIWOOABUIvJanQApUvQDKWpr166V++67T5o0aRIIhf3337/aS1TDve/MvcTVvHlzGTx4sGzYsMEtjoSLvFbPJ0DmTntTZk951f1n1Aa9merviV6TZp6jRpWXpyd6nXnllVekVatWgRBo2rSp9OnTp0Y3ydesWSN33HGHbLHFFoHnOPTQQ2XcuHFucSRY7rV6jqwB8sOsD6T/RRulHvfcv46UBd9Mcosgaq+9FhwLa8IEt0Q5HVQxfeNdH6PjaKFWTZs2Tdq1axeo9LWl1RVXXCGLFy92i2f13Xffyfnnny8bbbRR5vn07/POOy+1DsitVjewBsii2R9L6cX1M48dcNHG8ubgP8uq5fPdorDyfmlK374igwe7a8rdf3/5aLw64q6OxqsDJ+p18R9/FPnww+BovFpWH1MVHVOrVy+RZcvcNTBa5m3Lq73vYBPvO/CHxwknnCBTpkxxi+fs/fffl8MOOyzw3Hp2cvvtt6fOVpBcudXqBtYAUfOmvyPDb/9l4Dke/mtj+fiVf8n6dT+7xZGLYcNEdt+9/JLTm2+6JcrVdD6Q5s2rH3RRb9qmw2j77csmqOIyl9l6b9sN9Lbh9t629Ffue+21l4zSy4khe+SRR7zdYKfAa+3u7UPDdF9CIuVeq+conwBRGzasly/eGSiP/G37wHM90X0v+ebj8A+S2Pv4Y5FjjglW/FtuWVa5V0dnGywtLZt9sEWLstkIN9us7O/27b0vur/IqlXuo4K0j8gOOwRf+5e/FHnrLbcksnjL22a/9LadvzJv3Lix/Otf/5Kff47ux9WP3lln9+7dpWHDhoHXPsbbpz7WfQuJYqvV68BPq5fJ+8OukdJLNwkEyQu9TpAlc/M/TY+9BQtELrpIpF69YAV+xhkiM2e6paMzf35Z8970vZX0cvbZIt9845aG4xtvG53tbSt/5b2xty21L8d83ba1ZKa3z5zh7Tv+96F9SS7y9rEFuq8hEYomQNKWzp8mLz3QLhAipZc0kHefuELWrMz9RmHs6a/Re+8tuwnur7APPFBkzBi3dO3Rm+5HHhl8T3pGc9NNIitXuqUTb6W3TW7yts1m3jbyV9pHettwkm7LOjLG24cO9PYl/3va2tvX7vX2uSjPhFAYii5A0mZ//oo8eVOrQJAM7tpUPh/bRzasz95UMRFeeknkF78IVtLbbivSr19u41tF6fHHRXbdNfged9lF5LHH3JKJ9Zi3LXbxtom/kt7V22aP67YrANo0uJ+3T23r7Vv+9/gLb997SfdBxFbRBohav36tfDr6Phl0ZZNAkDx9y/7y3ZdVd5aKvalTRU45JVgp63zmV15Zdh+i0Oi9k5tvLruv4n/PRxxR1uIroSZ6n/0Ibxv4K+XNvW10s7etVmW731QHlnj71pXePuYfpFGXU7x9caruk4idog6QtNU/LpS3H7sk0OxXl1f7dpBlC7LcHI4THfTwqqvKwsJfEZ90ksiXX7qlC8+334r83/8F37veK/nTn0S+/94tHVvfe5/1T95n1nsb/or4/7xt861uowL3pbevneTtc/73rqFylbdvLs1lYE4UvFgESNqiOZ/IqJ5tAyEy8NJNZcKzN8jPa2I8no82hdUxqLbbLlj57rOPyAsvuKUL3zvviPzqV8HPstVWInffrWORu6VjQ4dZv9v7jFt5n9Vf+f7K2xbv6DYpMi94+94+3j7o/yzbefvoAG9f1SbIKH6xCpC0mR8+I4/f0DIQJEOuaSZT3xuk7YLd4sVN+28cdFCwstUb5v/+d9kN9GKl39N//iOy447Bz6bDqzz3nFu66D3nfaY9vc/mr2x39D77f7xtUMxjUOmN9H97+6LeWPd/toO8ffbN6voeoSjEMkDU+rU/yUcv3in/uWLLQJA8e+dvZP7XMRjPZ9YskTPPDFau2kT3wgtFfvjBLV28li8X+fvfy3u6p5ff/U7k88/d0kXnc+8z/M77LP7KVXuU/937zMv1s8fED94+eaG3b7rDxp/p7cOzdF9GUYptgKStXDpXxjzcMTOuVmrx/h5233my6Ic5bvHCp8OH/OMfIg0bBivUo48W+egjt3R8TJ9e1mHR/5l1xsO//EVk0SK3dMFb5L3nv3jv3R1mvb33GafrZ42pj7x99GhvX/V/Zu2U+A9vn9ZOiigusQ+QtPkzx8uIHoenAqTn+SXS+bgSaXtQI/lXj9tktfayLgY6b/XOOwcr0d12E3nqKbdkfOkAjzpRlW8brN9mG5n5wAPeWedat3TB0WHWH/De6zbee/ZXovt6n+k1/WwJ8ZS3z+7m7bv+bbCzt28zN3txSUyApE17f4jc8aedpN0hJdJyh7IdV3dk3aEL1bQJE2T44YfLLH9wNGokcuutZUOMJI0GRe/emdF/P/GWHt7S0auEXy/gUYD1vWlQ+CtNDZLe3mfRYEka/eF2q7cP63zs/m1yuLevT6hu5GcUjMQFiFqz+kfp27O7NG0cHM9HT60nT57sFq8zc+fOlQsuuEBabrSRXOa9vxfS4fHHP4rMnu0WT55Fi2T1ZZfJE/Xry3nedmn63++x0C4D6XvR9+Tf1/TS1WXee9dLWUk329uX/+jt0/7to8PG676vxwAKVyIDJE3H8/nf//3fwI6rN/m6dOlSp+P5aHPOu+66S7bccsvM+zrGWx759a9l1XvvucUTb/5nn8nFxx0X+B51Ota6vhGtr63vQd+L/70d573Xz7z3XBt0H3/55Zfl/vvvl8svvzw1l4cOfKiLzk6oZ9/63/S/aUWu5bS89iL3T3sbtfe8ffvX3j7u31Z6DOixoMcECk+iAyRt7NixqWaF/h1Xmx327Nmz1sfzefbZZ2WPPfYIvJdmzZrJE4MGFXVzztowYsSICttOm8I+/PDDtbrt9LX0NfW1/e9F35u+x6jokCI6d0ePHj3kxBNPrHBpyLpo73dtKabzf2h/lCiPCd12g7x9Xfd5/3vQbafHBgoLAfJf2rFJOzhpRyf/jqsdoV588UW3eOg+/fRTadu2beC19Zfr9ddfX6e/oouN/lLVCrSyznjvvvuuWzx0+hr6Wv7X1vei7ymKX9G63+q9lY4dO1b4zNkWHU9Lz0D0v+666hYNlLPOOivVdyWKz6R0n9d93z1702NEjxUUBgLEoeP5dO3atcJ4PieffHJqiIawLVy4UC699NIKzTn/8Ic/1Orlg7iZN29epcOBnHvuualr7mHT59Tn9r+Wvra+B30vYdO+E9dcc02FCZ78i86Lrpek7rzzTnn66adT9/eyTW2r63VeD50kSi8d6ZS2++23X4XnTi8617oO4R7VvUM9BvRY8L+mHit6zOixg7pFgFRBw0JDw7/jaqhouGjI5Etb3eh1Zrc5px6so0ePdovD6IMPPpDf/va3gW2sl3ZuueWWUAYk1OfQ53IvF+lr6muH7Ysvvkidbbg/cHTRyz56/27o0KGhh5beE9QQ0hv/bvPb9KKDJurl4CjoMeEGmR47egwlsQVboSBAstDLV5WN59O/f//UNWeLV199VVq3bh14Tv0l9+CDD5qfE9WrbEj0Fi1ayBNPPOEWrTF9rD6H/zn1NfS1wqa/xLXBh3tGpcGlN8ZfeeWVWt133n77bbnkkksqDOGui86fHsUwJfr59BjRY8X/enos6TGF2keA1IDeNNQb6u54PjqRTi6/uL766iv5n//5n8Bz6Om4tnrJdmkB+dNJmW688cYKkzIdddRR8uGHH7rFq6Rl9TH+59Dn1OfW1wjTmjVrUsO3u1PI6qUrnbSprntv67Ghnf+0JZf//elyzjnnRHK5UI8VPWbcy756bOkxhtpDgORAT+P1EoE7no/+MtTmklVZtmxZ6nq1jnHkf9zxxx8vU6YwHW9t0/sHehPY/13od9q5c+fUmE1V0XVaxv3+9bmiGM9Je6a7rcpatmyZauwR1c3rfIwaNarC/CV6hqQNCKI4O9JjR48h/+vpMabHmh5ziB4BYqA3DCsbz6d79+6BX4TaQuahhx6SHXbYIVB2r732kpEjR/qeEXXhrbfekoMPPjjw3TRu3FjuueeeQFNV/Vv/Tdf5y+pj9TnCptf0r7vuusDlKm35dNtttxVkcLh0VAe3ZVebNm1S87lHQY8lPab8r6fHnB57DBsfLQIkD3pT0b2hqJcWhgwZkrpGfMghhwTWaTPLf/7zn0VRCSSFVjClpaWy/fbbB76rvffeW55//vnUon/712lZfUwUlZNOGOX+ij/11FOrPcMtRHopTwdI9F9600vA2rorCnpM6bHlNmXWY1CPRUSDAMmTjuejvwzdVjj+RX9JdurUSebPn+8+HAVCZ8q7+uqrK1xm9C+6TstENaue9sT235TWsw79FV3MtM+G23pKZyaMInyVHmN6rLmNDbQhDK21wkeAhGTOnDmp1jA6ho9/x9VT90mTJrnFUaCmTZsmv//97yuEh/6brouKzt7n/xGigy7W1nAnUdOmztpiy7899b5hlKNg6zGnx57/NXVyLoSLAAlZr169Mjtsu3bt3NUoEjpXR/p71L+jNHjw4ECLog4dOoTemqsQPPnkk4EWcFrBRz2Y5Nlnn515PW3qjHARICEbM2ZMZofVHsAoTo888kjme9S/o6Lh4T9r1V7dUbRYKhQ6lpa/H4eOQRdGx9yq6DGYfi09NhEuAiRkBEg81EaA6GUr/5nHTTfd5BaJJR3lYffdd898bu21H9UZFwESLQIkZARIPEQdIOPGjUvdJE+/hnZCTBLtYOhvwaj9ObTTZNgIkGgRICEjQOIhygDRprr+1lZ62SqJtNe4f8h7bYQSNgIkWgRIyAiQeIgqQLQpqb+fh94wj6pJazHQkX/9A4r26dPHLZIXAiRaBEjICJB4iCpAtId5+nl1EMCorv0XE20dle63ofN/jB8/3i1iRoBEiwAJGQESD1EEiI5tla4o9f5HXPp5hEGHxE9vbx0GJayWWQRItAiQkBEg8RB2gOgNYv/AiMXewzxsehnPP/9OWPeFCJBoESAhI0DiIewA8f/C1rGtUJGOdp1uXKBnatpnJF8ESLQIkJARIPEQZoDoZFDpHth66arYBkasTYMGDcpsdx1Dyz8qsgUBEi0CJGQESDyEGSA67lP6uXTgTVSvbdu2me2lE7nlgwCJFgESMgIkHsIKEJ3DPH3jXCeDiqKzXNxMnTo1M+e79hPJZ+56AiRaBEjICJB4CCtAOnbsmHkenUkQNaMzP6a3m07da0WARIsACRkBEg9hBIhOc5v+Ja0TjTGRWM3NmDEjs+2aNWtmPgshQKJFgISMAImHMAJE5+ZOP0e+1/KTSCeGSm+/gQMHuqtrhACJFgESMgIkHvINEO3XoGcd+vgttthCVqxY4RZBFnr/KD3UvQ7/YkGARIsACRkBEg/5Boj2Ok8/PopBApNCh3rXbahBojfXc0WARIsACRkBEg/5Boj/5jkz4dmVlpZmtuP111/vrs6KAIkWARIyAiQe8gkQnVGwcePGqcfqDeA4zzAYtWXLlmXmTdFm0LkiQKJFgISMAImHfAJER5NNP7ZLly7uauSoffv2me05ffp0d3W1CJBoESAhI0DiIZ8A6dGjR+axQ4cOdVcjR717985sz/79+7urq0WARIsACRkBEg/5BMiJJ56Yepze+J07d667GjnS1ljp70KHhckFARItAiRkBEg8WANEm+9qs119XKtWrdzVMNp5551T23S77bZzV1WLAIkWARKy998dI3vuWJJa+t5HgBQra4DoSLvpx9F8Nzynn356ZrvOnz/fXV0lAiRaBEjIPv9wjJxzRElqGfEIAVKsrAGiTXbTj7v99tvd1TDq1q1bZruOHTvWXV0lAiRaBEjIZn8xRnqeX5Jaxo8iQIqVNUD8N3yfeuopdzWMhgwZktmu/fr1c1dXiQCJFgESsu+mjpH+XUpSy0cvEiDFyhogl19+eeZxkydPdlfDaOLEiZnteuWVV7qrq0SARIsACRkBEg/WAPFPHrV48WJ3NYwWLlyY2a5nnXWWu7pKBEi0CJCQESDxYA2Qk046KfO4tWvXuqthpEPhp7frKaec4q6uEgESLQIkZARIPFgDpE2bNqnH6BzoCFfDhg1T2/bII490V1WJAIkWARIyAiQerAFy4IEHph6z/fbbu6uQJ+0Dotv2oIMOcldViQCJFgESMgIkHqwBsvfee6ce06JFC3cV8qTbVLetbuOaIkCiRYCEjACJB2uAcAYSHc5ACg8BEjICJB6sAcI9kOhwD6TwECAhI0DiwRogtMKKBq2wChMBEjICJB6sAUI/kGjQD6QwESAhI0DiwRog9ESPBj3RCxMBEjICJB6sAcJYWNFgLKzCRICEjACJB2uAMBpvNBiNtzARICEjQOLBGiDMBxIN5gMpTARIyAiQeLAGCDMSRoMZCQsTARIyAiQerAGimBM9XMyJXrgIkJARIPGQT4D06NEj89ihQ4e6q5Ejf8OE/v37u6urRYBEiwAJGQESD/kEyPjx4zOP7dKli7saOWrfvn1me06fPt1dXS0CJFoESMgIkHjIJ0DWrVsnjRs3Tj22WbNmqf+HzbJly2TzzTdPbcuWLVu6q7MiQKJFgISMAImHfAJEdezYMfN4bdoLm9LS0sx2vP76693VWREg0SJAQkaAxEO+AfLaa69lHk9zXrvf/va3qW2oDRKmTp3qrs6KAIkWARKy5QtnSuklDVIB8vWkp93VKBL5Bog2591pp51Sj9dmvStWrHCLIAttfaXBodvwiCOOcFfXCAESLQIkAgtnT5Y5U15z/xlFJN8AUddcc03mOXr27OmuRhadOnXKbL+BAwe6q2uEAIkWAQJUIowAmTVrljRo0CD1HHo2okOSo2ZmzJiR2XbaEGHVqlVukRohQKJFgACVCCNAlP9m+oABA9zVqELnzp0z2+3ee+91V9cYARItAgSoRFgBotfxN95449TzaDPUNWvWuEXg0Jvl6bOPHXfc0Xz2oQiQaBEgQCXCChDln2Tqtttuc1fD0bZt28z2yvfeEQESLQIEqESYAfL111+n5kjX59JOcTpiLyo3aNCgzHbfb7/95Oeff3aL5IQAiRYBEoJ0v4+aLCgOYQaIuuWWWzLPd+qpp7qr4VmwYIFsu+22qW2kl/3eeecdt0jOCJBoUaOFwA2J6hYUh7ADRO997LHHHpnnfOihh9wiiab9Zk4++eTM9rnooovcIiYESLSo0UJAQMRP2AGitHd6+oa6Xsr67LPP3CKJ5T9D23XXXWXJkiVuERMCJFrUeCEgQOInigBR1113XeZ5W7duLStXrnSLJI6OFZYO1k033TQ1mnFYCJBoUeOFgACJn6gCZO3atalhOdLP3aFDh9Tlm6T6+OOPZZtttslsjz59+rhF8kKARIsaLwQESPxEFSDq22+/zdws1iWs6/3F5quvvkr180hvhygGnSRAokWNFwICJH6iDBA1bty4zDwXutx4441ukVibPXu27LbbbpnPf/zxx0fSyZIAiRY1XggIkPiJOkDUCy+8IPXr18+8zk033eQWiaUvv/xSdt9998zn1iHbo7oXRIBEixovBP4AqW5B8aiNAFGDBw/ODFmui17OivMMhtq3o2nTppnPe9BBB4XW4qoyBEi0qNVC4AZFVQuKx3333ZepeHRgvyhvdGuI+M9E9MZ6VL/I69KTTz6Z6ZGvS5s2bWTRokVusdBoL/Yjjzwy83rdunVziyBP1GohICTiR6dPTVc8uhxyyCHy9ttvu8VCo5ezGjVqlHm9fffdNzb9RHQwxEsuuSSwPXV8sNWrV7tFQ/P888/L3nvvHXhNXY499thUyy+EgxovBARI/OgZgF5e8V9e0uWcc86Rb775xi0eivfeey/QOktvshd7j/VPP/00NaaVfxteddVVkZ3R6ejHJ554YuD13O+wXr16cvHFF6eGTkF+qPFCQIDE16RJk1KXWvwVkFbsesM7n2HGq6JNfP39RHTRsbOKbQBGDeB//OMf0rBhw8zn2HrrrWXYsGFu0VAsXrxY/vrXv2aGgU8v7dq1k2nTpqXufxxwwAGBdU2aNJFevXql+ubAhhovBARI/D3++OOpITb8FZD+/9ChQ92iedMKTXusp3tnp0NLh4IvhlkNn3rqqQrbSkM4ijM3bXDQt2/fwJmbLq1atUr1cHfL9uvXr0LZX/ziF/Lyyy8HyqJmqPFCQIAkg55x3HzzzYH+G+nKceLEiW7xvOnYWf4BGHXRSal0ZsNCDJJRo0ZVOHvS+zo9evSIpGXZG2+8YTqr0FZfV155ZYWzld///vepyaxQc9R4ISBAkkUvM+m9EH/lo2cLnTp1ku+//94tnhftXKeh5b8UpIvOsa5Tvf7444/uQ2qVtnR69NFHZf/99w+8P110G2mHwbDpfOnaUs3/Wun7GgsXLnSLV0nvl5x00kmB59lkk03kb3/7myxdutQtjkpQ44WAAEkm7dOgrbP8FdBWW20ld999d+hnCDoplbZc8l/W0kV/4esQIHq5Jopf+VXRFmnassq9HKTLYYcdJm+++ab7kLytWLFCbrjhhtSAi/7X05ZVn3zyiVu8xiprsbXddttJaWlpZDf744IaLwQESHJpBaMtpXbYYYdABbTnnnvKc8895xbPm/5q7tixY4XLL7o0a9ZMunTpkrovM2/ePPehedEWS08//bRcdtllgSFI/Mspp5wiY8eOdR+atw0bNqT6yjRv3jzweno5b/jw4W5xEz2Tuueee6Rx48aB1zj44IMjCcO4oMYLAQGCZcuWybXXXpu6BOKvgHSMp88//9wtnrdZs2bJNddck7qU5Vbk6UVvJP/xj39M9cbWyn/y5Mmp1krV0fXaT0JbS911111y/vnnV2iG61+0V7n2ntfnjoKOGXbooYcGXnOLLbaQO+64I5Kxs3744YdUx1G9JOZ/zTPPPDO1zRFEjQeESEeY1Wa3/spHe5lffvnlWStvCz0Dev3111NnJXr5zK3gq1u0pZSeTbgtprIt2ojgrLPOSp1hhX2pLm3OnDmpS3P+Phz6t37OuXPnusVD99FHH8lRRx0V+Nzai14HvYzjKAFWBAgQAW1BpRNG+Ssg/bX+4IMPRnavQp/3/fffT7V60s50/p7t+SwaGL/73e/k9ttvT9330cs9UdGzCm2urGcZ/veg91XCnGiqpnT4lRYtWgTey84775xqOAACBIiMNiXt3bt3YMIkXfSSkJ411AbtgKh9HO6///7UWZD+qj/mmGNSi7ac0jMQ/W/63/SSl5bT8i+99FLq5n1t0cts/lF6ddFLdFEOZlkTOuTKrbfeWiGQdRThCRMmuMUThQABIqYDBl566aWBARN1Oe2002T69Olu8cTR+ycaXv5to82Wu3fvXufNlP20SfK5554beJ/aKu6CCy6QH+aH22ihWBAgQC3RwRGPO+64QAWkTVK11/ny5cvd4rGnLbu01Zh7w/qMM84o6KFb3n33Xfn1r3+deb9bblYixx64pTz/2F2ybm0094QKFQEC1LJnn322Qg9zndr14YcfTjVZjTu9h6KdIHVsLP82OPDAA4tmzg79nvT70u9tr2Yl0v5XJXLdaSXyeLc9ZOZHz7rFY4sAAeqAtl7SZrJbbrlloBLVX7b6Czeu9L6Kjj3l/8zaGbF///6RNS6I0ooVy6Vfz+vkspM3lV4XlDfnf77ncbL4u3gMx18dAgSoQ9rhT6+huz3M9Vp7FMOA1BUdY0o7Gvo/o3aG7Nq1a6QzEtaWRd9Pl1f6nBboE1Z6cX15Z+hlsubH6CbNqmsECFAAtDWPturxV7Da6kdb/0Q58VLUdEwpnf/D7Tl/8sknp+ZGj5s5X7wuT9+8XyBIBnXdRj57o7esX1/1AI/FigABCoj2L9B+Bv7KVvshaH+EYqIdHHXUYB1Tyv9Z9tlnn9Tsi3G2Yf06+XzMgzK4a9NAkDx1U2uZM+U1t3hRI0CAAqM9nbXHs3/+cF20Z7T2kC50Oh6Wzubof+96w/zf//53pJ0QC82alYvl3ccvT13K8gfJyw+eKsvmf+UWL0oECFCgdOwlHYPJXxFrk1cdq0nHbCo02vRWRwx23++FF16Y6OljF8/9XF649/jg/ZFLN5H3h18rP61e5hYvKgQIUOB0NFgdFdZfMeuosTp6bCH8otfOfu70tbocffTRRXHGVFtmTX5OHu++ZyBIHrl6B/nynYdkw4biHDaeAAGKgN5T0Pkp3HsKOo9FXd5TGDJkSIV7Njo8ik5ri4rWr/1JJr98tzx8xVaBIBl+xyEyb/o7bvGCR4AARURbNemMee6w8Tqzns4VUlu01djhhx8eeA9xaDVWW1Yt+17GDu4kAy7aOBAko0vPkRWLv3WLB/jLZ1uiFv0rAAid9qvQObz9Fbg2ldW5vqPsV6FDqWu/FXeYdR2EUYdgR24WzJooz/2zTaDSf+gvm8vEUTfL2p9XucVT3JCobola9K8AIDI60m5lPbv79esXas9u7TmvE1O5Ped/85vfyHvvvecWR46+mjBUHrtu10Dlr/8/Y9Iwt2itBkQ2df8OAORFb6T36tVLmjRpEqjcDzjggFDGlnrmmWdS08f6n1unzx00aFAixu6qLWt/WikTR96UOgPxh8T8mcF5UAgQAKHTprI6vaw7uu3pp58uM2bMcItn9emnn0rbtm0Dz6WjB19//fWyYsUKtzhCsmLRN/J66dmpgCi9pEGFMbUIEACR0TnN3fk1tOLv1q1bjSr+hQsXVjp/yR/+8IdanWAq6ZbMnSJL509z/5kAARC9YcOGVZjhr3nz5qkZ/iq79KQzKOpMhO6lMJ2xcPTo0W5x1BECBECt0DnGdS5zd47xQw89NDV/etqrr74qrVq1CpTROdz79OkT6s145I8AAVCrvvvuOzn//PMrNL/VaXWPP/74QHBoc+ArrrhCFi9e7D4NCoA/QKpbakPtvAqAgqBnHXr24Q8M/3LCCSfIlClT3IehgLhBUdVSG2rnVQAUDL3/ofdB/Pc6dtllFxk5cqRbFAWotkOiOnX/DgDUiWXLlqVGz9We5dpREMWBAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECACg6BEgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADA5P8Barm/Ot59KrcAAAAASUVORK5CYII=)
PN: 6660-3-48
CAS: 958451-71-3
Molecule Weight: 205.93
Formula: C7H6BF3O3
Melting Point: 152-158 ℃
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
EINECS: 605-875-8